Context Navigation

Back to TopEffTh

TopEffTh: TEttbar.nb

File TEttbar.nb, 900.3 KB (added by Céline Degrande, 12 years ago)

Line
1	(* Content-type: application/mathematica *)
2
3	(* Wolfram Notebook File *)
4	(* http://www.wolfram.com/nb *)
5
6	(* CreatedBy='Mathematica 6.0' *)
7
8	(CacheID: 234)
9	(* Internal cache information:
10	NotebookFileLineBreakTest
11	NotebookFileLineBreakTest
12	NotebookDataPosition[ 145, 7]
13	NotebookDataLength[ 921734, 19860]
14	NotebookOptionsPosition[ 900278, 19190]
15	NotebookOutlinePosition[ 900870, 19212]
16	CellTagsIndexPosition[ 900827, 19209]
17	WindowFrame->Normal
18	ContainsDynamic->False*)
19
20	(* Beginning of Notebook Content *)
21	Notebook[{
22
23	Cell[CellGroupData[{
24	Cell["FeynArts and FormCalc", "Title",
25	CellChangeTimes->{{3.4778117188657^9, 3.4778117348357^9}}],
26
27	Cell["test the 3 amplitudes computed before", "Text",
28	CellChangeTimes->{{3.478438848916302^9, 3.478438849192754^9}, {
29	3.479546643579921^9, 3.479546660109585^9}, 3.5001162993369827`*^9}],
30
31	Cell[CellGroupData[{
32
33	Cell["uu->tt", "Subtitle",
34	CellChangeTimes->{{3.4778117420706997`^9, 3.4778117447507^9}, {
35	3.5001158577529583`^9, 3.500115857946549^9}}],
36
37	Cell[BoxData[
38	RowBox[{"Quit", "[", "]"}]], "Input",
39	CellChangeTimes->{{3.448968342513181^9, 3.448968344880295^9}}],
40
41	Cell[CellGroupData[{
42
43	Cell[BoxData[{
44	RowBox[{
45	RowBox[{
46	"SetDirectory", "[", "\"\</home/degrande/eta/FeynProg/FeynArts-3.5\>\"",
47	"]"}], ";"}], "\[IndentingNewLine]",
48	RowBox[{"<<", " ", "FeynArts`"}]}], "Input",
49	CellChangeTimes->{
50	3.4777456682883^9, 3.478434363232997^9, 3.495271937325*^9,
51	3.495273775256^9, {3.500110182753488^9, 3.5001101841359262`*^9}}],
52
53	Cell[CellGroupData[{
54
55	Cell[BoxData[
56	FormBox["\<\"\"\>", TraditionalForm]], "Print",
57	CellChangeTimes->{{3.495271942766^9, 3.495271949283^9}, 3.495275934381*^9,
58	3.495275980209^9, 3.495276745436^9, 3.4952772886940002`*^9,
59	3.495278198532^9, 3.4952811762790003`^9, 3.4952822222349997`*^9,
60	3.500110154976571^9, {3.500110185064245^9, 3.5001101933754053`*^9},
61	3.5001108098376293`^9, 3.500112832793943^9, 3.5001132212678003`*^9,
62	3.500793632598936^9, 3.500819336150868^9, 3.500882407513138*^9}],
63
64	Cell[BoxData[
65	FormBox["\<\"FeynArts 3.5\"\>", TraditionalForm]], "Print",
66	CellChangeTimes->{{3.495271942766^9, 3.495271949283^9}, 3.495275934381*^9,
67	3.495275980209^9, 3.495276745436^9, 3.4952772886940002`*^9,
68	3.495278198532^9, 3.4952811762790003`^9, 3.4952822222349997`*^9,
69	3.500110154976571^9, {3.500110185064245^9, 3.5001101933754053`*^9},
70	3.5001108098376293`^9, 3.500112832793943^9, 3.5001132212678003`*^9,
71	3.500793632598936^9, 3.500819336150868^9, 3.5008824075521708`*^9}],
72
73	Cell[BoxData[
74	FormBox["\<\"by Hagen Eck, Sepp Kueblbeck, and Thomas Hahn\"\>",
75	TraditionalForm]], "Print",
76	CellChangeTimes->{{3.495271942766^9, 3.495271949283^9}, 3.495275934381*^9,
77	3.495275980209^9, 3.495276745436^9, 3.4952772886940002`*^9,
78	3.495278198532^9, 3.4952811762790003`^9, 3.4952822222349997`*^9,
79	3.500110154976571^9, {3.500110185064245^9, 3.5001101933754053`*^9},
80	3.5001108098376293`^9, 3.500112832793943^9, 3.5001132212678003`*^9,
81	3.500793632598936^9, 3.500819336150868^9, 3.5008824075729303`*^9}],
82
83	Cell[BoxData[
84	FormBox["\<\"last revised 16 Apr 10\"\>", TraditionalForm]], "Print",
85	CellChangeTimes->{{3.495271942766^9, 3.495271949283^9}, 3.495275934381*^9,
86	3.495275980209^9, 3.495276745436^9, 3.4952772886940002`*^9,
87	3.495278198532^9, 3.4952811762790003`^9, 3.4952822222349997`*^9,
88	3.500110154976571^9, {3.500110185064245^9, 3.5001101933754053`*^9},
89	3.5001108098376293`^9, 3.500112832793943^9, 3.5001132212678003`*^9,
90	3.500793632598936^9, 3.500819336150868^9, 3.500882407592204*^9}]
91	}, Open ]]
92	}, Open ]],
93
94	Cell[BoxData[
95	RowBox[{
96	RowBox[{"topo", " ", "=", " ",
97	RowBox[{"CreateTopologies", "[",
98	RowBox[{"0", ",",
99	RowBox[{"2", "\[Rule]", "2"}], ",", " ",
100	RowBox[{"Adjacencies", "\[Rule]",
101	RowBox[{"{", "3", "}"}]}]}], "]"}]}], ";"}]], "Input",
102	CellChangeTimes->{
103	3.47548813810296^9, 3.475488972088063^9, {3.4777456120408*^9,
104	3.4777456332583^9}, 3.4778098132447^9, 3.4778110152581997`*^9, {
105	3.5001115587562923`^9, 3.500111580397962^9}, {3.500111634475185*^9,
106	3.5001116428315163`*^9}}],
107
108	Cell[CellGroupData[{
109
110	Cell[BoxData[
111	RowBox[{"Paint", "[", "topo", "]"}]], "Input",
112	CellChangeTimes->{{3.4777456818157997`^9, 3.4777456889958^9}, {
113	3.500111015829336^9, 3.5001110174838743`^9}}],
114
115	Cell[CellGroupData[{
116
117	Cell[BoxData[
118	FormBox[
119	InterpretationBox[
120	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
121	"\[InvisibleSpace]", "\<\": \"\>",
122	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
123	SequenceForm["> Top. ", 1, ": ", "1 diagram"],
124	Editable->False], TraditionalForm]], "Print",
125	CellChangeTimes->{3.495271989648^9, 3.495275983322^9, 3.500111018446618*^9,
126	3.5001116461921253`*^9}],
127
128	Cell[BoxData[
129	FormBox[
130	InterpretationBox[
131	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
132	"\[InvisibleSpace]", "\<\": \"\>",
133	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
134	SequenceForm["> Top. ", 2, ": ", "1 diagram"],
135	Editable->False], TraditionalForm]], "Print",
136	CellChangeTimes->{3.495271989648^9, 3.495275983322^9, 3.500111018446618*^9,
137	3.50011164629797*^9}],
138
139	Cell[BoxData[
140	FormBox[
141	InterpretationBox[
142	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
143	"\[InvisibleSpace]", "\<\": \"\>",
144	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
145	SequenceForm["> Top. ", 3, ": ", "1 diagram"],
146	Editable->False], TraditionalForm]], "Print",
147	CellChangeTimes->{3.495271989648^9, 3.495275983322^9, 3.500111018446618*^9,
148	3.500111646306368*^9}],
149
150	Cell[BoxData[
151	FormBox[
152	GraphicsBox[{InsetBox[
153	GraphicsBox[
154	{Thickness[0.005],
155	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
156	5.999999999996362, 10.000000000001819`}}],
157	LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
158	5.999999999994543, 9.999999999994543}}],
159	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
160	14.000000000003638`, 10.000000000001819`}}],
161	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
162	10.}}], LineBox[{{5.999999999990206, 10.}, {13.999999999982222`,
163	10.}}],
164	{PointSize[0.04], PointBox[{6., 10.}],
165	PointBox[{13.99999999999999, 10.}]}, InsetBox[
166	TagBox[
167	StyleBox[
168	TagBox["\<\"T1\"\>",
169	DisplayForm],
170	FontFamily->"Helvetica",
171	FontSize->7.997355371900828],
172	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
173	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
174	AspectRatio->1,
175	PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[
176	GraphicsBox[
177	{Thickness[0.005],
178	LineBox[{{6.139089236967266*^-12, 15.}, {10.000000000002046`,
179	14.000000000003638`}}],
180	LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, {
181	9.999999999988404, 6.}}],
182	LineBox[{{20.000000000002956`, 15.}, {10.000000000002956`, 14.}}],
183	LineBox[{{19.999999999997726`, 4.999999999996362}, {9.999999999997726,
184	5.999999999996362}}],
185	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
186	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
187	PointBox[{10., 6.}]}, InsetBox[
188	TagBox[
189	StyleBox[
190	TagBox["\<\"T2\"\>",
191	DisplayForm],
192	FontFamily->"Helvetica",
193	FontSize->7.997355371900828],
194	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
195	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
196	AspectRatio->1,
197	PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}],
198	InsetBox[
199	GraphicsBox[
200	{Thickness[0.005],
201	LineBox[{{6.139089236967266*^-12, 15.}, {10.000000000002046`,
202	14.000000000003638`}}],
203	LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, {
204	9.999999999988404, 6.}}],
205	LineBox[{{20.00000000000182, 15.}, {10., 6.}}],
206	LineBox[{{20.00000000000182, 5.}, {10., 14.}}],
207	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
208	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
209	PointBox[{10., 6.}]}, InsetBox[
210	TagBox[
211	StyleBox[
212	TagBox["\<\"T3\"\>",
213	DisplayForm],
214	FontFamily->"Helvetica",
215	FontSize->7.997355371900828],
216	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
217	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
218	AspectRatio->1,
219	PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}],
220	InsetBox[
221	TagBox[
222	StyleBox[
223	TagBox["\<\"2\"\>",
224	DisplayForm],
225	FontFamily->"Helvetica",
226	FontSize->11.99603305785124],
227	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
228	11.99603305785124]& ], {28.5, 69.96}, {0, 0}], InsetBox[
229	TagBox[
230	StyleBox[
231	TagBox["\<\"\[RightArrow]\"\>",
232	DisplayForm],
233	FontFamily->"Helvetica",
234	FontSize->11.99603305785124],
235	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
236	11.99603305785124]& ], {33., 69.96}, {0, 0}], InsetBox[
237	TagBox[
238	StyleBox[
239	TagBox["\<\"2\"\>",
240	DisplayForm],
241	FontFamily->"Helvetica",
242	FontSize->11.99603305785124],
243	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
244	11.99603305785124]& ], {37.5, 69.96}, {0, 0}]},
245	AspectRatio->1.0999999999999999`,
246	PlotRange->{{0, 66}, {0, 72.6}}], TraditionalForm]], "Print",
247	CellChangeTimes->{3.495271989648^9, 3.495275983322^9, 3.500111018446618*^9,
248	3.5001116463187733`*^9}]
249	}, Open ]],
250
251	Cell[BoxData[
252	FormBox[
253	RowBox[{
254	RowBox[{"FeynArtsGraphics", "(",
255	RowBox[{"2", "\[Rule]", "2"}], ")"}], "\[InvisibleApplication]",
256	RowBox[{"(",
257	TagBox[
258	RowBox[{"(", "\[NoBreak]", GridBox[{
259	{
260	FormBox[
261	InterpretationBox[
262
263	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1\"\>",
264	"\[InvisibleSpace]", "\<\"]\"\>"}],
265	SequenceForm["[", "T1", "]"],
266	Editable->False],
267	TraditionalForm],
268	FormBox[
269	InterpretationBox[
270
271	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2\"\>",
272	"\[InvisibleSpace]", "\<\"]\"\>"}],
273	SequenceForm["[", "T2", "]"],
274	Editable->False],
275	TraditionalForm],
276	FormBox[
277	InterpretationBox[
278
279	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T3\"\>",
280	"\[InvisibleSpace]", "\<\"]\"\>"}],
281	SequenceForm["[", "T3", "]"],
282	Editable->False],
283	TraditionalForm]},
284	{"Null", "Null", "Null"},
285	{"Null", "Null", "Null"}
286	},
287	GridBoxAlignment->{
288	"Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}},
289	"RowsIndexed" -> {}},
290	GridBoxSpacings->{"Columns" -> {
291	Offset[0.27999999999999997`], {
292	Offset[0.7]},
293	Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> {
294	Offset[0.2], {
295	Offset[0.4]},
296	Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
297	Function[BoxForm`e$,
298	MatrixForm[BoxForm`e$]]], ")"}]}], TraditionalForm]], "Output",
299	CellChangeTimes->{3.4777456905908003`^9, 3.478435705207405^9,
300	3.495271902317^9, 3.495271990013^9, 3.495275983486*^9,
301	3.50011101885795^9, 3.500111646432447^9}]
302	}, Closed]],
303
304	Cell[CellGroupData[{
305
306	Cell[BoxData[
307	RowBox[{
308	RowBox[{"INTopoqq", " ", "=", " ",
309	RowBox[{"InsertFields", "[",
310	RowBox[{"topo", ",",
311	RowBox[{
312	RowBox[{"{",
313	RowBox[{
314	RowBox[{"F", "[", "7", "]"}], ",",
315	RowBox[{"-",
316	RowBox[{"F", "[", "7", "]"}]}]}], "}"}], "\[Rule]",
317	RowBox[{"{",
318	RowBox[{
319	RowBox[{"F", "[", "9", "]"}], ",",
320	RowBox[{"-",
321	RowBox[{"F", "[", "9", "]"}]}]}], "}"}]}], ",",
322	RowBox[{"GenericModel", "\[Rule]", "\"\<TopEffTh_FA/TopEffTh_FA\>\""}],
323	",",
324	RowBox[{"Model", "\[Rule]", "\"\<TopEffTh_FA/TopEffTh_FA\>\""}], ",",
325	RowBox[{"ExcludeParticles", "\[Rule]",
326	RowBox[{"{",
327	RowBox[{"S", ",",
328	RowBox[{"V", "[", "1", "]"}], ",",
329	RowBox[{"V", "[", "2", "]"}], ",",
330	RowBox[{"V", "[", "3", "]"}]}], "}"}]}], ",",
331	RowBox[{"InsertionLevel", "\[Rule]",
332	RowBox[{"{",
333	RowBox[{"Generic", ",", "Classes"}], "}"}]}]}], "]"}]}],
334	";"}]], "Input",
335	CellChangeTimes->{{3.4778060034077^9, 3.4778060172207003`^9}, {
336	3.4778061181482^9, 3.4778062060957003`^9}, {3.4778064622107*^9,
337	3.4778064974032^9}, {3.4778096875622^9, 3.4778097175422*^9}, {
338	3.4778099067622004`^9, 3.4778099081296997`^9}, {3.4778111168007*^9,
339	3.4778111226157^9}, {3.4778115172907^9, 3.4778115174282*^9},
340	3.478437845209915^9, {3.479546689667869^9, 3.479546718821388*^9}, {
341	3.479546793843457^9, 3.47954680051448^9}, 3.4952742275699997`*^9, {
342	3.49527430859^9, 3.495274311582^9}, {3.500110127592201*^9,
343	3.500110148872984^9}, {3.50011023482518^9, 3.5001102598698807`*^9}, {
344	3.500110817023205^9, 3.500110825242276^9}, {3.500111957435989*^9,
345	3.50011198241054^9}, {3.500113240310526^9, 3.500113263759314*^9}, {
346	3.500882422013039^9, 3.500882443247589^9}}],
347
348	Cell[CellGroupData[{
349
350	Cell[BoxData[
351	FormBox["\<\"\"\>", TraditionalForm]], "Print",
352	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
353	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
354	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
355	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
356	3.5007936351654882`^9, 3.5008193430625668`^9, 3.5008824440189667`*^9}],
357
358	Cell[BoxData[
359	FormBox[
360	InterpretationBox[
361	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
362	"\[InvisibleSpace]", "\<\"generic\"\>",
363	"\[InvisibleSpace]", "\<\" model file \"\>",
364	"\[InvisibleSpace]", \
365	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
366	TopEffTh_FA.gen\"\>"}],
367	SequenceForm[
368	"", "loading ", "generic", " model file ",
369	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
370	TopEffTh_FA.gen"],
371	Editable->False], TraditionalForm]], "Print",
372	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
373	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
374	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
375	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
376	3.5007936351654882`^9, 3.5008193430625668`^9, 3.5008824442075768`*^9}],
377
378	Cell[BoxData[
379	FormBox["\<\"> $SVMixing is OFF\"\>", TraditionalForm]], "Print",
380	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
381	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
382	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
383	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
384	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882444213388*^9}],
385
386	Cell[BoxData[
387	FormBox[
388	InterpretationBox[
389	RowBox[{"\<\"generic model \"\>", "\[InvisibleSpace]",
390	RowBox[{"{", "\<\"TopEffTh_FA/TopEffTh_FA\"\>", "}"}],
391	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
392	SequenceForm[
393	"generic model ", {"TopEffTh_FA/TopEffTh_FA"}, " initialized"],
394	Editable->False], TraditionalForm]], "Print",
395	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
396	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
397	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
398	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
399	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882444225608*^9}],
400
401	Cell[BoxData[
402	FormBox["\<\"\"\>", TraditionalForm]], "Print",
403	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
404	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
405	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
406	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
407	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882444237073*^9}],
408
409	Cell[BoxData[
410	FormBox[
411	InterpretationBox[
412	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
413	"\[InvisibleSpace]", "\<\"classes\"\>",
414	"\[InvisibleSpace]", "\<\" model file \"\>",
415	"\[InvisibleSpace]", \
416	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
417	TopEffTh_FA.mod\"\>"}],
418	SequenceForm[
419	"", "loading ", "classes", " model file ",
420	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
421	TopEffTh_FA.mod"],
422	Editable->False], TraditionalForm]], "Print",
423	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
424	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
425	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
426	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
427	3.5007936351654882`^9, 3.5008193430625668`^9, 3.50088244424944*^9}],
428
429	Cell[BoxData[
430	FormBox[
431	InterpretationBox[
432	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "51",
433	"\[InvisibleSpace]", "\<\" particles (incl. antiparticles) in \"\>",
434	"\[InvisibleSpace]", "30", "\[InvisibleSpace]", "\<\" classes\"\>"}],
435	SequenceForm[
436	"> ", 51, " particles (incl. antiparticles) in ", 30, " classes"],
437	Editable->False], TraditionalForm]], "Print",
438	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
439	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
440	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
441	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
442	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882444261952*^9}],
443
444	Cell[BoxData[
445	FormBox["\<\"> $CounterTerms are ON\"\>", TraditionalForm]], "Print",
446	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
447	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
448	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
449	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
450	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882444755748*^9}],
451
452	Cell[BoxData[
453	FormBox[
454	InterpretationBox[
455	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "142",
456	"\[InvisibleSpace]", "\<\" vertices\"\>"}],
457	SequenceForm["> ", 142, " vertices"],
458	Editable->False], TraditionalForm]], "Print",
459	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
460	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
461	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
462	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
463	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882444961728*^9}],
464
465	Cell[BoxData[
466	FormBox[
467	InterpretationBox[
468	RowBox[{"\<\"classes model \"\>", "\[InvisibleSpace]",
469	RowBox[{"{", "\<\"TopEffTh_FA/TopEffTh_FA\"\>", "}"}],
470	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
471	SequenceForm[
472	"classes model ", {"TopEffTh_FA/TopEffTh_FA"}, " initialized"],
473	Editable->False], TraditionalForm]], "Print",
474	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
475	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
476	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
477	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
478	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882444971599*^9}],
479
480	Cell[BoxData[
481	FormBox["\<\"\"\>", TraditionalForm]], "Print",
482	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
483	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
484	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
485	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
486	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882445111467*^9}],
487
488	Cell[BoxData[
489	FormBox[
490	InterpretationBox[
491	RowBox[{"\<\"Excluding \"\>", "\[InvisibleSpace]", "1",
492	"\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "8",
493	"\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "8",
494	"\[InvisibleSpace]", "\<\" Particles fields\"\>"}],
495	SequenceForm[
496	"Excluding ", 1, " Generic, ", 8, " Classes, and ", 8,
497	" Particles fields"],
498	Editable->False], TraditionalForm]], "Print",
499	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
500	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
501	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
502	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
503	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882445246956*^9}],
504
505	Cell[BoxData[
506	FormBox["\<\"\"\>", TraditionalForm]], "Print",
507	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
508	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
509	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
510	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
511	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882445385344*^9}],
512
513	Cell[BoxData[
514	FormBox[
515	InterpretationBox[
516	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
517	RowBox[{"{",
518	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
519	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
520	Editable->False], TraditionalForm]], "Print",
521	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
522	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
523	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
524	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
525	3.5007936351654882`^9, 3.5008193430625668`^9, 3.50088244552699*^9}],
526
527	Cell[BoxData[
528	FormBox[
529	InterpretationBox[
530	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
531	"\[InvisibleSpace]", "\<\": \"\>",
532	"\[InvisibleSpace]", "\<\"1 Generic, 5 Classes insertions\"\>"}],
533	SequenceForm["> Top. ", 1, ": ", "1 Generic, 5 Classes insertions"],
534	Editable->False], TraditionalForm]], "Print",
535	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
536	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
537	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
538	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
539	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882445671138*^9}],
540
541	Cell[BoxData[
542	FormBox[
543	InterpretationBox[
544	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
545	"\[InvisibleSpace]", "\<\": \"\>",
546	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
547	SequenceForm["> Top. ", 2, ": ", "0 Generic, 0 Classes insertions"],
548	Editable->False], TraditionalForm]], "Print",
549	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
550	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
551	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
552	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
553	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882445953889*^9}],
554
555	Cell[BoxData[
556	FormBox[
557	InterpretationBox[
558	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
559	"\[InvisibleSpace]", "\<\": \"\>",
560	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
561	SequenceForm["> Top. ", 3, ": ", "0 Generic, 0 Classes insertions"],
562	Editable->False], TraditionalForm]], "Print",
563	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
564	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
565	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
566	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
567	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882446102857*^9}],
568
569	Cell[BoxData[
570	FormBox["\<\"\"\>", TraditionalForm]], "Print",
571	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
572	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
573	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
574	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
575	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882446252879*^9}],
576
577	Cell[BoxData[
578	FormBox[
579	InterpretationBox[
580	RowBox[{"\<\"Restoring \"\>", "\[InvisibleSpace]", "1",
581	"\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "8",
582	"\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "8",
583	"\[InvisibleSpace]", "\<\" Particles fields\"\>"}],
584	SequenceForm[
585	"Restoring ", 1, " Generic, ", 8, " Classes, and ", 8,
586	" Particles fields"],
587	Editable->False], TraditionalForm]], "Print",
588	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
589	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
590	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
591	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
592	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882446405074*^9}],
593
594	Cell[BoxData[
595	FormBox[
596	InterpretationBox[
597	RowBox[{"\<\"in total: \"\>",
598	"\[InvisibleSpace]", "\<\"1 Generic, 5 Classes insertions\"\>"}],
599	SequenceForm["in total: ", "1 Generic, 5 Classes insertions"],
600	Editable->False], TraditionalForm]], "Print",
601	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
602	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
603	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
604	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9,
605	3.5007936351654882`^9, 3.5008193430625668`^9, 3.500882446558971*^9}]
606	}, Open ]]
607	}, Open ]],
608
609	Cell[CellGroupData[{
610
611	Cell[BoxData[
612	RowBox[{"Paint", "[", "INTopoqq", "]"}]], "Input",
613	CellChangeTimes->{{3.4778063315682^9, 3.4778063464357^9}, {
614	3.4778115474231997`^9, 3.4778115475632^9}, 3.478437858916929*^9,
615	3.479546810801527*^9}],
616
617	Cell[CellGroupData[{
618
619	Cell[BoxData[
620	FormBox[
621	InterpretationBox[
622	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
623	"\[InvisibleSpace]", "\<\": \"\>",
624	"\[InvisibleSpace]", "\<\"6 diagrams\"\>"}],
625	SequenceForm["> Top. ", 1, ": ", "6 diagrams"],
626	Editable->False], TraditionalForm]], "Print",
627	CellChangeTimes->{3.479546811928915^9, 3.4952720143900003`^9,
628	3.495274238238^9, 3.4952743199230003`^9, 3.495276316532*^9,
629	3.49527676376^9, 3.500110224991707^9, 3.500111668474367*^9,
630	3.500112840460973^9, 3.500113227219717^9, 3.5001132697596207`*^9,
631	3.500793645667091^9, 3.500819346946624^9, 3.500882451068842*^9}],
632
633	Cell[BoxData[
634	FormBox[
635	GraphicsBox[{InsetBox[
636	GraphicsBox[
637	{Thickness[0.005],
638	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
639	5.999999999996362, 10.000000000001819`}}],
640	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
641	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
642	13.191399151637638`}}], InsetBox[
643	TagBox[
644	StyleBox[
645	TagBox["\<\"u\"\>",
646	DisplayForm],
647	FontFamily->"Helvetica",
648	FontSize->9.996694214876035],
649	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
650	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
651	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
652	5.999999999994543, 9.999999999994543}}],
653	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
654	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
655	8.191399151637638}}], InsetBox[
656	TagBox[
657	StyleBox[
658	TagBox["\<\"u\"\>",
659	DisplayForm],
660	FontFamily->"Helvetica",
661	FontSize->9.996694214876035],
662	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
663	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
664	{-1, 1}],
665	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
666	14.000000000003638`, 10.000000000001819`}}],
667	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
668	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
669	11.808600848362362`}}], InsetBox[
670	TagBox[
671	StyleBox[
672	TagBox["\<\"t\"\>",
673	DisplayForm],
674	FontFamily->"Helvetica",
675	FontSize->9.996694214876035],
676	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
677	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
678	{1, -1}],
679	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
680	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
681	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
682	6.808600848362362}}], InsetBox[
683	TagBox[
684	StyleBox[
685	TagBox["\<\"t\"\>",
686	DisplayForm],
687	FontFamily->"Helvetica",
688	FontSize->9.996694214876035],
689	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
690	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
691	{-1, -1}], LineBox[CompressedData["
692	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
693	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
694	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
695	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
696	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
697	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
698	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
699	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
700	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
701	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
702	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
703	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
704	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
705	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
706	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
707	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
708	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
709	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
710	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
711	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
712	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
713	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
714	YYABMg==
715	"]], InsetBox[
716	TagBox[
717	StyleBox[
718	TagBox["\<\"V\"\>",
719	DisplayForm],
720	FontFamily->"Helvetica",
721	FontSize->9.996694214876035],
722	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
723	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
724	{PointSize[0.04], PointBox[{6., 10.}],
725	PointBox[{13.99999999999999, 10.}]}, InsetBox[
726	TagBox[
727	StyleBox[
728	TagBox["\<\"T1 G1 N1\"\>",
729	DisplayForm],
730	FontFamily->"Helvetica",
731	FontSize->7.997355371900828],
732	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
733	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
734	AspectRatio->1,
735	PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[
736	GraphicsBox[
737	{Thickness[0.005],
738	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
739	5.999999999996362, 10.000000000001819`}}],
740	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
741	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
742	13.191399151637638`}}], InsetBox[
743	TagBox[
744	StyleBox[
745	TagBox["\<\"u\"\>",
746	DisplayForm],
747	FontFamily->"Helvetica",
748	FontSize->9.996694214876035],
749	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
750	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
751	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
752	5.999999999994543, 9.999999999994543}}],
753	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
754	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
755	8.191399151637638}}], InsetBox[
756	TagBox[
757	StyleBox[
758	TagBox["\<\"u\"\>",
759	DisplayForm],
760	FontFamily->"Helvetica",
761	FontSize->9.996694214876035],
762	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
763	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
764	{-1, 1}],
765	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
766	14.000000000003638`, 10.000000000001819`}}],
767	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
768	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
769	11.808600848362362`}}], InsetBox[
770	TagBox[
771	StyleBox[
772	TagBox["\<\"t\"\>",
773	DisplayForm],
774	FontFamily->"Helvetica",
775	FontSize->9.996694214876035],
776	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
777	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
778	{1, -1}],
779	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
780	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
781	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
782	6.808600848362362}}], InsetBox[
783	TagBox[
784	StyleBox[
785	TagBox["\<\"t\"\>",
786	DisplayForm],
787	FontFamily->"Helvetica",
788	FontSize->9.996694214876035],
789	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
790	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
791	{-1, -1}], LineBox[CompressedData["
792	1:eJw9lgs4lGkbxyeHJbW7KtZphnm972uxCn0S8dVtUaImQiTr1Mgh1iGKlEOs
793	Ux8yWqykIUr4HFKxUityppXSUsoMKRE7Ouqkfeb7rp65rrnm+l3vPM/7HO77
794	//8TPiE7fSUYDEYx+op/p4Y/o88PwPjfhwKRYrbO4XbEodoZNgMkDBn9FR6Z
795	iNg+teKnChLKC3v/22+GWPtP3ngWCWVWBtKnRbro/zrLPiaQUMRJaqZKEZ/w
796	umaJWD6YuemSK2K+78kbGSTYecTysuQR27dwZ86RcMletPlevw6ar+JxRS8J
797	jyKqP+znIc7vqAt4T0JJ7pXDE56IlfePaRpSECPY4hi8HrHNWrvoYAoyA4Lr
798	e1QQy3e33K6ioESne4W1DGKv7t6Q5xRIpMVLVn7WBkb82EKODg0GkZNeOyXQ
799	85aK9QXeNMiNd/I1vkFcG/K1Eo+GjNmbyjwCseyo84tGGrzMJgvubhCvxyAw
800	9i4NfE57420XxMPvqtMnEHc59dkeFD93uxo6ScNwQXOnKAcx5Keq3adh6yP/
801	pqPV4vWmucm20jAYEzbf3ybez8NdFkU0WHOnTr+9jThq8audoTQsPrv3wfMv
802	8fy/WBpvoOEPX335/kHEgr+trRYp2EHEmR4Qjy+fGVz5BwUd8uafPpUjZrcW
803	uMdRMKYlV5uTKD5P0+XjFhQIXukN3HFE7J/51HYpBZY2L8kBVcT890LZYRKW
804	pgmeMu6j8xmOKjKvJUGLKZdllINY0KdVlENCnA90x9ggNlF6FpBIwkH+28qV
805	H79H79++3DEe3adz0/sttYhPCC/GpJMQKerg7/VDHGWWcKCYhNaaQwczSMQ2
806	HlHmN0lw9+sKuPxEC53PuznneRIo44kVsRcRK0fr92tRkCe8VqCbilj0L0lH
807	HwrcVtQNnPBHHLXT3LmYgpqzek++dRKPnyXVhBSkJ9js/o8tYsFU9oQ6DZZn
808	DLXC7BBPtXtLutLwneKgyRVnxCbnX0qk08AY1Lg34yeeP+DA7xdp8Cwti7WN
809	R8xwauQO0GAsyijoKES8kHa5WUiD/Mdrit9fRdySWLrkCQ1zTSYvWCOIh5ds
810	l3pIg+7RsBverxDLyn6r3UkD19VipkMO7Zfhmu9Rhu7v532VLqqI/QcjWNE0
811	hIbwmgMIxPYys9utaHisUnKjVh2x4IfJ9UtpUPLeX7xtBWL5mTL/HgqmN5sb
812	31kQr6exLDedAo2UykmnITHHpyduoyCjjTe75zxigx9rHq6kwHgoPfhJiJgL
813	YzUFJOSUxf+8x0C8ft3pY1dICNwX6h0zjc5BZKHfm0dCQ8mplm18xKHs15xf
814	SNAbiLog7YSYnce/H0fCK9rc76WMmFPiKlJI6JK9+tHrOiWux9X+hSS8NMzv
815	PBqNmO/jsOYaCUojSc7WZoiVMxJ4UyRs5rIPBUgjrl0rusSk4K3+qsRNIyQw
816	BhxJZxcKktqL8usaEIt0R6d/pWBuTUySEaobRnm8UusQBe9aDze0/orY/tS8
817	sgINYUK75NGT4vFm5EYODZmr9GsyTiPuOt5RnUDDcgfzqUPViOGp6toqGmr2
818	bVgy3o6YX6zwopeG43WF8z1CxCZ7LmSN0aB9S6x/iFP5C4boftunfb5Zp07h
819	53Xu7YusDRQe7xTeppTqQOH5W1MH7MNRnX55/9/C+mhyP4XX5zKSZPPvQAqv
820	P/xkUkyvB4X313fPy49jQ+H9B+Q8P9KiReHzUfEcS81FOvjl/GymD1c0oT76
821	cr5B2X4mx5JJfP55TVaSZyxIfD9Bp9vyly9o4vsj+5J3va/UxPdbzuZuqvfU
822	xPc/uS6rKElRE9dH85vY7NI/CVw/unMRPJUTBK6vO5+DVpa6Erj+DBWdVCt1
823	CVyfkUfauvVkCFy/W31OetTPsXF9Bx37aeMOIRvXv1Av2DL3ERv3R7HTb07l
824	k2zcP88tryuYvmbj/jLenLmxaBmB+2+vsOPrcS0C96d9p8X0sBWB+1etKszX
825	dC+B+3v+7e6Ey3EE7n/7njEdhXwC64NZyurOrRUE1g8WdWsk8xKB9aVTteHc
826	gcsE1p86jTsqokoC69NXFzn6IXkE1q8uoYXv0CEC65tZBnMuYTuB9U/KfX2u
827	rQqB9bFoVWpa+Cgb6+f9ShPPwnw21lepLdbSjTvYWH9HPsg4zUqysT633IgN
828	lg3RwPodwZkR5o6oY32vithosGinjvVftVy50bOHhf1BwCnzdHVlYf8Yn54+
829	M7zAxP5i5JsiLVXNxP4j8YaRoRLNxP7041X+mK8bE/vXWa6DLDgwsb8ZX19z
830	U96dif2PmcVkcaOY2B/1e1YflzrLxP4p75Acqj7MxP7qc97ZL3AVC/tv3LOI
831	THd7FvZnhvy6nl3pLOzf5yojbz1oZmF/r2oNud4ywcL+71VotHHPBxbOB4Va
832	iwsXGOo4P7hPBo1GzrNwviitp34L7GPh/NHdHrKbzmbhfHJkN0/OFFg4vzzm
833	lMhqP2DifOMyqR7uyGXi/CN7ROKB4JEazkdnqjoS8jhqOD/5nHqTfKVBFeer
834	iE9Fr9vVVXH+4nz2K+WmquB8psByUFV8p4zzm8DtYdWySMRR/893s3fF+qeE
835	898/7akEag==
836	"]], InsetBox[
837	TagBox[
838	StyleBox[
839	TagBox["\<\"G\"\>",
840	DisplayForm],
841	FontFamily->"Helvetica",
842	FontSize->9.996694214876035],
843	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
844	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
845	{PointSize[0.04], PointBox[{6., 10.}],
846	PointBox[{13.99999999999999, 10.}]}, InsetBox[
847	TagBox[
848	StyleBox[
849	TagBox["\<\"T1 C1 N2\"\>",
850	DisplayForm],
851	FontFamily->"Helvetica",
852	FontSize->7.997355371900828],
853	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
854	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
855	AspectRatio->1,
856	PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}],
857	InsetBox[
858	GraphicsBox[
859	{Thickness[0.005],
860	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
861	5.999999999996362, 10.000000000001819`}}],
862	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
863	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
864	13.191399151637638`}}], InsetBox[
865	TagBox[
866	StyleBox[
867	TagBox["\<\"u\"\>",
868	DisplayForm],
869	FontFamily->"Helvetica",
870	FontSize->9.996694214876035],
871	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
872	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
873	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
874	5.999999999994543, 9.999999999994543}}],
875	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
876	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
877	8.191399151637638}}], InsetBox[
878	TagBox[
879	StyleBox[
880	TagBox["\<\"u\"\>",
881	DisplayForm],
882	FontFamily->"Helvetica",
883	FontSize->9.996694214876035],
884	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
885	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
886	{-1, 1}],
887	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
888	14.000000000003638`, 10.000000000001819`}}],
889	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
890	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
891	11.808600848362362`}}], InsetBox[
892	TagBox[
893	StyleBox[
894	TagBox["\<\"t\"\>",
895	DisplayForm],
896	FontFamily->"Helvetica",
897	FontSize->9.996694214876035],
898	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
899	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
900	{1, -1}],
901	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
902	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
903	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
904	6.808600848362362}}], InsetBox[
905	TagBox[
906	StyleBox[
907	TagBox["\<\"t\"\>",
908	DisplayForm],
909	FontFamily->"Helvetica",
910	FontSize->9.996694214876035],
911	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
912	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
913	{-1, -1}], LineBox[CompressedData["
914	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
915	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
916	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
917	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
918	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
919	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
920	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
921	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
922	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
923	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
924	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
925	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
926	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
927	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
928	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
929	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
930	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
931	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
932	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
933	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
934	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
935	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
936	YYABMg==
937	"]], InsetBox[
938	TagBox[
939	StyleBox[
940	TagBox["\<\"Tri0\"\>",
941	DisplayForm],
942	FontFamily->"Helvetica",
943	FontSize->9.996694214876035],
944	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
945	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
946	{PointSize[0.04], PointBox[{6., 10.}],
947	PointBox[{13.99999999999999, 10.}]}, InsetBox[
948	TagBox[
949	StyleBox[
950	TagBox["\<\"T1 C2 N3\"\>",
951	DisplayForm],
952	FontFamily->"Helvetica",
953	FontSize->7.997355371900828],
954	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
955	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
956	AspectRatio->1,
957	PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}],
958	InsetBox[
959	GraphicsBox[
960	{Thickness[0.005],
961	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
962	5.999999999996362, 10.000000000001819`}}],
963	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
964	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
965	13.191399151637638`}}], InsetBox[
966	TagBox[
967	StyleBox[
968	TagBox["\<\"u\"\>",
969	DisplayForm],
970	FontFamily->"Helvetica",
971	FontSize->9.996694214876035],
972	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
973	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
974	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
975	5.999999999994543, 9.999999999994543}}],
976	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
977	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
978	8.191399151637638}}], InsetBox[
979	TagBox[
980	StyleBox[
981	TagBox["\<\"u\"\>",
982	DisplayForm],
983	FontFamily->"Helvetica",
984	FontSize->9.996694214876035],
985	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
986	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
987	{-1, 1}],
988	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
989	14.000000000003638`, 10.000000000001819`}}],
990	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
991	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
992	11.808600848362362`}}], InsetBox[
993	TagBox[
994	StyleBox[
995	TagBox["\<\"t\"\>",
996	DisplayForm],
997	FontFamily->"Helvetica",
998	FontSize->9.996694214876035],
999	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1000	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
1001	{1, -1}],
1002	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
1003	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
1004	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
1005	6.808600848362362}}], InsetBox[
1006	TagBox[
1007	StyleBox[
1008	TagBox["\<\"t\"\>",
1009	DisplayForm],
1010	FontFamily->"Helvetica",
1011	FontSize->9.996694214876035],
1012	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1013	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
1014	{-1, -1}], LineBox[CompressedData["
1015	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
1016	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
1017	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
1018	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
1019	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
1020	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
1021	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
1022	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
1023	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
1024	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
1025	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
1026	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
1027	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
1028	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
1029	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
1030	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
1031	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
1032	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
1033	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
1034	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
1035	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
1036	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
1037	YYABMg==
1038	"]], InsetBox[
1039	TagBox[
1040	StyleBox[
1041	TagBox["\<\"Tri80\"\>",
1042	DisplayForm],
1043	FontFamily->"Helvetica",
1044	FontSize->9.996694214876035],
1045	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1046	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
1047	{PointSize[0.04], PointBox[{6., 10.}],
1048	PointBox[{13.99999999999999, 10.}]}, InsetBox[
1049	TagBox[
1050	StyleBox[
1051	TagBox["\<\"T1 C3 N4\"\>",
1052	DisplayForm],
1053	FontFamily->"Helvetica",
1054	FontSize->7.997355371900828],
1055	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1056	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
1057	AspectRatio->1,
1058	PlotRange->{{-1, 21}, {-1, 21}}], {0, 22}, {0, 0}, {22, 22}], InsetBox[
1059	GraphicsBox[
1060	{Thickness[0.005],
1061	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
1062	5.999999999996362, 10.000000000001819`}}],
1063	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
1064	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
1065	13.191399151637638`}}], InsetBox[
1066	TagBox[
1067	StyleBox[
1068	TagBox["\<\"u\"\>",
1069	DisplayForm],
1070	FontFamily->"Helvetica",
1071	FontSize->9.996694214876035],
1072	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1073	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
1074	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
1075	5.999999999994543, 9.999999999994543}}],
1076	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
1077	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
1078	8.191399151637638}}], InsetBox[
1079	TagBox[
1080	StyleBox[
1081	TagBox["\<\"u\"\>",
1082	DisplayForm],
1083	FontFamily->"Helvetica",
1084	FontSize->9.996694214876035],
1085	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1086	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
1087	{-1, 1}],
1088	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
1089	14.000000000003638`, 10.000000000001819`}}],
1090	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
1091	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
1092	11.808600848362362`}}], InsetBox[
1093	TagBox[
1094	StyleBox[
1095	TagBox["\<\"t\"\>",
1096	DisplayForm],
1097	FontFamily->"Helvetica",
1098	FontSize->9.996694214876035],
1099	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1100	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
1101	{1, -1}],
1102	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
1103	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
1104	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
1105	6.808600848362362}}], InsetBox[
1106	TagBox[
1107	StyleBox[
1108	TagBox["\<\"t\"\>",
1109	DisplayForm],
1110	FontFamily->"Helvetica",
1111	FontSize->9.996694214876035],
1112	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1113	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
1114	{-1, -1}], LineBox[CompressedData["
1115	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
1116	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
1117	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
1118	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
1119	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
1120	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
1121	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
1122	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
1123	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
1124	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
1125	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
1126	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
1127	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
1128	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
1129	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
1130	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
1131	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
1132	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
1133	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
1134	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
1135	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
1136	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
1137	YYABMg==
1138	"]], InsetBox[
1139	TagBox[
1140	StyleBox[
1141	TagBox["\<\"V8t\"\>",
1142	DisplayForm],
1143	FontFamily->"Helvetica",
1144	FontSize->9.996694214876035],
1145	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1146	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
1147	{PointSize[0.04], PointBox[{6., 10.}],
1148	PointBox[{13.99999999999999, 10.}]}, InsetBox[
1149	TagBox[
1150	StyleBox[
1151	TagBox["\<\"T1 C4 N5\"\>",
1152	DisplayForm],
1153	FontFamily->"Helvetica",
1154	FontSize->7.997355371900828],
1155	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1156	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
1157	AspectRatio->1,
1158	PlotRange->{{-1, 21}, {-1, 21}}], {22, 22}, {0, 0}, {22, 22}],
1159	InsetBox[
1160	GraphicsBox[
1161	{Thickness[0.005],
1162	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
1163	5.999999999996362, 10.000000000001819`}}],
1164	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
1165	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
1166	13.191399151637638`}}], InsetBox[
1167	TagBox[
1168	StyleBox[
1169	TagBox["\<\"u\"\>",
1170	DisplayForm],
1171	FontFamily->"Helvetica",
1172	FontSize->9.996694214876035],
1173	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1174	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
1175	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
1176	5.999999999994543, 9.999999999994543}}],
1177	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
1178	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
1179	8.191399151637638}}], InsetBox[
1180	TagBox[
1181	StyleBox[
1182	TagBox["\<\"u\"\>",
1183	DisplayForm],
1184	FontFamily->"Helvetica",
1185	FontSize->9.996694214876035],
1186	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1187	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
1188	{-1, 1}],
1189	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
1190	14.000000000003638`, 10.000000000001819`}}],
1191	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
1192	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
1193	11.808600848362362`}}], InsetBox[
1194	TagBox[
1195	StyleBox[
1196	TagBox["\<\"t\"\>",
1197	DisplayForm],
1198	FontFamily->"Helvetica",
1199	FontSize->9.996694214876035],
1200	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1201	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
1202	{1, -1}],
1203	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
1204	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
1205	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
1206	6.808600848362362}}], InsetBox[
1207	TagBox[
1208	StyleBox[
1209	TagBox["\<\"t\"\>",
1210	DisplayForm],
1211	FontFamily->"Helvetica",
1212	FontSize->9.996694214876035],
1213	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1214	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
1215	{-1, -1}], LineBox[CompressedData["
1216	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
1217	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
1218	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
1219	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
1220	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
1221	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
1222	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
1223	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
1224	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
1225	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
1226	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
1227	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
1228	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
1229	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
1230	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
1231	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
1232	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
1233	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
1234	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
1235	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
1236	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
1237	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
1238	YYABMg==
1239	"]], InsetBox[
1240	TagBox[
1241	StyleBox[
1242	TagBox["\<\"V8Q\"\>",
1243	DisplayForm],
1244	FontFamily->"Helvetica",
1245	FontSize->9.996694214876035],
1246	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1247	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
1248	{PointSize[0.04], PointBox[{6., 10.}],
1249	PointBox[{13.99999999999999, 10.}]}, InsetBox[
1250	TagBox[
1251	StyleBox[
1252	TagBox["\<\"T1 C5 N6\"\>",
1253	DisplayForm],
1254	FontFamily->"Helvetica",
1255	FontSize->7.997355371900828],
1256	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1257	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
1258	AspectRatio->1,
1259	PlotRange->{{-1, 21}, {-1, 21}}], {44, 22}, {0, 0}, {22, 22}],
1260	InsetBox[
1261	TagBox[
1262	StyleBox[
1263	TagBox["\<\"u\"\>",
1264	DisplayForm],
1265	FontFamily->"Helvetica",
1266	FontSize->11.99603305785124],
1267	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1268	11.99603305785124]& ], {24., 69.96}, {0, 0}], InsetBox[
1269	TagBox[
1270	StyleBox[
1271	TagBox["\<\"u\"\>",
1272	DisplayForm],
1273	FontFamily->"Helvetica",
1274	FontSize->11.99603305785124],
1275	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1276	11.99603305785124]& ], {28.5, 69.96}, {0, 0}], InsetBox[
1277	TagBox[
1278	StyleBox[
1279	TagBox["\<\"\[RightArrow]\"\>",
1280	DisplayForm],
1281	FontFamily->"Helvetica",
1282	FontSize->11.99603305785124],
1283	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1284	11.99603305785124]& ], {33., 69.96}, {0, 0}], InsetBox[
1285	TagBox[
1286	StyleBox[
1287	TagBox["\<\"t\"\>",
1288	DisplayForm],
1289	FontFamily->"Helvetica",
1290	FontSize->11.99603305785124],
1291	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1292	11.99603305785124]& ], {37.5, 69.96}, {0, 0}], InsetBox[
1293	TagBox[
1294	StyleBox[
1295	TagBox["\<\"t\"\>",
1296	DisplayForm],
1297	FontFamily->"Helvetica",
1298	FontSize->11.99603305785124],
1299	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
1300	11.99603305785124]& ], {42., 69.96}, {0, 0}]},
1301	AspectRatio->1.0999999999999999`,
1302	PlotRange->{{0, 66}, {0, 72.6}}], TraditionalForm]], "Print",
1303	CellChangeTimes->{3.479546811928915^9, 3.4952720143900003`^9,
1304	3.495274238238^9, 3.4952743199230003`^9, 3.495276316532*^9,
1305	3.49527676376^9, 3.500110224991707^9, 3.500111668474367*^9,
1306	3.500112840460973^9, 3.500113227219717^9, 3.5001132697596207`*^9,
1307	3.500793645667091^9, 3.500819346946624^9, 3.50088245384809*^9}]
1308	}, Open ]],
1309
1310	Cell[BoxData[
1311	FormBox[
1312	RowBox[{
1313	RowBox[{"FeynArtsGraphics", "(",
1314	RowBox[{
1315	RowBox[{"{",
1316	RowBox[{"\<\"u\"\>", ",", "\<\"u\"\>"}], "}"}], "\[Rule]",
1317	RowBox[{"{",
1318	RowBox[{"\<\"t\"\>", ",", "\<\"t\"\>"}], "}"}]}], ")"}],
1319	"\[InvisibleApplication]",
1320	RowBox[{"(",
1321	TagBox[
1322	RowBox[{"(", "\[NoBreak]", GridBox[{
1323	{
1324	FormBox[
1325	InterpretationBox[
1326
1327	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 G1 N1\"\>",
1328	"\[InvisibleSpace]", "\<\"]\"\>"}],
1329	SequenceForm["[", "T1 G1 N1", "]"],
1330	Editable->False],
1331	TraditionalForm],
1332	FormBox[
1333	InterpretationBox[
1334
1335	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C1 N2\"\>",
1336	"\[InvisibleSpace]", "\<\"]\"\>"}],
1337	SequenceForm["[", "T1 C1 N2", "]"],
1338	Editable->False],
1339	TraditionalForm],
1340	FormBox[
1341	InterpretationBox[
1342
1343	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C2 N3\"\>",
1344	"\[InvisibleSpace]", "\<\"]\"\>"}],
1345	SequenceForm["[", "T1 C2 N3", "]"],
1346	Editable->False],
1347	TraditionalForm]},
1348	{
1349	FormBox[
1350	InterpretationBox[
1351
1352	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C3 N4\"\>",
1353	"\[InvisibleSpace]", "\<\"]\"\>"}],
1354	SequenceForm["[", "T1 C3 N4", "]"],
1355	Editable->False],
1356	TraditionalForm],
1357	FormBox[
1358	InterpretationBox[
1359
1360	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C4 N5\"\>",
1361	"\[InvisibleSpace]", "\<\"]\"\>"}],
1362	SequenceForm["[", "T1 C4 N5", "]"],
1363	Editable->False],
1364	TraditionalForm],
1365	FormBox[
1366	InterpretationBox[
1367
1368	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C5 N6\"\>",
1369	"\[InvisibleSpace]", "\<\"]\"\>"}],
1370	SequenceForm["[", "T1 C5 N6", "]"],
1371	Editable->False],
1372	TraditionalForm]},
1373	{"Null", "Null", "Null"}
1374	},
1375	GridBoxAlignment->{
1376	"Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}},
1377	"RowsIndexed" -> {}},
1378	GridBoxSpacings->{"Columns" -> {
1379	Offset[0.27999999999999997`], {
1380	Offset[0.7]},
1381	Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> {
1382	Offset[0.2], {
1383	Offset[0.4]},
1384	Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
1385	Function[BoxForm`e$,
1386	MatrixForm[BoxForm`e$]]], ")"}]}], TraditionalForm]], "Output",
1387	CellChangeTimes->{
1388	3.4778063475407^9, 3.4778065254607^9, 3.4778099157272*^9,
1389	3.4778115492682^9, 3.47843686984159^9, 3.478436906375371*^9, {
1390	3.478437853618226^9, 3.478437860811162^9}, 3.479099999826127*^9,
1391	3.479106333796554^9, {3.479546806741183^9, 3.479546812623714*^9},
1392	3.495272014652^9, 3.495274238559^9, 3.495274320167^9, 3.495276316769^9,
1393	3.495276764039^9, 3.500110227529645^9, 3.500111668952627*^9,
1394	3.500112840863007^9, 3.50011322761375^9, 3.500113270045206*^9,
1395	3.500793648440404^9, 3.500819347278677^9, 3.500882453998088*^9}]
1396	}, Open ]],
1397
1398	Cell[CellGroupData[{
1399
1400	Cell[BoxData[
1401	RowBox[{
1402	RowBox[{"Amplqq", " ", "=", " ",
1403	RowBox[{"CreateFeynAmp", "[", "INTopoqq", "]"}]}], ";"}]], "Input",
1404	CellChangeTimes->{{3.4778062370957003`^9, 3.4778062399307003`^9}, {
1405	3.4778115657332^9, 3.4778115658507^9}, {3.4778120221097*^9,
1406	3.4778120222467003`^9}, 3.479547360479462^9}],
1407
1408	Cell[CellGroupData[{
1409
1410	Cell[BoxData[
1411	FormBox["\<\"\"\>", TraditionalForm]], "Print",
1412	CellChangeTimes->{
1413	3.4778115712007^9, {3.4778120234797^9, 3.4778120430657*^9},
1414	3.478434383755428^9, 3.478435578790159^9, 3.478435879919781*^9,
1415	3.478436801285664^9, 3.478436912149393^9, 3.479546827897663*^9,
1416	3.479547326278256^9, 3.479547708182675^9, 3.4952721609779997`*^9,
1417	3.4952743519700003`^9, 3.495276425449^9, 3.495276773883*^9,
1418	3.495277303781^9, 3.495278211932^9, 3.495281183468^9, 3.495282230146^9,
1419	3.500113289384753^9, 3.500793652002124^9, 3.500819348454228*^9,
1420	3.5008824605107613`*^9}],
1421
1422	Cell[BoxData[
1423	FormBox[
1424	InterpretationBox[
1425	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
1426	RowBox[{"{",
1427	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
1428	SequenceForm[
1429	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
1430	Editable->False], TraditionalForm]], "Print",
1431	CellChangeTimes->{
1432	3.4778115712007^9, {3.4778120234797^9, 3.4778120430657*^9},
1433	3.478434383755428^9, 3.478435578790159^9, 3.478435879919781*^9,
1434	3.478436801285664^9, 3.478436912149393^9, 3.479546827897663*^9,
1435	3.479547326278256^9, 3.479547708182675^9, 3.4952721609779997`*^9,
1436	3.4952743519700003`^9, 3.495276425449^9, 3.495276773883*^9,
1437	3.495277303781^9, 3.495278211932^9, 3.495281183468^9, 3.495282230146^9,
1438	3.500113289384753^9, 3.500793652002124^9, 3.500819348454228*^9,
1439	3.50088246065234*^9}],
1440
1441	Cell[BoxData[
1442	FormBox[
1443	InterpretationBox[
1444	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
1445	"\[InvisibleSpace]", "\<\": \"\>",
1446	"\[InvisibleSpace]", "\<\"1 Generic, 5 Classes amplitudes\"\>"}],
1447	SequenceForm["> Top. ", 1, ": ", "1 Generic, 5 Classes amplitudes"],
1448	Editable->False], TraditionalForm]], "Print",
1449	CellChangeTimes->{
1450	3.4778115712007^9, {3.4778120234797^9, 3.4778120430657*^9},
1451	3.478434383755428^9, 3.478435578790159^9, 3.478435879919781*^9,
1452	3.478436801285664^9, 3.478436912149393^9, 3.479546827897663*^9,
1453	3.479547326278256^9, 3.479547708182675^9, 3.4952721609779997`*^9,
1454	3.4952743519700003`^9, 3.495276425449^9, 3.495276773883*^9,
1455	3.495277303781^9, 3.495278211932^9, 3.495281183468^9, 3.495282230146^9,
1456	3.500113289384753^9, 3.500793652002124^9, 3.500819348454228*^9,
1457	3.500882460660486*^9}],
1458
1459	Cell[BoxData[
1460	FormBox[
1461	InterpretationBox[
1462	RowBox[{"\<\"in total: \"\>",
1463	"\[InvisibleSpace]", "\<\"1 Generic, 5 Classes amplitudes\"\>"}],
1464	SequenceForm["in total: ", "1 Generic, 5 Classes amplitudes"],
1465	Editable->False], TraditionalForm]], "Print",
1466	CellChangeTimes->{
1467	3.4778115712007^9, {3.4778120234797^9, 3.4778120430657*^9},
1468	3.478434383755428^9, 3.478435578790159^9, 3.478435879919781*^9,
1469	3.478436801285664^9, 3.478436912149393^9, 3.479546827897663*^9,
1470	3.479547326278256^9, 3.479547708182675^9, 3.4952721609779997`*^9,
1471	3.4952743519700003`^9, 3.495276425449^9, 3.495276773883*^9,
1472	3.495277303781^9, 3.495278211932^9, 3.495281183468^9, 3.495282230146^9,
1473	3.500113289384753^9, 3.500793652002124^9, 3.500819348454228*^9,
1474	3.500882460668379*^9}]
1475	}, Open ]]
1476	}, Open ]],
1477
1478	Cell[CellGroupData[{
1479
1480	Cell[BoxData[{
1481	RowBox[{
1482	RowBox[{
1483	"SetDirectory", "[", "\"\</home/degrande/eta/FeynProg/FormCalc-6.2\>\"",
1484	"]"}], ";"}], "\[IndentingNewLine]",
1485	RowBox[{"<<", " ", "FormCalc`"}]}], "Input",
1486	CellChangeTimes->{
1487	3.4777456682883^9, {3.4778119018507^9, 3.4778119054056997`*^9}, {
1488	3.4778119371527^9, 3.4778119527257^9}, {3.478434390853149*^9,
1489	3.478434394596879^9}, {3.500113298082315^9, 3.5001132986342363`*^9}}],
1490
1491	Cell[CellGroupData[{
1492
1493	Cell[BoxData[
1494	FormBox["\<\"\"\>", TraditionalForm]], "Print",
1495	CellChangeTimes->{3.4778119597987003`^9, 3.4778120637597^9,
1496	3.478434395661687^9, 3.478435582118547^9, 3.478435888622634*^9,
1497	3.478436917398712^9, 3.479100039759344^9, 3.479106351470136*^9,
1498	3.479546849379882^9, 3.479547331470876^9, 3.479547710446361*^9,
1499	3.500113299063477^9, 3.5007936540015497`^9, 3.5008193503825283`*^9,
1500	3.500882462744792*^9}],
1501
1502	Cell[BoxData[
1503	FormBox["\<\"FormCalc 6.2\"\>", TraditionalForm]], "Print",
1504	CellChangeTimes->{3.4778119597987003`^9, 3.4778120637597^9,
1505	3.478434395661687^9, 3.478435582118547^9, 3.478435888622634*^9,
1506	3.478436917398712^9, 3.479100039759344^9, 3.479106351470136*^9,
1507	3.479546849379882^9, 3.479547331470876^9, 3.479547710446361*^9,
1508	3.500113299063477^9, 3.5007936540015497`^9, 3.5008193503825283`*^9,
1509	3.500882462815269*^9}],
1510
1511	Cell[BoxData[
1512	FormBox["\<\"by Thomas Hahn\"\>", TraditionalForm]], "Print",
1513	CellChangeTimes->{3.4778119597987003`^9, 3.4778120637597^9,
1514	3.478434395661687^9, 3.478435582118547^9, 3.478435888622634*^9,
1515	3.478436917398712^9, 3.479100039759344^9, 3.479106351470136*^9,
1516	3.479546849379882^9, 3.479547331470876^9, 3.479547710446361*^9,
1517	3.500113299063477^9, 3.5007936540015497`^9, 3.5008193503825283`*^9,
1518	3.50088246282187*^9}],
1519
1520	Cell[BoxData[
1521	FormBox["\<\"last revised 11 Aug 10\"\>", TraditionalForm]], "Print",
1522	CellChangeTimes->{3.4778119597987003`^9, 3.4778120637597^9,
1523	3.478434395661687^9, 3.478435582118547^9, 3.478435888622634*^9,
1524	3.478436917398712^9, 3.479100039759344^9, 3.479106351470136*^9,
1525	3.479546849379882^9, 3.479547331470876^9, 3.479547710446361*^9,
1526	3.500113299063477^9, 3.5007936540015497`^9, 3.5008193503825283`*^9,
1527	3.50088246282864*^9}]
1528	}, Open ]]
1529	}, Open ]],
1530
1531	Cell[CellGroupData[{
1532
1533	Cell[BoxData[
1534	RowBox[{
1535	RowBox[{"Mqq", " ", "=", " ",
1536	RowBox[{"CalcFeynAmp", "[",
1537	RowBox[{"Amplqq", ",",
1538	RowBox[{"FermionChains", "\[Rule]", "Chiral"}]}], "]"}]}],
1539	";"}]], "Input",
1540	CellChangeTimes->{{3.4778119845017^9, 3.4778120345607^9}, {
1541	3.478435376938886^9, 3.478435418868291^9}, 3.479547358194307*^9}],
1542
1543	Cell[CellGroupData[{
1544
1545	Cell[BoxData[
1546	FormBox["\<\"\"\>", TraditionalForm]], "Print",
1547	CellChangeTimes->{3.478434402570528^9, 3.478435422620416^9,
1548	3.478435588542779^9, 3.478435896246393^9, 3.478436924110362*^9,
1549	3.479100051862622^9, 3.479106355014496^9, 3.479546852661124*^9,
1550	3.479547334202314^9, 3.479547712295999^9, 3.500113303957884*^9,
1551	3.500793655605455^9, 3.5008193518213997`^9, 3.500882465836466*^9}],
1552
1553	Cell[BoxData[
1554	FormBox[
1555	InterpretationBox[
1556	RowBox[{"\<\"preparing FORM code in \"\>",
1557	"\[InvisibleSpace]", \
1558	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm\"\>"}],
1559	SequenceForm[
1560	"preparing FORM code in ",
1561	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm"],
1562	Editable->False], TraditionalForm]], "Print",
1563	CellChangeTimes->{3.478434402570528^9, 3.478435422620416^9,
1564	3.478435588542779^9, 3.478435896246393^9, 3.478436924110362*^9,
1565	3.479100051862622^9, 3.479106355014496^9, 3.479546852661124*^9,
1566	3.479547334202314^9, 3.479547712295999^9, 3.500113303957884*^9,
1567	3.500793655605455^9, 3.5008193518213997`^9, 3.5008824659087887`*^9}],
1568
1569	Cell["running FORM... ", "Print",
1570	CellChangeTimes->{3.478434402570528^9, 3.478435422620416^9,
1571	3.478435588542779^9, 3.478435896246393^9, 3.478436924110362*^9,
1572	3.479100051862622^9, 3.479106355014496^9, 3.479546852661124*^9,
1573	3.479547334202314^9, 3.479547712295999^9, 3.500113303957884*^9,
1574	3.500793655605455^9, 3.5008193518213997`^9, 3.500882466094677*^9}],
1575
1576	Cell[BoxData[
1577	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
1578	CellChangeTimes->{3.478434402570528^9, 3.478435422620416^9,
1579	3.478435588542779^9, 3.478435896246393^9, 3.478436924110362*^9,
1580	3.479100051862622^9, 3.479106355014496^9, 3.479546852661124*^9,
1581	3.479547334202314^9, 3.479547712295999^9, 3.500113303957884*^9,
1582	3.500793655605455^9, 3.5008193518213997`^9, 3.500882466422512*^9}]
1583	}, Open ]]
1584	}, Open ]],
1585
1586	Cell[CellGroupData[{
1587
1588	Cell[BoxData[
1589	RowBox[{"col", "=",
1590	RowBox[{"ColourME", "[", "Mqq", "]"}]}]], "Input",
1591	CellChangeTimes->{{3.478434696113564^9, 3.478434729084623^9}, {
1592	3.478435197289632^9, 3.478435232835993^9}, {3.478436054623279*^9,
1593	3.478436055525961*^9}}],
1594
1595	Cell[BoxData[
1596	FormBox[
1597	RowBox[{"{",
1598	RowBox[{
1599	RowBox[{
1600	RowBox[{"Mat", "(",
1601	RowBox[{"SUN1", ",", "SUN2"}], ")"}], "\[Rule]", "3"}], ",",
1602	RowBox[{
1603	RowBox[{"Mat", "(",
1604	RowBox[{"SUN1", ",", "SUN1"}], ")"}], "\[Rule]", "9"}], ",",
1605	RowBox[{
1606	RowBox[{"Mat", "(",
1607	RowBox[{"SUN2", ",", "SUN2"}], ")"}], "\[Rule]", "9"}], ",",
1608	RowBox[{
1609	RowBox[{"Mat", "(",
1610	RowBox[{"SUN2", ",", "SUN1"}], ")"}], "\[Rule]", "3"}]}], "}"}],
1611	TraditionalForm]], "Output",
1612	CellChangeTimes->{3.478434730426236^9, 3.478435200749498^9,
1613	3.478435233950212^9, 3.478435426393788^9, 3.478435591077346*^9,
1614	3.478435927320691^9, 3.478436057790335^9, 3.478436928353135*^9,
1615	3.479100063362775^9, 3.479106358816292^9, 3.479546864822269*^9,
1616	3.479547348022377^9, 3.479547714372858^9, 3.500113308549095*^9,
1617	3.500793657293263^9, 3.50081935325196^9, 3.500882469472395*^9}]
1618	}, Open ]],
1619
1620	Cell[CellGroupData[{
1621
1622	Cell[BoxData[{
1623	RowBox[{
1624	RowBox[{"_Hel", "=", "0"}], ";"}], "\[IndentingNewLine]",
1625	RowBox[{
1626	RowBox[{"hel", "=",
1627	RowBox[{"HelicityME", "[", "Mqq", "]"}]}], ";"}]}], "Input",
1628	CellChangeTimes->{{3.478435272631223^9, 3.478435280805309^9}, {
1629	3.478435549596737^9, 3.478435557227066^9}, {3.478436067208497*^9,
1630	3.478436071671449^9}, {3.478436592499899^9, 3.478436607261712*^9},
1631	3.479547354402557*^9}],
1632
1633	Cell[CellGroupData[{
1634
1635	Cell[BoxData[
1636	FormBox[
1637	InterpretationBox[
1638	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "64",
1639	"\[InvisibleSpace]", "\<\" helicity matrix elements\"\>"}],
1640	SequenceForm["> ", 64, " helicity matrix elements"],
1641	Editable->False], TraditionalForm]], "Print",
1642	CellChangeTimes->{3.478435541414897^9, 3.478435592470004^9,
1643	3.478435933573625^9, 3.478436072748205^9, 3.478436610903903*^9,
1644	3.478436931796526^9, 3.47910006737685^9, 3.479106361221098*^9,
1645	3.479546867343088^9, 3.479547349361385^9, 3.479547716089566*^9,
1646	3.500113312071175^9, 3.500793658258705^9, 3.500819354245208*^9,
1647	3.5008824715364103`*^9}],
1648
1649	Cell[BoxData[
1650	FormBox["\<\"\"\>", TraditionalForm]], "Print",
1651	CellChangeTimes->{3.478435541414897^9, 3.478435592470004^9,
1652	3.478435933573625^9, 3.478436072748205^9, 3.478436610903903*^9,
1653	3.478436931796526^9, 3.47910006737685^9, 3.479106361221098*^9,
1654	3.479546867343088^9, 3.479547349361385^9, 3.479547716089566*^9,
1655	3.500113312071175^9, 3.500793658258705^9, 3.500819354245208*^9,
1656	3.500882471656514*^9}],
1657
1658	Cell[BoxData[
1659	FormBox[
1660	InterpretationBox[
1661	RowBox[{"\<\"preparing FORM code in \"\>",
1662	"\[InvisibleSpace]", \
1663	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm\"\>"}],
1664	SequenceForm[
1665	"preparing FORM code in ",
1666	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm"],
1667	Editable->False], TraditionalForm]], "Print",
1668	CellChangeTimes->{3.478435541414897^9, 3.478435592470004^9,
1669	3.478435933573625^9, 3.478436072748205^9, 3.478436610903903*^9,
1670	3.478436931796526^9, 3.47910006737685^9, 3.479106361221098*^9,
1671	3.479546867343088^9, 3.479547349361385^9, 3.479547716089566*^9,
1672	3.500113312071175^9, 3.500793658258705^9, 3.500819354245208*^9,
1673	3.500882471664732*^9}],
1674
1675	Cell["running FORM... ", "Print",
1676	CellChangeTimes->{3.478435541414897^9, 3.478435592470004^9,
1677	3.478435933573625^9, 3.478436072748205^9, 3.478436610903903*^9,
1678	3.478436931796526^9, 3.47910006737685^9, 3.479106361221098*^9,
1679	3.479546867343088^9, 3.479547349361385^9, 3.479547716089566*^9,
1680	3.500113312071175^9, 3.500793658258705^9, 3.500819354245208*^9,
1681	3.500882471679557*^9}],
1682
1683	Cell[BoxData[
1684	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
1685	CellChangeTimes->{3.478435541414897^9, 3.478435592470004^9,
1686	3.478435933573625^9, 3.478436072748205^9, 3.478436610903903*^9,
1687	3.478436931796526^9, 3.47910006737685^9, 3.479106361221098*^9,
1688	3.479546867343088^9, 3.479547349361385^9, 3.479547716089566*^9,
1689	3.500113312071175^9, 3.500793658258705^9, 3.500819354245208*^9,
1690	3.500882471998289*^9}]
1691	}, Open ]]
1692	}, Open ]],
1693
1694	Cell[CellGroupData[{
1695
1696	Cell[BoxData[
1697	RowBox[{"Mqq2", "=",
1698	RowBox[{
1699	RowBox[{"Simplify", "[",
1700	RowBox[{
1701	RowBox[{
1702	RowBox[{
1703	RowBox[{
1704	RowBox[{
1705	RowBox[{"SquaredME", "[", "Mqq", "]"}], "/.", "col"}], "/.", "hel"}],
1706	"/.",
1707	RowBox[{"{",
1708	RowBox[{"MU2", "\[Rule]", "0"}], "}"}]}], "/.", "M$FACouplings"}],
1709	",",
1710	RowBox[{"Assumptions", "\[Rule]",
1711	RowBox[{"{",
1712	RowBox[{
1713	RowBox[{"v", "\[Element]", "Reals"}], ",",
1714	RowBox[{"g8t", "\[Element]", "Reals"}], ",",
1715	RowBox[{"g8Q", "\[Element]", "Reals"}], ",",
1716	RowBox[{"MTri", "\[Element]", "Reals"}], ",",
1717	RowBox[{"MTri8", "\[Element]", "Reals"}], ",",
1718	RowBox[{"M8t", "\[Element]", "Reals"}], ",",
1719	RowBox[{"M8Q", "\[Element]", "Reals"}], ",",
1720	RowBox[{"g8tu", "\[Element]", "Reals"}], ",",
1721	RowBox[{"g8Qu", "\[Element]", "Reals"}], ",",
1722	RowBox[{"g8tq", "\[Element]", "Reals"}], ",",
1723	RowBox[{"g8Qq", "\[Element]", "Reals"}], ",",
1724	RowBox[{"g8td", "\[Element]", "Reals"}], ",",
1725	RowBox[{"g8Qd", "\[Element]", "Reals"}], ",",
1726	RowBox[{"gT8", "\[Element]", "Reals"}], ",",
1727	RowBox[{"gT8l", "\[Element]", "Reals"}], ",",
1728	RowBox[{"Lambda", "\[Element]", "Reals"}]}], "}"}]}]}], "]"}], "/.",
1729	RowBox[{
1730	RowBox[{"Den", "[",
1731	RowBox[{"a_", ",", "b_"}], "]"}], "\[Rule]",
1732	RowBox[{"1", "/",
1733	RowBox[{"(",
1734	RowBox[{"a", "-", "b"}], ")"}]}]}]}]}]], "Input",
1735	CellChangeTimes->{{3.478436009927547^9, 3.478436018997932^9}, {
1736	3.478436082403898^9, 3.478436090700395^9}, {3.478436177508675*^9,
1737	3.47843618204671^9}, {3.478437003898071^9, 3.47843701110685*^9}, {
1738	3.478437477803822^9, 3.478437504302616^9}, {3.479106936214095*^9,
1739	3.479106948049022^9}, {3.479107333470424^9, 3.479107353663611*^9}, {
1740	3.500113559090603^9, 3.500113796301057^9}, 3.5001143361762466`*^9, {
1741	3.500882516077317^9, 3.500882531653469^9}, {3.500882595446957*^9,
1742	3.50088259717521^9}, 3.500883335537979^9, {3.500883372259367*^9,
1743	3.50088338188055*^9}}],
1744
1745	Cell[BoxData[
1746	FormBox[
1747	RowBox[{
1748	FractionBox["1",
1749	RowBox[{"4", " ",
1750	SuperscriptBox["Lambda", "4"]}]],
1751	RowBox[{"(",
1752	RowBox[{
1753	RowBox[{
1754	RowBox[{"(",
1755	RowBox[{
1756	FractionBox[
1757	RowBox[{"2", " ",
1758	RowBox[{"(",
1759	RowBox[{
1760	RowBox[{
1761	SuperscriptBox["g8Qu", "2"], " ",
1762	SuperscriptBox[
1763	RowBox[{"(",
1764	RowBox[{"MT2", "-", "T"}], ")"}], "2"]}], "+",
1765	RowBox[{
1766	SuperscriptBox["g8Qq", "2"], " ",
1767	SuperscriptBox[
1768	RowBox[{"(",
1769	RowBox[{"MT2", "-", "U"}], ")"}], "2"]}]}], ")"}], " ",
1770	SuperscriptBox["g8Q", "2"]}],
1771	SuperscriptBox[
1772	RowBox[{"(",
1773	RowBox[{"S", "-",
1774	SuperscriptBox["M8Q", "2"]}], ")"}], "2"]], "+",
1775	FractionBox[
1776	RowBox[{"4", " ",
1777	RowBox[{"(",
1778	RowBox[{
1779	FractionBox[
1780	RowBox[{"g8Qq", " ", "gT8", " ", "gT8l", " ",
1781	SuperscriptBox[
1782	RowBox[{"(",
1783	RowBox[{"MT2", "-", "U"}], ")"}], "2"]}],
1784	RowBox[{"S", "-",
1785	SuperscriptBox["MTri8", "2"]}]], "+",
1786	FractionBox[
1787	RowBox[{"g8t", " ",
1788	RowBox[{"(",
1789	RowBox[{
1790	RowBox[{"g8Qq", " ", "g8tq"}], "+",
1791	RowBox[{"g8Qu", " ", "g8tu"}]}], ")"}], " ", "MT2", " ",
1792	"S"}],
1793	RowBox[{"S", "-",
1794	SuperscriptBox["M8t", "2"]}]]}], ")"}], " ", "g8Q"}],
1795	RowBox[{"S", "-",
1796	SuperscriptBox["M8Q", "2"]}]], "+",
1797	FractionBox[
1798	RowBox[{"2", " ",
1799	SuperscriptBox["g8t", "2"], " ",
1800	RowBox[{"(",
1801	RowBox[{
1802	RowBox[{
1803	SuperscriptBox["g8tq", "2"], " ",
1804	SuperscriptBox[
1805	RowBox[{"(",
1806	RowBox[{"MT2", "-", "T"}], ")"}], "2"]}], "+",
1807	RowBox[{
1808	SuperscriptBox["g8tu", "2"], " ",
1809	SuperscriptBox[
1810	RowBox[{"(",
1811	RowBox[{"MT2", "-", "U"}], ")"}], "2"]}]}], ")"}]}],
1812	SuperscriptBox[
1813	RowBox[{"(",
1814	RowBox[{"S", "-",
1815	SuperscriptBox["M8t", "2"]}], ")"}], "2"]], "+",
1816	RowBox[{
1817	SuperscriptBox[
1818	RowBox[{"(",
1819	RowBox[{"MT2", "-", "U"}], ")"}], "2"], " ",
1820	RowBox[{"(",
1821	RowBox[{
1822	FractionBox[
1823	RowBox[{"2", " ",
1824	SuperscriptBox["gT8", "2"], " ",
1825	SuperscriptBox["gT8l", "2"]}],
1826	SuperscriptBox[
1827	RowBox[{"(",
1828	RowBox[{"S", "-",
1829	SuperscriptBox["MTri8", "2"]}], ")"}], "2"]], "+",
1830	FractionBox[
1831	RowBox[{"9", " ", "gT", " ", "gTl", " ",
1832	SuperscriptBox["gT", "\[Conjugate]"], " ",
1833	SuperscriptBox["gTl", "\[Conjugate]"]}],
1834	SuperscriptBox[
1835	RowBox[{"(",
1836	RowBox[{"S", "-",
1837	SuperscriptBox["MTri", "2"]}], ")"}], "2"]]}], ")"}]}], "+",
1838	FractionBox[
1839	RowBox[{
1840	"4", " ", "g8t", " ", "g8tq", " ", "gT8", " ", "gT8l", " ", "MT2",
1841	" ", "S"}],
1842	RowBox[{
1843	RowBox[{"(",
1844	RowBox[{"S", "-",
1845	SuperscriptBox["M8t", "2"]}], ")"}], " ",
1846	RowBox[{"(",
1847	RowBox[{"S", "-",
1848	SuperscriptBox["MTri8", "2"]}], ")"}]}]]}], ")"}], " ",
1849	SuperscriptBox["Lambda", "4"]}], "+",
1850	RowBox[{
1851	FractionBox["1", "S"],
1852	RowBox[{"8", " ",
1853	RowBox[{"(",
1854	RowBox[{
1855	RowBox[{
1856	FractionBox["1",
1857	RowBox[{"S", "-",
1858	SuperscriptBox["MTri8", "2"]}]],
1859	RowBox[{"gT8", " ", "gT8l", " ",
1860	RowBox[{"(",
1861	RowBox[{
1862	RowBox[{"2", " ", "Alfas", " ", "\[Pi]", " ",
1863	RowBox[{"(",
1864	RowBox[{
1865	SuperscriptBox["MT2", "2"], "+",
1866	RowBox[{
1867	RowBox[{"(",
1868	RowBox[{"S", "-",
1869	RowBox[{"2", " ", "U"}]}], ")"}], " ", "MT2"}], "+",
1870	SuperscriptBox["U", "2"]}], ")"}], " ",
1871	SuperscriptBox["Lambda", "2"]}], "+",
1872	RowBox[{
1873	SqrtBox["2"], " ", "CtG", " ", "GS", " ", "MT", " ",
1874	RowBox[{"(",
1875	RowBox[{
1876	RowBox[{"MT2", " ",
1877	RowBox[{"(",
1878	RowBox[{"S", "-",
1879	RowBox[{"2", " ", "U"}]}], ")"}]}], "+",
1880	RowBox[{"U", " ",
1881	RowBox[{"(",
1882	RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}], " ", "v"}], "+",
1883
1884	RowBox[{
1885	SqrtBox["2"], " ", "GS", " ", "MT", " ",
1886	RowBox[{"(",
1887	RowBox[{
1888	RowBox[{"MT2", " ",
1889	RowBox[{"(",
1890	RowBox[{"S", "-",
1891	RowBox[{"2", " ", "U"}]}], ")"}]}], "+",
1892	RowBox[{"U", " ",
1893	RowBox[{"(",
1894	RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}], " ", "v", " ",
1895	SuperscriptBox["CtG", "\[Conjugate]"]}]}], ")"}]}]}], "+",
1896	RowBox[{
1897	FractionBox["1",
1898	RowBox[{"S", "-",
1899	SuperscriptBox["M8Q", "2"]}]],
1900	RowBox[{"g8Q", " ",
1901	RowBox[{"(",
1902	RowBox[{
1903	RowBox[{"2", " ", "Alfas", " ", "\[Pi]", " ",
1904	RowBox[{"(",
1905	RowBox[{
1906	RowBox[{"g8Qu", " ",
1907	RowBox[{"(",
1908	RowBox[{
1909	SuperscriptBox["MT2", "2"], "+",
1910	RowBox[{
1911	RowBox[{"(",
1912	RowBox[{"S", "-",
1913	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
1914	SuperscriptBox["T", "2"]}], ")"}]}], "+",
1915	RowBox[{"g8Qq", " ",
1916	RowBox[{"(",
1917	RowBox[{
1918	SuperscriptBox["MT2", "2"], "+",
1919	RowBox[{
1920	RowBox[{"(",
1921	RowBox[{"S", "-",
1922	RowBox[{"2", " ", "U"}]}], ")"}], " ", "MT2"}], "+",
1923	SuperscriptBox["U", "2"]}], ")"}]}]}], ")"}], " ",
1924	SuperscriptBox["Lambda", "2"]}], "+",
1925	RowBox[{
1926	SqrtBox["2"], " ", "CtG", " ", "GS", " ", "MT", " ",
1927	RowBox[{"(",
1928	RowBox[{
1929	RowBox[{"g8Qu", " ",
1930	RowBox[{"(",
1931	RowBox[{
1932	RowBox[{"MT2", " ",
1933	RowBox[{"(",
1934	RowBox[{"S", "-",
1935	RowBox[{"2", " ", "T"}]}], ")"}]}], "+",
1936	RowBox[{"T", " ",
1937	RowBox[{"(",
1938	RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}]}], "+",
1939	RowBox[{"g8Qq", " ",
1940	RowBox[{"(",
1941	RowBox[{
1942	RowBox[{"MT2", " ",
1943	RowBox[{"(",
1944	RowBox[{"S", "-",
1945	RowBox[{"2", " ", "U"}]}], ")"}]}], "+",
1946	RowBox[{"U", " ",
1947	RowBox[{"(",
1948	RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}]}]}], ")"}], " ",
1949	"v"}], "+",
1950	RowBox[{
1951	SqrtBox["2"], " ", "GS", " ", "MT", " ",
1952	RowBox[{"(",
1953	RowBox[{
1954	RowBox[{"g8Qu", " ",
1955	RowBox[{"(",
1956	RowBox[{
1957	RowBox[{"MT2", " ",
1958	RowBox[{"(",
1959	RowBox[{"S", "-",
1960	RowBox[{"2", " ", "T"}]}], ")"}]}], "+",
1961	RowBox[{"T", " ",
1962	RowBox[{"(",
1963	RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}]}], "+",
1964	RowBox[{"g8Qq", " ",
1965	RowBox[{"(",
1966	RowBox[{
1967	RowBox[{"MT2", " ",
1968	RowBox[{"(",
1969	RowBox[{"S", "-",
1970	RowBox[{"2", " ", "U"}]}], ")"}]}], "+",
1971	RowBox[{"U", " ",
1972	RowBox[{"(",
1973	RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}]}]}], ")"}], " ",
1974	"v", " ",
1975	SuperscriptBox["CtG", "\[Conjugate]"]}]}], ")"}]}]}], "+",
1976	RowBox[{
1977	FractionBox["1",
1978	RowBox[{"S", "-",
1979	SuperscriptBox["M8t", "2"]}]],
1980	RowBox[{"g8t", " ",
1981	RowBox[{"(",
1982	RowBox[{
1983	RowBox[{"2", " ", "Alfas", " ", "\[Pi]", " ",
1984	RowBox[{"(",
1985	RowBox[{
1986	RowBox[{"g8tq", " ",
1987	RowBox[{"(",
1988	RowBox[{
1989	SuperscriptBox["MT2", "2"], "+",
1990	RowBox[{
1991	RowBox[{"(",
1992	RowBox[{"S", "-",
1993	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
1994	SuperscriptBox["T", "2"]}], ")"}]}], "+",
1995	RowBox[{"g8tu", " ",
1996	RowBox[{"(",
1997	RowBox[{
1998	SuperscriptBox["MT2", "2"], "+",
1999	RowBox[{
2000	RowBox[{"(",
2001	RowBox[{"S", "-",
2002	RowBox[{"2", " ", "U"}]}], ")"}], " ", "MT2"}], "+",
2003	SuperscriptBox["U", "2"]}], ")"}]}]}], ")"}], " ",
2004	SuperscriptBox["Lambda", "2"]}], "+",
2005	RowBox[{
2006	SqrtBox["2"], " ", "CtG", " ", "GS", " ", "MT", " ",
2007	RowBox[{"(",
2008	RowBox[{
2009	RowBox[{"g8tq", " ",
2010	RowBox[{"(",
2011	RowBox[{
2012	RowBox[{"MT2", " ",
2013	RowBox[{"(",
2014	RowBox[{"S", "-",
2015	RowBox[{"2", " ", "T"}]}], ")"}]}], "+",
2016	RowBox[{"T", " ",
2017	RowBox[{"(",
2018	RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}]}], "+",
2019	RowBox[{"g8tu", " ",
2020	RowBox[{"(",
2021	RowBox[{
2022	RowBox[{"MT2", " ",
2023	RowBox[{"(",
2024	RowBox[{"S", "-",
2025	RowBox[{"2", " ", "U"}]}], ")"}]}], "+",
2026	RowBox[{"U", " ",
2027	RowBox[{"(",
2028	RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}]}]}], ")"}], " ",
2029	"v"}], "+",
2030	RowBox[{
2031	SqrtBox["2"], " ", "GS", " ", "MT", " ",
2032	RowBox[{"(",
2033	RowBox[{
2034	RowBox[{"g8tq", " ",
2035	RowBox[{"(",
2036	RowBox[{
2037	RowBox[{"MT2", " ",
2038	RowBox[{"(",
2039	RowBox[{"S", "-",
2040	RowBox[{"2", " ", "T"}]}], ")"}]}], "+",
2041	RowBox[{"T", " ",
2042	RowBox[{"(",
2043	RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}]}], "+",
2044	RowBox[{"g8tu", " ",
2045	RowBox[{"(",
2046	RowBox[{
2047	RowBox[{"MT2", " ",
2048	RowBox[{"(",
2049	RowBox[{"S", "-",
2050	RowBox[{"2", " ", "U"}]}], ")"}]}], "+",
2051	RowBox[{"U", " ",
2052	RowBox[{"(",
2053	RowBox[{"T", "+", "U"}], ")"}]}]}], ")"}]}]}], ")"}], " ",
2054	"v", " ",
2055	SuperscriptBox["CtG", "\[Conjugate]"]}]}], ")"}]}]}]}], ")"}],
2056	" ",
2057	SuperscriptBox["Lambda", "2"]}]}], "+",
2058	RowBox[{
2059	FractionBox["1",
2060	SuperscriptBox["S", "2"]],
2061	RowBox[{"64", " ", "\[Pi]", " ",
2062	RowBox[{"(",
2063	RowBox[{
2064	RowBox[{"Alfas2", " ", "\[Pi]", " ",
2065	RowBox[{"(",
2066	RowBox[{
2067	RowBox[{"2", " ",
2068	SuperscriptBox["MT2", "2"]}], "+",
2069	RowBox[{"2", " ",
2070	RowBox[{"(",
2071	RowBox[{"S", "-", "T", "-", "U"}], ")"}], " ", "MT2"}], "+",
2072	SuperscriptBox["T", "2"], "+",
2073	SuperscriptBox["U", "2"]}], ")"}], " ",
2074	SuperscriptBox["Lambda", "4"]}], "+",
2075	RowBox[{"2", " ", "Alfas", " ", "MT2", " ",
2076	RowBox[{"(",
2077	RowBox[{
2078	SuperscriptBox[
2079	RowBox[{"(",
2080	RowBox[{"T", "+", "U"}], ")"}], "2"], "+",
2081	RowBox[{"2", " ", "MT2", " ",
2082	RowBox[{"(",
2083	RowBox[{"S", "-", "T", "-", "U"}], ")"}]}]}], ")"}], " ",
2084	SuperscriptBox["v", "2"], " ",
2085	SuperscriptBox[
2086	RowBox[{"(",
2087	SuperscriptBox["CtG", "\[Conjugate]"], ")"}], "2"]}], "+",
2088	RowBox[{"Alfas", " ", "CtG", " ",
2089	RowBox[{"(",
2090	RowBox[{
2091	SuperscriptBox[
2092	RowBox[{"(",
2093	RowBox[{"T", "+", "U"}], ")"}], "2"], "+",
2094	RowBox[{"2", " ", "MT2", " ",
2095	RowBox[{"(",
2096	RowBox[{"S", "-", "T", "-", "U"}], ")"}]}]}], ")"}], " ", "v",
2097	" ",
2098	RowBox[{"(",
2099	RowBox[{
2100	RowBox[{
2101	SqrtBox["2"], " ", "GS", " ", "MT", " ",
2102	SuperscriptBox["Lambda", "2"]}], "+",
2103	RowBox[{"2", " ", "CtG", " ", "MT2", " ", "v"}]}], ")"}]}], "+",
2104	RowBox[{"Alfas", " ", "v", " ",
2105	RowBox[{"(",
2106	RowBox[{
2107	RowBox[{
2108	SqrtBox["2"], " ", "GS", " ", "MT", " ",
2109	RowBox[{"(",
2110	RowBox[{
2111	SuperscriptBox[
2112	RowBox[{"(",
2113	RowBox[{"T", "+", "U"}], ")"}], "2"], "+",
2114	RowBox[{"2", " ", "MT2", " ",
2115	RowBox[{"(",
2116	RowBox[{"S", "-", "T", "-", "U"}], ")"}]}]}], ")"}], " ",
2117	SuperscriptBox["Lambda", "2"]}], "+",
2118	RowBox[{"4", " ", "CtG", " ",
2119	RowBox[{"(",
2120	RowBox[{
2121	RowBox[{
2122	RowBox[{"(",
2123	RowBox[{"S", "-",
2124	RowBox[{"2", " ",
2125	RowBox[{"(",
2126	RowBox[{
2127	RowBox[{"3", " ", "T"}], "+", "U"}], ")"}]}]}], ")"}],
2128	" ",
2129	SuperscriptBox["MT2", "2"]}], "+",
2130	RowBox[{
2131	RowBox[{"(",
2132	RowBox[{
2133	RowBox[{"3", " ",
2134	SuperscriptBox["T", "2"]}], "+",
2135	RowBox[{"4", " ", "S", " ", "T"}], "+",
2136	RowBox[{"4", " ", "U", " ", "T"}], "+",
2137	SuperscriptBox["U", "2"]}], ")"}], " ", "MT2"}], "-",
2138	RowBox[{"S", " ", "T", " ",
2139	RowBox[{"(",
2140	RowBox[{"S", "+", "T"}], ")"}]}]}], ")"}], " ", "v"}]}],
2141	")"}], " ",
2142	SuperscriptBox["CtG", "\[Conjugate]"]}]}], ")"}]}]}]}], ")"}]}],
2143	TraditionalForm]], "Output",
2144	CellChangeTimes->{{3.479107323405954^9, 3.479107355736181^9},
2145	3.479546880096108^9, 3.479547369425258^9, 3.47954771977979*^9,
2146	3.500113319040348^9, {3.500113605572282^9, 3.500113635069911*^9}, {
2147	3.5001137369378433`^9, 3.5001137616604853`^9}, 3.5001137973822813`*^9,
2148	3.5001143377829447`^9, 3.500114936499757^9, 3.500793668302743*^9,
2149	3.500819356136735^9, 3.500882486583734^9, 3.500882538936318*^9,
2150	3.500882599038981^9, 3.500883345495129^9, 3.5008833922927094`*^9}]
2151	}, Open ]],
2152
2153	Cell[CellGroupData[{
2154
2155	Cell[BoxData[
2156	RowBox[{"Mqq3", " ", "=", " ",
2157	RowBox[{
2158	RowBox[{"FullSimplify", "[",
2159	RowBox[{"Normal", "[",
2160	RowBox[{"Series", "[",
2161	RowBox[{
2162	RowBox[{"(",
2163	RowBox[{
2164	RowBox[{"Mqq2", "/.",
2165	RowBox[{"{",
2166	RowBox[{
2167	RowBox[{"MTri", "\[Rule]", "Lambda"}], ",",
2168	RowBox[{"MTri8", "\[Rule]", "Lambda"}], ",",
2169	RowBox[{"M8t", "\[Rule]", "Lambda"}], ",",
2170	RowBox[{"M8Q", "\[Rule]", "Lambda"}], ",",
2171	RowBox[{"gT8l", "\[Rule]",
2172	RowBox[{
2173	RowBox[{"-", "C83qq"}], "/", "gT8"}]}], ",",
2174	RowBox[{"g8Qu", "\[Rule]",
2175	RowBox[{
2176	RowBox[{"-", "C1qu"}], "/", "g8Q"}]}], ",",
2177	RowBox[{"g8Qd", "\[Rule]",
2178	RowBox[{
2179	RowBox[{"-", "C1qd"}], "/", "g8Q"}]}], ",",
2180	RowBox[{"g8Qq", "\[Rule]",
2181	RowBox[{
2182	RowBox[{"-", "C81qq"}], "/", "g8Q"}]}], ",",
2183	RowBox[{"g8tu", "\[Rule]",
2184	RowBox[{
2185	RowBox[{"-", "C8ut"}], "/", "g8t"}]}], ",",
2186	RowBox[{"g8Qd", "\[Rule]",
2187	RowBox[{
2188	RowBox[{"-", "C8td"}], "/", "g8t"}]}], ",",
2189	RowBox[{"g8tq", "\[Rule]",
2190	RowBox[{
2191	RowBox[{"-", "C1qt"}], "/", "g8t"}]}], ",",
2192	RowBox[{"Alfas2", "\[Rule]",
2193	RowBox[{
2194	RowBox[{"g", "^", "4"}], "/",
2195	RowBox[{
2196	RowBox[{"(",
2197	RowBox[{"4", "\[Pi]"}], ")"}], "^", "2"}]}]}], ",",
2198	RowBox[{"Alfas", "\[Rule]",
2199	RowBox[{
2200	RowBox[{"g", "^", "2"}], "/",
2201	RowBox[{"(",
2202	RowBox[{"4", "\[Pi]"}], ")"}]}]}]}], "}"}]}], "/.",
2203	RowBox[{"{",
2204	RowBox[{"U", "\[Rule]",
2205	RowBox[{
2206	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}], ")"}], ",",
2207
2208	RowBox[{"{",
2209	RowBox[{"Lambda", ",", "\[Infinity]", ",", "2"}], "}"}]}], "]"}],
2210	"]"}], "]"}], "*",
2211	RowBox[{"4", "/", "9"}]}]}]], "Input",
2212	CellChangeTimes->{{3.479107390301893^9, 3.479107487977641^9}, {
2213	3.500113806544787^9, 3.500113883391972^9}, {3.500113915475638*^9,
2214	3.500114312515234^9}, {3.5001145858827763`^9, 3.5001146097490873`*^9}, {
2215	3.500114647770303^9, 3.500114649735759^9}, {3.500114688473753*^9,
2216	3.500114733160845^9}, 3.500114875060955^9, {3.5001152545014477`*^9,
2217	3.500115295968092^9}, {3.5007936938214817`^9, 3.50079369949374*^9}, {
2218	3.500803134160364^9, 3.50080315060606^9}, {3.5008825811536427`*^9,
2219	3.5008825845495157`*^9}}],
2220
2221	Cell[BoxData[
2222	FormBox[
2223	RowBox[{
2224	FractionBox["1",
2225	RowBox[{"9", " ",
2226	SuperscriptBox["Lambda", "2"], " ",
2227	SuperscriptBox["S", "2"]}]],
2228	RowBox[{"4", " ",
2229	SuperscriptBox["g", "2"], " ",
2230	RowBox[{"(",
2231	RowBox[{
2232	RowBox[{
2233	SuperscriptBox["g", "2"], " ",
2234	RowBox[{"(",
2235	RowBox[{
2236	SuperscriptBox["S", "2"], "+",
2237	RowBox[{"2", " ",
2238	RowBox[{"(",
2239	RowBox[{
2240	SuperscriptBox["MT2", "2"], "-",
2241	RowBox[{"2", " ", "T", " ", "MT2"}], "+",
2242	RowBox[{"T", " ",
2243	RowBox[{"(",
2244	RowBox[{"S", "+", "T"}], ")"}]}]}], ")"}]}]}], ")"}], " ",
2245	SuperscriptBox["Lambda", "2"]}], "+",
2246	RowBox[{"S", " ",
2247	RowBox[{"(",
2248	RowBox[{
2249	RowBox[{"C1qt", " ",
2250	RowBox[{"(",
2251	RowBox[{
2252	SuperscriptBox["T", "2"], "-",
2253	RowBox[{"2", " ", "MT2", " ", "T"}], "+",
2254	RowBox[{"MT2", " ",
2255	RowBox[{"(",
2256	RowBox[{"MT2", "+", "S"}], ")"}]}]}], ")"}]}], "+",
2257	RowBox[{"C1qu", " ",
2258	RowBox[{"(",
2259	RowBox[{
2260	SuperscriptBox["T", "2"], "-",
2261	RowBox[{"2", " ", "MT2", " ", "T"}], "+",
2262	RowBox[{"MT2", " ",
2263	RowBox[{"(",
2264	RowBox[{"MT2", "+", "S"}], ")"}]}]}], ")"}]}], "+",
2265	RowBox[{
2266	RowBox[{"(",
2267	RowBox[{"C81qq", "+", "C83qq", "+", "C8ut"}], ")"}], " ",
2268	RowBox[{"(",
2269	RowBox[{
2270	SuperscriptBox["MT2", "2"], "-",
2271	RowBox[{
2272	RowBox[{"(",
2273	RowBox[{"S", "+",
2274	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
2275	SuperscriptBox[
2276	RowBox[{"(",
2277	RowBox[{"S", "+", "T"}], ")"}], "2"]}], ")"}]}]}], ")"}]}], "+",
2278
2279	RowBox[{"8", " ",
2280	SqrtBox["2"], " ", "GS", " ", "MT", " ",
2281	SuperscriptBox["S", "2"], " ", "v", " ",
2282	RowBox[{"Re", "(", "CtG", ")"}]}]}], ")"}]}]}],
2283	TraditionalForm]], "Output",
2284	CellChangeTimes->{
2285	3.479107432084265^9, {3.479107479011856^9, 3.47910748870907*^9},
2286	3.479546898992261^9, 3.479547373602786^9, 3.47954772133109*^9, {
2287	3.50011384139638^9, 3.5001138847703648`^9}, {3.500113947405622*^9,
2288	3.5001139576032867`^9}, 3.500114048272284^9, {3.50011425617973*^9,
2289	3.50011434215314^9}, {3.500114589787217^9, 3.5001146118448887`*^9},
2290	3.500114651876479^9, {3.5001147017205477`^9, 3.500114735328681*^9},
2291	3.5001148775573587`^9, 3.500114938768714^9, 3.500115299792132*^9,
2292	3.5007936829350033`^9, 3.500793715341887^9, 3.500803158566581*^9,
2293	3.500819360200091^9, 3.500882516254529^9, 3.50088254991638*^9,
2294	3.5008826017068577`^9, 3.500883346683653^9, 3.500883400380582*^9}]
2295	}, Open ]],
2296
2297	Cell[CellGroupData[{
2298
2299	Cell[BoxData[
2300	RowBox[{"M2", "=",
2301	RowBox[{"FullSimplify", "[",
2302	RowBox[{
2303	RowBox[{"(",
2304	RowBox[{
2305	RowBox[{"3",
2306	RowBox[{"MT2", "^", "2"}]}], "-",
2307	RowBox[{"MT2",
2308	RowBox[{"(",
2309	RowBox[{
2310	RowBox[{"3", "T"}], "+", "U"}], ")"}]}], "+",
2311	RowBox[{"T", "^", "2"}]}], ")"}], "/.",
2312	RowBox[{"{",
2313	RowBox[{"U", "\[Rule]",
2314	RowBox[{
2315	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}],
2316	"]"}]}]], "Input",
2317	CellChangeTimes->{{3.500114741636303^9, 3.500114788534588^9},
2318	3.500114879198107^9, {3.500115177864251^9, 3.500115183854629*^9}}],
2319
2320	Cell[BoxData[
2321	FormBox[
2322	RowBox[{
2323	SuperscriptBox["T", "2"], "-",
2324	RowBox[{"2", " ", "MT2", " ", "T"}], "+",
2325	RowBox[{"MT2", " ",
2326	RowBox[{"(",
2327	RowBox[{"MT2", "+", "S"}], ")"}]}]}], TraditionalForm]], "Output",
2328	CellChangeTimes->{{3.500114782467032^9, 3.5001147895432577`^9},
2329	3.5001148809640017`^9, 3.500114943206861^9, 3.500115191434319*^9}]
2330	}, Open ]],
2331
2332	Cell[CellGroupData[{
2333
2334	Cell[BoxData[
2335	RowBox[{"M1", "=",
2336	RowBox[{"FullSimplify", "[",
2337	RowBox[{
2338	RowBox[{"(",
2339	RowBox[{
2340	RowBox[{"3",
2341	RowBox[{"MT2", "^", "2"}]}], "-",
2342	RowBox[{"MT2",
2343	RowBox[{"(",
2344	RowBox[{
2345	RowBox[{"3", "U"}], "+", "T"}], ")"}]}], "+",
2346	RowBox[{"U", "^", "2"}]}], ")"}], "/.",
2347	RowBox[{"{",
2348	RowBox[{"U", "\[Rule]",
2349	RowBox[{
2350	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}],
2351	"]"}]}]], "Input",
2352	CellChangeTimes->{{3.500114815634944^9, 3.500114825750782^9},
2353	3.5001148837126427`^9, {3.500115194096051^9, 3.500115196619672*^9}}],
2354
2355	Cell[BoxData[
2356	FormBox[
2357	RowBox[{
2358	SuperscriptBox["MT2", "2"], "-",
2359	RowBox[{
2360	RowBox[{"(",
2361	RowBox[{"S", "+",
2362	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
2363	SuperscriptBox[
2364	RowBox[{"(",
2365	RowBox[{"S", "+", "T"}], ")"}], "2"]}], TraditionalForm]], "Output",
2366	CellChangeTimes->{3.5001148357923717`^9, 3.500114884139975^9,
2367	3.5001149456050453`^9, 3.5001151972425537`^9}]
2368	}, Open ]],
2369
2370	Cell[CellGroupData[{
2371
2372	Cell[BoxData[
2373	RowBox[{"FullSimplify", "[",
2374	RowBox[{"M1", "+", "M2"}], "]"}]], "Input",
2375	CellChangeTimes->{{3.500115199893497^9, 3.500115212279202^9}}],
2376
2377	Cell[BoxData[
2378	FormBox[
2379	RowBox[{
2380	SuperscriptBox["S", "2"], "+",
2381	RowBox[{"2", " ",
2382	RowBox[{"(",
2383	RowBox[{
2384	SuperscriptBox["MT2", "2"], "-",
2385	RowBox[{"2", " ", "T", " ", "MT2"}], "+",
2386	RowBox[{"T", " ",
2387	RowBox[{"(",
2388	RowBox[{"S", "+", "T"}], ")"}]}]}], ")"}]}]}],
2389	TraditionalForm]], "Output",
2390	CellChangeTimes->{{3.500115207062451^9, 3.500115213063921^9}}]
2391	}, Open ]],
2392
2393	Cell[CellGroupData[{
2394
2395	Cell[BoxData[
2396	RowBox[{"test", "=",
2397	RowBox[{"FullSimplify", "[",
2398	RowBox[{
2399	RowBox[{"Normal", "[",
2400	RowBox[{"Series", "[",
2401	RowBox[{
2402	RowBox[{"(",
2403	RowBox[{
2404	RowBox[{"Mqq2", "/.",
2405	RowBox[{"{",
2406	RowBox[{
2407	RowBox[{"MTri8", "\[Rule]", "Lambda"}], ",",
2408	RowBox[{"M8t", "\[Rule]", "Lambda"}], ",",
2409	RowBox[{"M8Q", "\[Rule]", "Lambda"}], ",",
2410	RowBox[{"gT8l", "\[Rule]",
2411	RowBox[{
2412	RowBox[{"-", "C83qq"}], "/", "gT8"}]}], ",",
2413	RowBox[{"g8Qu", "\[Rule]",
2414	RowBox[{
2415	RowBox[{"-", "C1qu"}], "/", "g8Q"}]}], ",",
2416	RowBox[{"g8Qd", "\[Rule]",
2417	RowBox[{
2418	RowBox[{"-", "C1qd"}], "/", "g8Q"}]}], ",",
2419	RowBox[{"g8Qq", "\[Rule]",
2420	RowBox[{
2421	RowBox[{"-", "C81qq"}], "/", "g8Q"}]}], ",",
2422	RowBox[{"g8tu", "\[Rule]",
2423	RowBox[{
2424	RowBox[{"-", "C8ut"}], "/", "g8t"}]}], ",",
2425	RowBox[{"g8td", "\[Rule]",
2426	RowBox[{
2427	RowBox[{"-", "C8td"}], "/", "g8t"}]}], ",",
2428	RowBox[{"g8tq", "\[Rule]",
2429	RowBox[{
2430	RowBox[{"-", "C1qt"}], "/", "g8t"}]}], ",",
2431	RowBox[{"Alfas2", "\[Rule]",
2432	RowBox[{
2433	RowBox[{"g", "^", "4"}], "/",
2434	RowBox[{
2435	RowBox[{"(",
2436	RowBox[{"4", "\[Pi]"}], ")"}], "^", "2"}]}]}], ",",
2437	RowBox[{"Alfas", "\[Rule]",
2438	RowBox[{
2439	RowBox[{"g", "^", "2"}], "/",
2440	RowBox[{"(",
2441	RowBox[{"4", "\[Pi]"}], ")"}]}]}]}], "}"}]}], "/.",
2442	RowBox[{"{",
2443	RowBox[{"U", "\[Rule]",
2444	RowBox[{
2445	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}], ")"}], ",",
2446
2447	RowBox[{"{",
2448	RowBox[{"Lambda", ",", "\[Infinity]", ",", "4"}], "}"}]}], "]"}],
2449	"]"}], "-", "Mqq3"}], "]"}]}]], "Input",
2450	CellChangeTimes->{{3.5008189004979057`^9, 3.500818929839912^9}, {
2451	3.50081899185375^9, 3.500818992952561^9}}],
2452
2453	Cell[BoxData[
2454	FormBox[
2455	RowBox[{
2456	FractionBox["1",
2457	RowBox[{"36", " ",
2458	SuperscriptBox["Lambda", "4"], " ",
2459	SuperscriptBox[
2460	RowBox[{"(",
2461	RowBox[{
2462	SuperscriptBox["MTri", "2"], "-", "S"}], ")"}], "2"], " ",
2463	SuperscriptBox["S", "2"]}]],
2464	RowBox[{"(",
2465	RowBox[{
2466	RowBox[{"81", " ", "gT", " ", "gTl", " ",
2467	SuperscriptBox["S", "2"], " ",
2468	SuperscriptBox[
2469	RowBox[{"(",
2470	RowBox[{
2471	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"], " ",
2472	SuperscriptBox["gT", "\[Conjugate]"], " ",
2473	SuperscriptBox["gTl", "\[Conjugate]"], " ",
2474	SuperscriptBox["Lambda", "4"]}], "+",
2475	RowBox[{"2", " ",
2476	SuperscriptBox[
2477	RowBox[{"(",
2478	RowBox[{
2479	SuperscriptBox["MTri", "2"], "-", "S"}], ")"}], "2"], " ",
2480	RowBox[{"(",
2481	RowBox[{
2482	RowBox[{"10", " ",
2483	SuperscriptBox["g", "4"], " ",
2484	RowBox[{"(",
2485	RowBox[{
2486	SuperscriptBox["S", "2"], "+",
2487	RowBox[{"2", " ",
2488	RowBox[{"(",
2489	RowBox[{
2490	SuperscriptBox["MT2", "2"], "-",
2491	RowBox[{"2", " ", "T", " ", "MT2"}], "+",
2492	RowBox[{"T", " ",
2493	RowBox[{"(",
2494	RowBox[{"S", "+", "T"}], ")"}]}]}], ")"}]}]}], ")"}], " ",
2495	SuperscriptBox["Lambda", "4"]}], "+",
2496	RowBox[{"9", " ",
2497	SuperscriptBox["S", "2"], " ",
2498	RowBox[{"(",
2499	RowBox[{
2500	RowBox[{
2501	SuperscriptBox["C1qt", "2"], " ",
2502	SuperscriptBox[
2503	RowBox[{"(",
2504	RowBox[{"MT2", "-", "T"}], ")"}], "2"]}], "+",
2505	RowBox[{
2506	SuperscriptBox["C1qu", "2"], " ",
2507	SuperscriptBox[
2508	RowBox[{"(",
2509	RowBox[{"MT2", "-", "T"}], ")"}], "2"]}], "+",
2510	RowBox[{
2511	RowBox[{"(",
2512	RowBox[{
2513	SuperscriptBox[
2514	RowBox[{"(",
2515	RowBox[{"C81qq", "+", "C83qq"}], ")"}], "2"], "+",
2516	SuperscriptBox["C8ut", "2"]}], ")"}], " ",
2517	SuperscriptBox[
2518	RowBox[{"(",
2519	RowBox[{
2520	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}], "+",
2521
2522	RowBox[{"2", " ", "C1qt", " ",
2523	RowBox[{"(",
2524	RowBox[{"C81qq", "+", "C83qq"}], ")"}], " ", "MT2", " ", "S"}],
2525	"+",
2526	RowBox[{"2", " ", "C1qu", " ", "C8ut", " ", "MT2", " ", "S"}]}],
2527	")"}]}], "+",
2528	RowBox[{"2", " ",
2529	SuperscriptBox["g", "2"], " ", "S", " ",
2530	RowBox[{"(",
2531	RowBox[{
2532	RowBox[{"5", " ",
2533	SuperscriptBox["Lambda", "2"]}], "+",
2534	RowBox[{"9", " ", "S"}]}], ")"}], " ",
2535	RowBox[{"(",
2536	RowBox[{
2537	RowBox[{"C1qt", " ",
2538	RowBox[{"(",
2539	RowBox[{
2540	SuperscriptBox["T", "2"], "-",
2541	RowBox[{"2", " ", "MT2", " ", "T"}], "+",
2542	RowBox[{"MT2", " ",
2543	RowBox[{"(",
2544	RowBox[{"MT2", "+", "S"}], ")"}]}]}], ")"}]}], "+",
2545	RowBox[{"C1qu", " ",
2546	RowBox[{"(",
2547	RowBox[{
2548	SuperscriptBox["T", "2"], "-",
2549	RowBox[{"2", " ", "MT2", " ", "T"}], "+",
2550	RowBox[{"MT2", " ",
2551	RowBox[{"(",
2552	RowBox[{"MT2", "+", "S"}], ")"}]}]}], ")"}]}], "+",
2553	RowBox[{
2554	RowBox[{"(",
2555	RowBox[{"C81qq", "+", "C83qq", "+", "C8ut"}], ")"}], " ",
2556	RowBox[{"(",
2557	RowBox[{
2558	SuperscriptBox["MT2", "2"], "-",
2559	RowBox[{
2560	RowBox[{"(",
2561	RowBox[{"S", "+",
2562	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
2563	SuperscriptBox[
2564	RowBox[{"(",
2565	RowBox[{"S", "+", "T"}], ")"}], "2"]}], ")"}]}]}], ")"}]}]}],
2566	")"}]}]}], ")"}]}], TraditionalForm]], "Output",
2567	CellChangeTimes->{{3.500818906656559^9, 3.500818932852653^9},
2568	3.500818993527314^9, 3.50081937864814^9, 3.5008826233798532`*^9}]
2569	}, Open ]],
2570
2571	Cell[CellGroupData[{
2572
2573	Cell[BoxData[
2574	RowBox[{"Simplify", "[",
2575	RowBox[{"Coefficient", "[",
2576	RowBox[{"test", ",", "C81qq", ",", "2"}], "]"}], "]"}]], "Input",
2577	CellChangeTimes->{{3.500818995457375^9, 3.500819017094617^9}, {
2578	3.5008193997033033`^9, 3.500819403365405^9}}],
2579
2580	Cell[BoxData[
2581	FormBox[
2582	FractionBox[
2583	SuperscriptBox[
2584	RowBox[{"(",
2585	RowBox[{
2586	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"],
2587	RowBox[{"2", " ",
2588	SuperscriptBox["Lambda", "4"]}]], TraditionalForm]], "Output",
2589	CellChangeTimes->{
2590	3.500819017656629^9, {3.500819380180347^9, 3.500819404040737*^9},
2591	3.500882628279786*^9}]
2592	}, Open ]],
2593
2594	Cell[CellGroupData[{
2595
2596	Cell[BoxData[
2597	RowBox[{"Simplify", "[",
2598	RowBox[{"Coefficient", "[",
2599	RowBox[{"test", ",", "C83qq", ",", "2"}], "]"}], "]"}]], "Input",
2600	CellChangeTimes->{3.500882767334375*^9}],
2601
2602	Cell[BoxData[
2603	FormBox[
2604	FractionBox[
2605	SuperscriptBox[
2606	RowBox[{"(",
2607	RowBox[{
2608	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"],
2609	RowBox[{"2", " ",
2610	SuperscriptBox["Lambda", "4"]}]], TraditionalForm]], "Output",
2611	CellChangeTimes->{3.500882767777335*^9}]
2612	}, Open ]],
2613
2614	Cell[CellGroupData[{
2615
2616	Cell[BoxData[
2617	RowBox[{"Simplify", "[",
2618	RowBox[{"Coefficient", "[",
2619	RowBox[{"test", ",", "C8ut", ",", "2"}], "]"}], "]"}]], "Input",
2620	CellChangeTimes->{{3.500819026374195^9, 3.500819036185522^9}, {
2621	3.500819080810912^9, 3.5008190980256443`^9}, {3.5008194167487087`*^9,
2622	3.500819437558082*^9}}],
2623
2624	Cell[BoxData[
2625	FormBox[
2626	FractionBox[
2627	SuperscriptBox[
2628	RowBox[{"(",
2629	RowBox[{
2630	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"],
2631	RowBox[{"2", " ",
2632	SuperscriptBox["Lambda", "4"]}]], TraditionalForm]], "Output",
2633	CellChangeTimes->{
2634	3.500819036865534^9, {3.500819081849884^9, 3.5008190988970613`*^9}, {
2635	3.5008194177893248`^9, 3.500819438058185^9}, 3.500882631629285*^9}]
2636	}, Open ]],
2637
2638	Cell[CellGroupData[{
2639
2640	Cell[BoxData[
2641	RowBox[{"Simplify", "[",
2642	RowBox[{"Coefficient", "[",
2643	RowBox[{"test", ",", "C1qu", ",", "2"}], "]"}], "]"}]], "Input",
2644	CellChangeTimes->{
2645	3.500820303239694^9, {3.500882688981048^9, 3.500882719141464*^9}}],
2646
2647	Cell[BoxData[
2648	FormBox[
2649	FractionBox[
2650	SuperscriptBox[
2651	RowBox[{"(",
2652	RowBox[{"MT2", "-", "T"}], ")"}], "2"],
2653	RowBox[{"2", " ",
2654	SuperscriptBox["Lambda", "4"]}]], TraditionalForm]], "Output",
2655	CellChangeTimes->{
2656	3.500820310670985^9, 3.500882634523271^9, {3.500882689527706*^9,
2657	3.500882720235757*^9}}]
2658	}, Open ]],
2659
2660	Cell[CellGroupData[{
2661
2662	Cell[BoxData[
2663	RowBox[{"Simplify", "[",
2664	RowBox[{"Coefficient", "[",
2665	RowBox[{"test", ",", "C1qt", ",", "2"}], "]"}], "]"}]], "Input",
2666	CellChangeTimes->{3.5008826487196074`*^9}],
2667
2668	Cell[BoxData[
2669	FormBox[
2670	FractionBox[
2671	SuperscriptBox[
2672	RowBox[{"(",
2673	RowBox[{"MT2", "-", "T"}], ")"}], "2"],
2674	RowBox[{"2", " ",
2675	SuperscriptBox["Lambda", "4"]}]], TraditionalForm]], "Output",
2676	CellChangeTimes->{3.5008826540577183`*^9}]
2677	}, Open ]]
2678	}, Closed]],
2679
2680	Cell[CellGroupData[{
2681
2682	Cell["dd->tt", "Subtitle",
2683	CellChangeTimes->{{3.4778117420706997`^9, 3.4778117447507^9}, {
2684	3.5001158577529583`^9, 3.5001158665004883`^9}}],
2685
2686	Cell[BoxData[
2687	RowBox[{"Quit", "[", "]"}]], "Input",
2688	CellChangeTimes->{{3.448968342513181^9, 3.448968344880295^9}}],
2689
2690	Cell[CellGroupData[{
2691
2692	Cell[BoxData[{
2693	RowBox[{
2694	RowBox[{
2695	"SetDirectory", "[", "\"\</home/degrande/eta/FeynProg/FeynArts-3.5\>\"",
2696	"]"}], ";"}], "\[IndentingNewLine]",
2697	RowBox[{"<<", " ", "FeynArts`"}]}], "Input",
2698	CellChangeTimes->{
2699	3.4777456682883^9, 3.478434363232997^9, 3.495271937325*^9,
2700	3.495273775256^9, {3.500110182753488^9, 3.5001101841359262`*^9}}],
2701
2702	Cell[CellGroupData[{
2703
2704	Cell[BoxData[
2705	FormBox["\<\"\"\>", TraditionalForm]], "Print",
2706	CellChangeTimes->{{3.495271942766^9, 3.495271949283^9}, 3.495275934381*^9,
2707	3.495275980209^9, 3.495276745436^9, 3.4952772886940002`*^9,
2708	3.495278198532^9, 3.4952811762790003`^9, 3.4952822222349997`*^9,
2709	3.500110154976571^9, {3.500110185064245^9, 3.5001101933754053`*^9},
2710	3.5001108098376293`^9, 3.500112832793943^9, 3.5001132212678003`*^9,
2711	3.500115878238862^9, 3.50081886072397^9}],
2712
2713	Cell[BoxData[
2714	FormBox["\<\"FeynArts 3.5\"\>", TraditionalForm]], "Print",
2715	CellChangeTimes->{{3.495271942766^9, 3.495271949283^9}, 3.495275934381*^9,
2716	3.495275980209^9, 3.495276745436^9, 3.4952772886940002`*^9,
2717	3.495278198532^9, 3.4952811762790003`^9, 3.4952822222349997`*^9,
2718	3.500110154976571^9, {3.500110185064245^9, 3.5001101933754053`*^9},
2719	3.5001108098376293`^9, 3.500112832793943^9, 3.5001132212678003`*^9,
2720	3.500115878238862^9, 3.500818860742702^9}],
2721
2722	Cell[BoxData[
2723	FormBox["\<\"by Hagen Eck, Sepp Kueblbeck, and Thomas Hahn\"\>",
2724	TraditionalForm]], "Print",
2725	CellChangeTimes->{{3.495271942766^9, 3.495271949283^9}, 3.495275934381*^9,
2726	3.495275980209^9, 3.495276745436^9, 3.4952772886940002`*^9,
2727	3.495278198532^9, 3.4952811762790003`^9, 3.4952822222349997`*^9,
2728	3.500110154976571^9, {3.500110185064245^9, 3.5001101933754053`*^9},
2729	3.5001108098376293`^9, 3.500112832793943^9, 3.5001132212678003`*^9,
2730	3.500115878238862^9, 3.500818860755033^9}],
2731
2732	Cell[BoxData[
2733	FormBox["\<\"last revised 16 Apr 10\"\>", TraditionalForm]], "Print",
2734	CellChangeTimes->{{3.495271942766^9, 3.495271949283^9}, 3.495275934381*^9,
2735	3.495275980209^9, 3.495276745436^9, 3.4952772886940002`*^9,
2736	3.495278198532^9, 3.4952811762790003`^9, 3.4952822222349997`*^9,
2737	3.500110154976571^9, {3.500110185064245^9, 3.5001101933754053`*^9},
2738	3.5001108098376293`^9, 3.500112832793943^9, 3.5001132212678003`*^9,
2739	3.500115878238862^9, 3.500818860766197^9}]
2740	}, Open ]]
2741	}, Open ]],
2742
2743	Cell[BoxData[
2744	RowBox[{
2745	RowBox[{"topo", " ", "=", " ",
2746	RowBox[{"CreateTopologies", "[",
2747	RowBox[{"0", ",",
2748	RowBox[{"2", "\[Rule]", "2"}], ",", " ",
2749	RowBox[{"Adjacencies", "\[Rule]",
2750	RowBox[{"{", "3", "}"}]}]}], "]"}]}], ";"}]], "Input",
2751	CellChangeTimes->{
2752	3.47548813810296^9, 3.475488972088063^9, {3.4777456120408*^9,
2753	3.4777456332583^9}, 3.4778098132447^9, 3.4778110152581997`*^9, {
2754	3.5001115587562923`^9, 3.500111580397962^9}, {3.500111634475185*^9,
2755	3.5001116428315163`*^9}}],
2756
2757	Cell[CellGroupData[{
2758
2759	Cell[BoxData[
2760	RowBox[{"Paint", "[", "topo", "]"}]], "Input",
2761	CellChangeTimes->{{3.4777456818157997`^9, 3.4777456889958^9}, {
2762	3.500111015829336^9, 3.5001110174838743`^9}}],
2763
2764	Cell[CellGroupData[{
2765
2766	Cell[BoxData[
2767	FormBox[
2768	InterpretationBox[
2769	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
2770	"\[InvisibleSpace]", "\<\": \"\>",
2771	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
2772	SequenceForm["> Top. ", 1, ": ", "1 diagram"],
2773	Editable->False], TraditionalForm]], "Print",
2774	CellChangeTimes->{3.495271989648^9, 3.495275983322^9, 3.500111018446618*^9,
2775	3.5001116461921253`*^9}],
2776
2777	Cell[BoxData[
2778	FormBox[
2779	InterpretationBox[
2780	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
2781	"\[InvisibleSpace]", "\<\": \"\>",
2782	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
2783	SequenceForm["> Top. ", 2, ": ", "1 diagram"],
2784	Editable->False], TraditionalForm]], "Print",
2785	CellChangeTimes->{3.495271989648^9, 3.495275983322^9, 3.500111018446618*^9,
2786	3.50011164629797*^9}],
2787
2788	Cell[BoxData[
2789	FormBox[
2790	InterpretationBox[
2791	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
2792	"\[InvisibleSpace]", "\<\": \"\>",
2793	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
2794	SequenceForm["> Top. ", 3, ": ", "1 diagram"],
2795	Editable->False], TraditionalForm]], "Print",
2796	CellChangeTimes->{3.495271989648^9, 3.495275983322^9, 3.500111018446618*^9,
2797	3.500111646306368*^9}],
2798
2799	Cell[BoxData[
2800	FormBox[
2801	GraphicsBox[{InsetBox[
2802	GraphicsBox[
2803	{Thickness[0.005],
2804	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
2805	5.999999999996362, 10.000000000001819`}}],
2806	LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
2807	5.999999999994543, 9.999999999994543}}],
2808	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
2809	14.000000000003638`, 10.000000000001819`}}],
2810	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
2811	10.}}], LineBox[{{5.999999999990206, 10.}, {13.999999999982222`,
2812	10.}}],
2813	{PointSize[0.04], PointBox[{6., 10.}],
2814	PointBox[{13.99999999999999, 10.}]}, InsetBox[
2815	TagBox[
2816	StyleBox[
2817	TagBox["\<\"T1\"\>",
2818	DisplayForm],
2819	FontFamily->"Helvetica",
2820	FontSize->7.997355371900828],
2821	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
2822	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
2823	AspectRatio->1,
2824	PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[
2825	GraphicsBox[
2826	{Thickness[0.005],
2827	LineBox[{{6.139089236967266*^-12, 15.}, {10.000000000002046`,
2828	14.000000000003638`}}],
2829	LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, {
2830	9.999999999988404, 6.}}],
2831	LineBox[{{20.000000000002956`, 15.}, {10.000000000002956`, 14.}}],
2832	LineBox[{{19.999999999997726`, 4.999999999996362}, {9.999999999997726,
2833	5.999999999996362}}],
2834	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
2835	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
2836	PointBox[{10., 6.}]}, InsetBox[
2837	TagBox[
2838	StyleBox[
2839	TagBox["\<\"T2\"\>",
2840	DisplayForm],
2841	FontFamily->"Helvetica",
2842	FontSize->7.997355371900828],
2843	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
2844	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
2845	AspectRatio->1,
2846	PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}],
2847	InsetBox[
2848	GraphicsBox[
2849	{Thickness[0.005],
2850	LineBox[{{6.139089236967266*^-12, 15.}, {10.000000000002046`,
2851	14.000000000003638`}}],
2852	LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, {
2853	9.999999999988404, 6.}}],
2854	LineBox[{{20.00000000000182, 15.}, {10., 6.}}],
2855	LineBox[{{20.00000000000182, 5.}, {10., 14.}}],
2856	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
2857	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
2858	PointBox[{10., 6.}]}, InsetBox[
2859	TagBox[
2860	StyleBox[
2861	TagBox["\<\"T3\"\>",
2862	DisplayForm],
2863	FontFamily->"Helvetica",
2864	FontSize->7.997355371900828],
2865	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
2866	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
2867	AspectRatio->1,
2868	PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}],
2869	InsetBox[
2870	TagBox[
2871	StyleBox[
2872	TagBox["\<\"2\"\>",
2873	DisplayForm],
2874	FontFamily->"Helvetica",
2875	FontSize->11.99603305785124],
2876	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
2877	11.99603305785124]& ], {28.5, 69.96}, {0, 0}], InsetBox[
2878	TagBox[
2879	StyleBox[
2880	TagBox["\<\"\[RightArrow]\"\>",
2881	DisplayForm],
2882	FontFamily->"Helvetica",
2883	FontSize->11.99603305785124],
2884	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
2885	11.99603305785124]& ], {33., 69.96}, {0, 0}], InsetBox[
2886	TagBox[
2887	StyleBox[
2888	TagBox["\<\"2\"\>",
2889	DisplayForm],
2890	FontFamily->"Helvetica",
2891	FontSize->11.99603305785124],
2892	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
2893	11.99603305785124]& ], {37.5, 69.96}, {0, 0}]},
2894	AspectRatio->1.0999999999999999`,
2895	PlotRange->{{0, 66}, {0, 72.6}}], TraditionalForm]], "Print",
2896	CellChangeTimes->{3.495271989648^9, 3.495275983322^9, 3.500111018446618*^9,
2897	3.5001116463187733`*^9}]
2898	}, Open ]],
2899
2900	Cell[BoxData[
2901	FormBox[
2902	RowBox[{
2903	RowBox[{"FeynArtsGraphics", "(",
2904	RowBox[{"2", "\[Rule]", "2"}], ")"}], "\[InvisibleApplication]",
2905	RowBox[{"(",
2906	TagBox[
2907	RowBox[{"(", "\[NoBreak]", GridBox[{
2908	{
2909	FormBox[
2910	InterpretationBox[
2911
2912	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1\"\>",
2913	"\[InvisibleSpace]", "\<\"]\"\>"}],
2914	SequenceForm["[", "T1", "]"],
2915	Editable->False],
2916	TraditionalForm],
2917	FormBox[
2918	InterpretationBox[
2919
2920	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2\"\>",
2921	"\[InvisibleSpace]", "\<\"]\"\>"}],
2922	SequenceForm["[", "T2", "]"],
2923	Editable->False],
2924	TraditionalForm],
2925	FormBox[
2926	InterpretationBox[
2927
2928	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T3\"\>",
2929	"\[InvisibleSpace]", "\<\"]\"\>"}],
2930	SequenceForm["[", "T3", "]"],
2931	Editable->False],
2932	TraditionalForm]},
2933	{"Null", "Null", "Null"},
2934	{"Null", "Null", "Null"}
2935	},
2936	GridBoxAlignment->{
2937	"Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}},
2938	"RowsIndexed" -> {}},
2939	GridBoxSpacings->{"Columns" -> {
2940	Offset[0.27999999999999997`], {
2941	Offset[0.7]},
2942	Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> {
2943	Offset[0.2], {
2944	Offset[0.4]},
2945	Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
2946	Function[BoxForm`e$,
2947	MatrixForm[BoxForm`e$]]], ")"}]}], TraditionalForm]], "Output",
2948	CellChangeTimes->{3.4777456905908003`^9, 3.478435705207405^9,
2949	3.495271902317^9, 3.495271990013^9, 3.495275983486*^9,
2950	3.50011101885795^9, 3.500111646432447^9}]
2951	}, Closed]],
2952
2953	Cell[CellGroupData[{
2954
2955	Cell[BoxData[
2956	RowBox[{
2957	RowBox[{"INTopoqq", " ", "=", " ",
2958	RowBox[{"InsertFields", "[",
2959	RowBox[{"topo", ",",
2960	RowBox[{
2961	RowBox[{"{",
2962	RowBox[{
2963	RowBox[{"F", "[", "10", "]"}], ",",
2964	RowBox[{"-",
2965	RowBox[{"F", "[", "10", "]"}]}]}], "}"}], "\[Rule]",
2966	RowBox[{"{",
2967	RowBox[{
2968	RowBox[{"F", "[", "9", "]"}], ",",
2969	RowBox[{"-",
2970	RowBox[{"F", "[", "9", "]"}]}]}], "}"}]}], ",",
2971	RowBox[{"GenericModel", "\[Rule]", "\"\<Top4Fermion/Top4Fermion\>\""}],
2972	",",
2973	RowBox[{"Model", "\[Rule]", "\"\<Top4Fermion/Top4Fermion\>\""}], ",",
2974	RowBox[{"ExcludeParticles", "\[Rule]",
2975	RowBox[{"{",
2976	RowBox[{"S", ",",
2977	RowBox[{"V", "[", "1", "]"}], ",",
2978	RowBox[{"V", "[", "2", "]"}], ",",
2979	RowBox[{"V", "[", "3", "]"}]}], "}"}]}], ",",
2980	RowBox[{"InsertionLevel", "\[Rule]",
2981	RowBox[{"{",
2982	RowBox[{"Generic", ",", "Classes"}], "}"}]}]}], "]"}]}],
2983	";"}]], "Input",
2984	CellChangeTimes->{{3.4778060034077^9, 3.4778060172207003`^9}, {
2985	3.4778061181482^9, 3.4778062060957003`^9}, {3.4778064622107*^9,
2986	3.4778064974032^9}, {3.4778096875622^9, 3.4778097175422*^9}, {
2987	3.4778099067622004`^9, 3.4778099081296997`^9}, {3.4778111168007*^9,
2988	3.4778111226157^9}, {3.4778115172907^9, 3.4778115174282*^9},
2989	3.478437845209915^9, {3.479546689667869^9, 3.479546718821388*^9}, {
2990	3.479546793843457^9, 3.47954680051448^9}, 3.4952742275699997`*^9, {
2991	3.49527430859^9, 3.495274311582^9}, {3.500110127592201*^9,
2992	3.500110148872984^9}, {3.50011023482518^9, 3.5001102598698807`*^9}, {
2993	3.500110817023205^9, 3.500110825242276^9}, {3.500111957435989*^9,
2994	3.50011198241054^9}, {3.500113240310526^9, 3.500113263759314*^9}, {
2995	3.500115891404975^9, 3.5001158943104^9}}],
2996
2997	Cell[CellGroupData[{
2998
2999	Cell[BoxData[
3000	FormBox["\<\"\"\>", TraditionalForm]], "Print",
3001	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3002	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3003	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3004	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3005	3.500115880034738^9, 3.500115895355101^9}, 3.500818863227004*^9}],
3006
3007	Cell[BoxData[
3008	FormBox[
3009	InterpretationBox[
3010	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
3011	"\[InvisibleSpace]", "\<\"generic\"\>",
3012	"\[InvisibleSpace]", "\<\" model file \"\>",
3013	"\[InvisibleSpace]", \
3014	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/Top4Fermion/\
3015	Top4Fermion.gen\"\>"}],
3016	SequenceForm[
3017	"", "loading ", "generic", " model file ",
3018	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/Top4Fermion/\
3019	Top4Fermion.gen"],
3020	Editable->False], TraditionalForm]], "Print",
3021	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3022	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3023	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3024	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3025	3.500115880034738^9, 3.500115895355101^9}, 3.500818863382736*^9}],
3026
3027	Cell[BoxData[
3028	FormBox["\<\"> $SVMixing is OFF\"\>", TraditionalForm]], "Print",
3029	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3030	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3031	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3032	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3033	3.500115880034738^9, 3.500115895355101^9}, 3.500818863389044*^9}],
3034
3035	Cell[BoxData[
3036	FormBox[
3037	InterpretationBox[
3038	RowBox[{"\<\"generic model \"\>", "\[InvisibleSpace]",
3039	RowBox[{"{", "\<\"Top4Fermion/Top4Fermion\"\>", "}"}],
3040	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
3041	SequenceForm[
3042	"generic model ", {"Top4Fermion/Top4Fermion"}, " initialized"],
3043	Editable->False], TraditionalForm]], "Print",
3044	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3045	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3046	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3047	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3048	3.500115880034738^9, 3.500115895355101^9}, 3.5008188634014597`*^9}],
3049
3050	Cell[BoxData[
3051	FormBox["\<\"\"\>", TraditionalForm]], "Print",
3052	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3053	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3054	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3055	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3056	3.500115880034738^9, 3.500115895355101^9}, 3.500818863412986*^9}],
3057
3058	Cell[BoxData[
3059	FormBox[
3060	InterpretationBox[
3061	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
3062	"\[InvisibleSpace]", "\<\"classes\"\>",
3063	"\[InvisibleSpace]", "\<\" model file \"\>",
3064	"\[InvisibleSpace]", \
3065	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/Top4Fermion/\
3066	Top4Fermion.mod\"\>"}],
3067	SequenceForm[
3068	"", "loading ", "classes", " model file ",
3069	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/Top4Fermion/\
3070	Top4Fermion.mod"],
3071	Editable->False], TraditionalForm]], "Print",
3072	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3073	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3074	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3075	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3076	3.500115880034738^9, 3.500115895355101^9}, 3.500818863587625*^9}],
3077
3078	Cell[BoxData[
3079	FormBox[
3080	InterpretationBox[
3081	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "51",
3082	"\[InvisibleSpace]", "\<\" particles (incl. antiparticles) in \"\>",
3083	"\[InvisibleSpace]", "30", "\[InvisibleSpace]", "\<\" classes\"\>"}],
3084	SequenceForm[
3085	"> ", 51, " particles (incl. antiparticles) in ", 30, " classes"],
3086	Editable->False], TraditionalForm]], "Print",
3087	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3088	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3089	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3090	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3091	3.500115880034738^9, 3.500115895355101^9}, 3.500818863710537*^9}],
3092
3093	Cell[BoxData[
3094	FormBox["\<\"> $CounterTerms are ON\"\>", TraditionalForm]], "Print",
3095	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3096	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3097	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3098	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3099	3.500115880034738^9, 3.500115895355101^9}, 3.500818863837781*^9}],
3100
3101	Cell[BoxData[
3102	FormBox[
3103	InterpretationBox[
3104	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "98",
3105	"\[InvisibleSpace]", "\<\" vertices\"\>"}],
3106	SequenceForm["> ", 98, " vertices"],
3107	Editable->False], TraditionalForm]], "Print",
3108	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3109	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3110	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3111	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3112	3.500115880034738^9, 3.500115895355101^9}, 3.5008188639649363`*^9}],
3113
3114	Cell[BoxData[
3115	FormBox[
3116	InterpretationBox[
3117	RowBox[{"\<\"classes model \"\>", "\[InvisibleSpace]",
3118	RowBox[{"{", "\<\"Top4Fermion/Top4Fermion\"\>", "}"}],
3119	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
3120	SequenceForm[
3121	"classes model ", {"Top4Fermion/Top4Fermion"}, " initialized"],
3122	Editable->False], TraditionalForm]], "Print",
3123	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3124	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3125	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3126	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3127	3.500115880034738^9, 3.500115895355101^9}, 3.5008188640951223`*^9}],
3128
3129	Cell[BoxData[
3130	FormBox["\<\"\"\>", TraditionalForm]], "Print",
3131	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3132	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3133	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3134	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3135	3.500115880034738^9, 3.500115895355101^9}, 3.5008188642291117`*^9}],
3136
3137	Cell[BoxData[
3138	FormBox[
3139	InterpretationBox[
3140	RowBox[{"\<\"Excluding \"\>", "\[InvisibleSpace]", "1",
3141	"\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "8",
3142	"\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "8",
3143	"\[InvisibleSpace]", "\<\" Particles fields\"\>"}],
3144	SequenceForm[
3145	"Excluding ", 1, " Generic, ", 8, " Classes, and ", 8,
3146	" Particles fields"],
3147	Editable->False], TraditionalForm]], "Print",
3148	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3149	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3150	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3151	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3152	3.500115880034738^9, 3.500115895355101^9}, 3.500818864486908*^9}],
3153
3154	Cell[BoxData[
3155	FormBox["\<\"\"\>", TraditionalForm]], "Print",
3156	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3157	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3158	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3159	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3160	3.500115880034738^9, 3.500115895355101^9}, 3.5008188646270657`*^9}],
3161
3162	Cell[BoxData[
3163	FormBox[
3164	InterpretationBox[
3165	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
3166	RowBox[{"{",
3167	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3168	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
3169	Editable->False], TraditionalForm]], "Print",
3170	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3171	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3172	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3173	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3174	3.500115880034738^9, 3.500115895355101^9}, 3.500818864768882*^9}],
3175
3176	Cell[BoxData[
3177	FormBox[
3178	InterpretationBox[
3179	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3180	"\[InvisibleSpace]", "\<\": \"\>",
3181	"\[InvisibleSpace]", "\<\"1 Generic, 4 Classes insertions\"\>"}],
3182	SequenceForm["> Top. ", 1, ": ", "1 Generic, 4 Classes insertions"],
3183	Editable->False], TraditionalForm]], "Print",
3184	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3185	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3186	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3187	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3188	3.500115880034738^9, 3.500115895355101^9}, 3.5008188649145947`*^9}],
3189
3190	Cell[BoxData[
3191	FormBox[
3192	InterpretationBox[
3193	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
3194	"\[InvisibleSpace]", "\<\": \"\>",
3195	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
3196	SequenceForm["> Top. ", 2, ": ", "0 Generic, 0 Classes insertions"],
3197	Editable->False], TraditionalForm]], "Print",
3198	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3199	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3200	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3201	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3202	3.500115880034738^9, 3.500115895355101^9}, 3.500818865062788*^9}],
3203
3204	Cell[BoxData[
3205	FormBox[
3206	InterpretationBox[
3207	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
3208	"\[InvisibleSpace]", "\<\": \"\>",
3209	"\[InvisibleSpace]", "\<\"0 Generic, 0 Classes insertions\"\>"}],
3210	SequenceForm["> Top. ", 3, ": ", "0 Generic, 0 Classes insertions"],
3211	Editable->False], TraditionalForm]], "Print",
3212	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3213	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3214	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3215	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3216	3.500115880034738^9, 3.500115895355101^9}, 3.5008188654263983`*^9}],
3217
3218	Cell[BoxData[
3219	FormBox["\<\"\"\>", TraditionalForm]], "Print",
3220	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3221	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3222	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3223	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3224	3.500115880034738^9, 3.500115895355101^9}, 3.500818865718655*^9}],
3225
3226	Cell[BoxData[
3227	FormBox[
3228	InterpretationBox[
3229	RowBox[{"\<\"Restoring \"\>", "\[InvisibleSpace]", "1",
3230	"\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "8",
3231	"\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "8",
3232	"\[InvisibleSpace]", "\<\" Particles fields\"\>"}],
3233	SequenceForm[
3234	"Restoring ", 1, " Generic, ", 8, " Classes, and ", 8,
3235	" Particles fields"],
3236	Editable->False], TraditionalForm]], "Print",
3237	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3238	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3239	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3240	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3241	3.500115880034738^9, 3.500115895355101^9}, 3.500818865862444*^9}],
3242
3243	Cell[BoxData[
3244	FormBox[
3245	InterpretationBox[
3246	RowBox[{"\<\"in total: \"\>",
3247	"\[InvisibleSpace]", "\<\"1 Generic, 4 Classes insertions\"\>"}],
3248	SequenceForm["in total: ", "1 Generic, 4 Classes insertions"],
3249	Editable->False], TraditionalForm]], "Print",
3250	CellChangeTimes->{{3.500110220560235^9, 3.500110260726797^9},
3251	3.500110826472937^9, 3.500111008343144^9, 3.500111652991624*^9, {
3252	3.500111952373335^9, 3.500111984619184^9}, {3.50011280614165*^9,
3253	3.500112835601047^9}, 3.50011322323335^9, 3.5001132656239643`*^9, {
3254	3.500115880034738^9, 3.500115895355101^9}, 3.500818866008196*^9}]
3255	}, Open ]]
3256	}, Open ]],
3257
3258	Cell[CellGroupData[{
3259
3260	Cell[BoxData[
3261	RowBox[{"Paint", "[", "INTopoqq", "]"}]], "Input",
3262	CellChangeTimes->{{3.4778063315682^9, 3.4778063464357^9}, {
3263	3.4778115474231997`^9, 3.4778115475632^9}, 3.478437858916929*^9,
3264	3.479546810801527*^9}],
3265
3266	Cell[CellGroupData[{
3267
3268	Cell[BoxData[
3269	FormBox[
3270	InterpretationBox[
3271	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3272	"\[InvisibleSpace]", "\<\": \"\>",
3273	"\[InvisibleSpace]", "\<\"5 diagrams\"\>"}],
3274	SequenceForm["> Top. ", 1, ": ", "5 diagrams"],
3275	Editable->False], TraditionalForm]], "Print",
3276	CellChangeTimes->{3.479546811928915^9, 3.4952720143900003`^9,
3277	3.495274238238^9, 3.4952743199230003`^9, 3.495276316532*^9,
3278	3.49527676376^9, 3.500110224991707^9, 3.500111668474367*^9,
3279	3.500112840460973^9, 3.500113227219717^9, 3.5001132697596207`*^9,
3280	3.500115898238626^9, 3.5008188665077353`^9}],
3281
3282	Cell[BoxData[
3283	FormBox[
3284	GraphicsBox[{InsetBox[
3285	GraphicsBox[
3286	{Thickness[0.005],
3287	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
3288	5.999999999996362, 10.000000000001819`}}],
3289	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
3290	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
3291	13.191399151637638`}}], InsetBox[
3292	TagBox[
3293	StyleBox[
3294	TagBox["\<\"d\"\>",
3295	DisplayForm],
3296	FontFamily->"Helvetica",
3297	FontSize->9.996694214876035],
3298	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3299	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
3300	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
3301	5.999999999994543, 9.999999999994543}}],
3302	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
3303	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
3304	8.191399151637638}}], InsetBox[
3305	TagBox[
3306	StyleBox[
3307	TagBox["\<\"d\"\>",
3308	DisplayForm],
3309	FontFamily->"Helvetica",
3310	FontSize->9.996694214876035],
3311	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3312	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
3313	{-1, 1}],
3314	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
3315	14.000000000003638`, 10.000000000001819`}}],
3316	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
3317	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
3318	11.808600848362362`}}], InsetBox[
3319	TagBox[
3320	StyleBox[
3321	TagBox["\<\"t\"\>",
3322	DisplayForm],
3323	FontFamily->"Helvetica",
3324	FontSize->9.996694214876035],
3325	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3326	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
3327	{1, -1}],
3328	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
3329	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
3330	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
3331	6.808600848362362}}], InsetBox[
3332	TagBox[
3333	StyleBox[
3334	TagBox["\<\"t\"\>",
3335	DisplayForm],
3336	FontFamily->"Helvetica",
3337	FontSize->9.996694214876035],
3338	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3339	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
3340	{-1, -1}], LineBox[CompressedData["
3341	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
3342	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
3343	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
3344	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
3345	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
3346	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
3347	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
3348	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
3349	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
3350	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
3351	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
3352	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
3353	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
3354	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
3355	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
3356	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
3357	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
3358	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
3359	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
3360	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
3361	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
3362	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
3363	YYABMg==
3364	"]], InsetBox[
3365	TagBox[
3366	StyleBox[
3367	TagBox["\<\"V\"\>",
3368	DisplayForm],
3369	FontFamily->"Helvetica",
3370	FontSize->9.996694214876035],
3371	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3372	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
3373	{PointSize[0.04], PointBox[{6., 10.}],
3374	PointBox[{13.99999999999999, 10.}]}, InsetBox[
3375	TagBox[
3376	StyleBox[
3377	TagBox["\<\"T1 G1 N1\"\>",
3378	DisplayForm],
3379	FontFamily->"Helvetica",
3380	FontSize->7.997355371900828],
3381	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3382	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
3383	AspectRatio->1,
3384	PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[
3385	GraphicsBox[
3386	{Thickness[0.005],
3387	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
3388	5.999999999996362, 10.000000000001819`}}],
3389	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
3390	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
3391	13.191399151637638`}}], InsetBox[
3392	TagBox[
3393	StyleBox[
3394	TagBox["\<\"d\"\>",
3395	DisplayForm],
3396	FontFamily->"Helvetica",
3397	FontSize->9.996694214876035],
3398	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3399	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
3400	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
3401	5.999999999994543, 9.999999999994543}}],
3402	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
3403	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
3404	8.191399151637638}}], InsetBox[
3405	TagBox[
3406	StyleBox[
3407	TagBox["\<\"d\"\>",
3408	DisplayForm],
3409	FontFamily->"Helvetica",
3410	FontSize->9.996694214876035],
3411	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3412	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
3413	{-1, 1}],
3414	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
3415	14.000000000003638`, 10.000000000001819`}}],
3416	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
3417	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
3418	11.808600848362362`}}], InsetBox[
3419	TagBox[
3420	StyleBox[
3421	TagBox["\<\"t\"\>",
3422	DisplayForm],
3423	FontFamily->"Helvetica",
3424	FontSize->9.996694214876035],
3425	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3426	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
3427	{1, -1}],
3428	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
3429	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
3430	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
3431	6.808600848362362}}], InsetBox[
3432	TagBox[
3433	StyleBox[
3434	TagBox["\<\"t\"\>",
3435	DisplayForm],
3436	FontFamily->"Helvetica",
3437	FontSize->9.996694214876035],
3438	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3439	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
3440	{-1, -1}], LineBox[CompressedData["
3441	1:eJw9lgs4lGkbxyeHJbW7KtZphnm972uxCn0S8dVtUaImQiTr1Mgh1iGKlEOs
3442	Ux8yWqykIUr4HFKxUityppXSUsoMKRE7Ouqkfeb7rp65rrnm+l3vPM/7HO77
3443	//8TPiE7fSUYDEYx+op/p4Y/o88PwPjfhwKRYrbO4XbEodoZNgMkDBn9FR6Z
3444	iNg+teKnChLKC3v/22+GWPtP3ngWCWVWBtKnRbro/zrLPiaQUMRJaqZKEZ/w
3445	umaJWD6YuemSK2K+78kbGSTYecTysuQR27dwZ86RcMletPlevw6ar+JxRS8J
3446	jyKqP+znIc7vqAt4T0JJ7pXDE56IlfePaRpSECPY4hi8HrHNWrvoYAoyA4Lr
3447	e1QQy3e33K6ioESne4W1DGKv7t6Q5xRIpMVLVn7WBkb82EKODg0GkZNeOyXQ
3448	85aK9QXeNMiNd/I1vkFcG/K1Eo+GjNmbyjwCseyo84tGGrzMJgvubhCvxyAw
3449	9i4NfE57420XxMPvqtMnEHc59dkeFD93uxo6ScNwQXOnKAcx5Keq3adh6yP/
3450	pqPV4vWmucm20jAYEzbf3ybez8NdFkU0WHOnTr+9jThq8audoTQsPrv3wfMv
3451	8fy/WBpvoOEPX335/kHEgr+trRYp2EHEmR4Qjy+fGVz5BwUd8uafPpUjZrcW
3452	uMdRMKYlV5uTKD5P0+XjFhQIXukN3HFE7J/51HYpBZY2L8kBVcT890LZYRKW
3453	pgmeMu6j8xmOKjKvJUGLKZdllINY0KdVlENCnA90x9ggNlF6FpBIwkH+28qV
3454	H79H79++3DEe3adz0/sttYhPCC/GpJMQKerg7/VDHGWWcKCYhNaaQwczSMQ2
3455	HlHmN0lw9+sKuPxEC53PuznneRIo44kVsRcRK0fr92tRkCe8VqCbilj0L0lH
3456	HwrcVtQNnPBHHLXT3LmYgpqzek++dRKPnyXVhBSkJ9js/o8tYsFU9oQ6DZZn
3457	DLXC7BBPtXtLutLwneKgyRVnxCbnX0qk08AY1Lg34yeeP+DA7xdp8Cwti7WN
3458	R8xwauQO0GAsyijoKES8kHa5WUiD/Mdrit9fRdySWLrkCQ1zTSYvWCOIh5ds
3459	l3pIg+7RsBverxDLyn6r3UkD19VipkMO7Zfhmu9Rhu7v532VLqqI/QcjWNE0
3460	hIbwmgMIxPYys9utaHisUnKjVh2x4IfJ9UtpUPLeX7xtBWL5mTL/HgqmN5sb
3461	31kQr6exLDedAo2UykmnITHHpyduoyCjjTe75zxigx9rHq6kwHgoPfhJiJgL
3462	YzUFJOSUxf+8x0C8ft3pY1dICNwX6h0zjc5BZKHfm0dCQ8mplm18xKHs15xf
3463	SNAbiLog7YSYnce/H0fCK9rc76WMmFPiKlJI6JK9+tHrOiWux9X+hSS8NMzv
3464	PBqNmO/jsOYaCUojSc7WZoiVMxJ4UyRs5rIPBUgjrl0rusSk4K3+qsRNIyQw
3465	BhxJZxcKktqL8usaEIt0R6d/pWBuTUySEaobRnm8UusQBe9aDze0/orY/tS8
3466	sgINYUK75NGT4vFm5EYODZmr9GsyTiPuOt5RnUDDcgfzqUPViOGp6toqGmr2
3467	bVgy3o6YX6zwopeG43WF8z1CxCZ7LmSN0aB9S6x/iFP5C4boftunfb5Zp07h
3468	53Xu7YusDRQe7xTeppTqQOH5W1MH7MNRnX55/9/C+mhyP4XX5zKSZPPvQAqv
3469	P/xkUkyvB4X313fPy49jQ+H9B+Q8P9KiReHzUfEcS81FOvjl/GymD1c0oT76
3470	cr5B2X4mx5JJfP55TVaSZyxIfD9Bp9vyly9o4vsj+5J3va/UxPdbzuZuqvfU
3471	xPc/uS6rKElRE9dH85vY7NI/CVw/unMRPJUTBK6vO5+DVpa6Erj+DBWdVCt1
3472	CVyfkUfauvVkCFy/W31OetTPsXF9Bx37aeMOIRvXv1Av2DL3ERv3R7HTb07l
3473	k2zcP88tryuYvmbj/jLenLmxaBmB+2+vsOPrcS0C96d9p8X0sBWB+1etKszX
3474	dC+B+3v+7e6Ey3EE7n/7njEdhXwC64NZyurOrRUE1g8WdWsk8xKB9aVTteHc
3475	gcsE1p86jTsqokoC69NXFzn6IXkE1q8uoYXv0CEC65tZBnMuYTuB9U/KfX2u
3476	rQqB9bFoVWpa+Cgb6+f9ShPPwnw21lepLdbSjTvYWH9HPsg4zUqysT633IgN
3477	lg3RwPodwZkR5o6oY32vithosGinjvVftVy50bOHhf1BwCnzdHVlYf8Yn54+
3478	M7zAxP5i5JsiLVXNxP4j8YaRoRLNxP7041X+mK8bE/vXWa6DLDgwsb8ZX19z
3479	U96dif2PmcVkcaOY2B/1e1YflzrLxP4p75Acqj7MxP7qc97ZL3AVC/tv3LOI
3480	THd7FvZnhvy6nl3pLOzf5yojbz1oZmF/r2oNud4ywcL+71VotHHPBxbOB4Va
3481	iwsXGOo4P7hPBo1GzrNwviitp34L7GPh/NHdHrKbzmbhfHJkN0/OFFg4vzzm
3482	lMhqP2DifOMyqR7uyGXi/CN7ROKB4JEazkdnqjoS8jhqOD/5nHqTfKVBFeer
3483	iE9Fr9vVVXH+4nz2K+WmquB8psByUFV8p4zzm8DtYdWySMRR/893s3fF+qeE
3484	898/7akEag==
3485	"]], InsetBox[
3486	TagBox[
3487	StyleBox[
3488	TagBox["\<\"G\"\>",
3489	DisplayForm],
3490	FontFamily->"Helvetica",
3491	FontSize->9.996694214876035],
3492	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3493	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
3494	{PointSize[0.04], PointBox[{6., 10.}],
3495	PointBox[{13.99999999999999, 10.}]}, InsetBox[
3496	TagBox[
3497	StyleBox[
3498	TagBox["\<\"T1 C1 N2\"\>",
3499	DisplayForm],
3500	FontFamily->"Helvetica",
3501	FontSize->7.997355371900828],
3502	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3503	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
3504	AspectRatio->1,
3505	PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}],
3506	InsetBox[
3507	GraphicsBox[
3508	{Thickness[0.005],
3509	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
3510	5.999999999996362, 10.000000000001819`}}],
3511	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
3512	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
3513	13.191399151637638`}}], InsetBox[
3514	TagBox[
3515	StyleBox[
3516	TagBox["\<\"d\"\>",
3517	DisplayForm],
3518	FontFamily->"Helvetica",
3519	FontSize->9.996694214876035],
3520	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3521	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
3522	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
3523	5.999999999994543, 9.999999999994543}}],
3524	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
3525	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
3526	8.191399151637638}}], InsetBox[
3527	TagBox[
3528	StyleBox[
3529	TagBox["\<\"d\"\>",
3530	DisplayForm],
3531	FontFamily->"Helvetica",
3532	FontSize->9.996694214876035],
3533	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3534	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
3535	{-1, 1}],
3536	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
3537	14.000000000003638`, 10.000000000001819`}}],
3538	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
3539	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
3540	11.808600848362362`}}], InsetBox[
3541	TagBox[
3542	StyleBox[
3543	TagBox["\<\"t\"\>",
3544	DisplayForm],
3545	FontFamily->"Helvetica",
3546	FontSize->9.996694214876035],
3547	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3548	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
3549	{1, -1}],
3550	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
3551	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
3552	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
3553	6.808600848362362}}], InsetBox[
3554	TagBox[
3555	StyleBox[
3556	TagBox["\<\"t\"\>",
3557	DisplayForm],
3558	FontFamily->"Helvetica",
3559	FontSize->9.996694214876035],
3560	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3561	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
3562	{-1, -1}], LineBox[CompressedData["
3563	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
3564	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
3565	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
3566	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
3567	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
3568	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
3569	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
3570	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
3571	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
3572	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
3573	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
3574	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
3575	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
3576	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
3577	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
3578	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
3579	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
3580	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
3581	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
3582	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
3583	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
3584	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
3585	YYABMg==
3586	"]], InsetBox[
3587	TagBox[
3588	StyleBox[
3589	TagBox["\<\"Tri80\"\>",
3590	DisplayForm],
3591	FontFamily->"Helvetica",
3592	FontSize->9.996694214876035],
3593	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3594	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
3595	{PointSize[0.04], PointBox[{6., 10.}],
3596	PointBox[{13.99999999999999, 10.}]}, InsetBox[
3597	TagBox[
3598	StyleBox[
3599	TagBox["\<\"T1 C2 N3\"\>",
3600	DisplayForm],
3601	FontFamily->"Helvetica",
3602	FontSize->7.997355371900828],
3603	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3604	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
3605	AspectRatio->1,
3606	PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}],
3607	InsetBox[
3608	GraphicsBox[
3609	{Thickness[0.005],
3610	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
3611	5.999999999996362, 10.000000000001819`}}],
3612	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
3613	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
3614	13.191399151637638`}}], InsetBox[
3615	TagBox[
3616	StyleBox[
3617	TagBox["\<\"d\"\>",
3618	DisplayForm],
3619	FontFamily->"Helvetica",
3620	FontSize->9.996694214876035],
3621	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3622	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
3623	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
3624	5.999999999994543, 9.999999999994543}}],
3625	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
3626	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
3627	8.191399151637638}}], InsetBox[
3628	TagBox[
3629	StyleBox[
3630	TagBox["\<\"d\"\>",
3631	DisplayForm],
3632	FontFamily->"Helvetica",
3633	FontSize->9.996694214876035],
3634	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3635	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
3636	{-1, 1}],
3637	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
3638	14.000000000003638`, 10.000000000001819`}}],
3639	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
3640	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
3641	11.808600848362362`}}], InsetBox[
3642	TagBox[
3643	StyleBox[
3644	TagBox["\<\"t\"\>",
3645	DisplayForm],
3646	FontFamily->"Helvetica",
3647	FontSize->9.996694214876035],
3648	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3649	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
3650	{1, -1}],
3651	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
3652	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
3653	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
3654	6.808600848362362}}], InsetBox[
3655	TagBox[
3656	StyleBox[
3657	TagBox["\<\"t\"\>",
3658	DisplayForm],
3659	FontFamily->"Helvetica",
3660	FontSize->9.996694214876035],
3661	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3662	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
3663	{-1, -1}], LineBox[CompressedData["
3664	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
3665	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
3666	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
3667	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
3668	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
3669	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
3670	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
3671	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
3672	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
3673	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
3674	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
3675	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
3676	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
3677	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
3678	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
3679	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
3680	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
3681	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
3682	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
3683	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
3684	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
3685	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
3686	YYABMg==
3687	"]], InsetBox[
3688	TagBox[
3689	StyleBox[
3690	TagBox["\<\"V8t\"\>",
3691	DisplayForm],
3692	FontFamily->"Helvetica",
3693	FontSize->9.996694214876035],
3694	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3695	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
3696	{PointSize[0.04], PointBox[{6., 10.}],
3697	PointBox[{13.99999999999999, 10.}]}, InsetBox[
3698	TagBox[
3699	StyleBox[
3700	TagBox["\<\"T1 C3 N4\"\>",
3701	DisplayForm],
3702	FontFamily->"Helvetica",
3703	FontSize->7.997355371900828],
3704	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3705	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
3706	AspectRatio->1,
3707	PlotRange->{{-1, 21}, {-1, 21}}], {0, 22}, {0, 0}, {22, 22}], InsetBox[
3708	GraphicsBox[
3709	{Thickness[0.005],
3710	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
3711	5.999999999996362, 10.000000000001819`}}],
3712	PolygonBox[{{3.4609327677584254`, 12.115889360201312`}, {
3713	2.2829934723757828`, 12.576822127959737`}, {2.7951409921073664`,
3714	13.191399151637638`}}], InsetBox[
3715	TagBox[
3716	StyleBox[
3717	TagBox["\<\"d\"\>",
3718	DisplayForm],
3719	FontFamily->"Helvetica",
3720	FontSize->9.996694214876035],
3721	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3722	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
3723	{1, 1}], LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
3724	5.999999999994543, 9.999999999994543}}],
3725	PolygonBox[{{2.5390672322415746`, 7.1158893602013125`}, {
3726	3.7170065276242177`, 7.576822127959738}, {3.2048590078926336`,
3727	8.191399151637638}}], InsetBox[
3728	TagBox[
3729	StyleBox[
3730	TagBox["\<\"d\"\>",
3731	DisplayForm],
3732	FontFamily->"Helvetica",
3733	FontSize->9.996694214876035],
3734	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3735	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
3736	{-1, 1}],
3737	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
3738	14.000000000003638`, 10.000000000001819`}}],
3739	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
3740	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
3741	11.808600848362362`}}], InsetBox[
3742	TagBox[
3743	StyleBox[
3744	TagBox["\<\"t\"\>",
3745	DisplayForm],
3746	FontFamily->"Helvetica",
3747	FontSize->9.996694214876035],
3748	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3749	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
3750	{1, -1}],
3751	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
3752	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
3753	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
3754	6.808600848362362}}], InsetBox[
3755	TagBox[
3756	StyleBox[
3757	TagBox["\<\"t\"\>",
3758	DisplayForm],
3759	FontFamily->"Helvetica",
3760	FontSize->9.996694214876035],
3761	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3762	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
3763	{-1, -1}], LineBox[CompressedData["
3764	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
3765	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
3766	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
3767	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
3768	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
3769	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
3770	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
3771	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
3772	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
3773	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
3774	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
3775	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
3776	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
3777	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
3778	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
3779	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
3780	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
3781	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
3782	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
3783	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
3784	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
3785	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
3786	YYABMg==
3787	"]], InsetBox[
3788	TagBox[
3789	StyleBox[
3790	TagBox["\<\"V8Q\"\>",
3791	DisplayForm],
3792	FontFamily->"Helvetica",
3793	FontSize->9.996694214876035],
3794	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3795	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
3796	{PointSize[0.04], PointBox[{6., 10.}],
3797	PointBox[{13.99999999999999, 10.}]}, InsetBox[
3798	TagBox[
3799	StyleBox[
3800	TagBox["\<\"T1 C4 N5\"\>",
3801	DisplayForm],
3802	FontFamily->"Helvetica",
3803	FontSize->7.997355371900828],
3804	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3805	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
3806	AspectRatio->1,
3807	PlotRange->{{-1, 21}, {-1, 21}}], {22, 22}, {0, 0}, {22, 22}],
3808	InsetBox[
3809	TagBox[
3810	StyleBox[
3811	TagBox["\<\"d\"\>",
3812	DisplayForm],
3813	FontFamily->"Helvetica",
3814	FontSize->11.99603305785124],
3815	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3816	11.99603305785124]& ], {24., 69.96}, {0, 0}], InsetBox[
3817	TagBox[
3818	StyleBox[
3819	TagBox["\<\"d\"\>",
3820	DisplayForm],
3821	FontFamily->"Helvetica",
3822	FontSize->11.99603305785124],
3823	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3824	11.99603305785124]& ], {28.5, 69.96}, {0, 0}], InsetBox[
3825	TagBox[
3826	StyleBox[
3827	TagBox["\<\"\[RightArrow]\"\>",
3828	DisplayForm],
3829	FontFamily->"Helvetica",
3830	FontSize->11.99603305785124],
3831	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3832	11.99603305785124]& ], {33., 69.96}, {0, 0}], InsetBox[
3833	TagBox[
3834	StyleBox[
3835	TagBox["\<\"t\"\>",
3836	DisplayForm],
3837	FontFamily->"Helvetica",
3838	FontSize->11.99603305785124],
3839	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3840	11.99603305785124]& ], {37.5, 69.96}, {0, 0}], InsetBox[
3841	TagBox[
3842	StyleBox[
3843	TagBox["\<\"t\"\>",
3844	DisplayForm],
3845	FontFamily->"Helvetica",
3846	FontSize->11.99603305785124],
3847	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
3848	11.99603305785124]& ], {42., 69.96}, {0, 0}]},
3849	AspectRatio->1.0999999999999999`,
3850	PlotRange->{{0, 66}, {0, 72.6}}], TraditionalForm]], "Print",
3851	CellChangeTimes->{3.479546811928915^9, 3.4952720143900003`^9,
3852	3.495274238238^9, 3.4952743199230003`^9, 3.495276316532*^9,
3853	3.49527676376^9, 3.500110224991707^9, 3.500111668474367*^9,
3854	3.500112840460973^9, 3.500113227219717^9, 3.5001132697596207`*^9,
3855	3.500115898238626^9, 3.500818869096265^9}]
3856	}, Open ]],
3857
3858	Cell[BoxData[
3859	FormBox[
3860	RowBox[{
3861	RowBox[{"FeynArtsGraphics", "(",
3862	RowBox[{
3863	RowBox[{"{",
3864	RowBox[{"\<\"d\"\>", ",", "\<\"d\"\>"}], "}"}], "\[Rule]",
3865	RowBox[{"{",
3866	RowBox[{"\<\"t\"\>", ",", "\<\"t\"\>"}], "}"}]}], ")"}],
3867	"\[InvisibleApplication]",
3868	RowBox[{"(",
3869	TagBox[
3870	RowBox[{"(", "\[NoBreak]", GridBox[{
3871	{
3872	FormBox[
3873	InterpretationBox[
3874
3875	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 G1 N1\"\>",
3876	"\[InvisibleSpace]", "\<\"]\"\>"}],
3877	SequenceForm["[", "T1 G1 N1", "]"],
3878	Editable->False],
3879	TraditionalForm],
3880	FormBox[
3881	InterpretationBox[
3882
3883	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C1 N2\"\>",
3884	"\[InvisibleSpace]", "\<\"]\"\>"}],
3885	SequenceForm["[", "T1 C1 N2", "]"],
3886	Editable->False],
3887	TraditionalForm],
3888	FormBox[
3889	InterpretationBox[
3890
3891	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C2 N3\"\>",
3892	"\[InvisibleSpace]", "\<\"]\"\>"}],
3893	SequenceForm["[", "T1 C2 N3", "]"],
3894	Editable->False],
3895	TraditionalForm]},
3896	{
3897	FormBox[
3898	InterpretationBox[
3899
3900	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C3 N4\"\>",
3901	"\[InvisibleSpace]", "\<\"]\"\>"}],
3902	SequenceForm["[", "T1 C3 N4", "]"],
3903	Editable->False],
3904	TraditionalForm],
3905	FormBox[
3906	InterpretationBox[
3907
3908	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C4 N5\"\>",
3909	"\[InvisibleSpace]", "\<\"]\"\>"}],
3910	SequenceForm["[", "T1 C4 N5", "]"],
3911	Editable->False],
3912	TraditionalForm], "Null"},
3913	{"Null", "Null", "Null"}
3914	},
3915	GridBoxAlignment->{
3916	"Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}},
3917	"RowsIndexed" -> {}},
3918	GridBoxSpacings->{"Columns" -> {
3919	Offset[0.27999999999999997`], {
3920	Offset[0.7]},
3921	Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> {
3922	Offset[0.2], {
3923	Offset[0.4]},
3924	Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
3925	Function[BoxForm`e$,
3926	MatrixForm[BoxForm`e$]]], ")"}]}], TraditionalForm]], "Output",
3927	CellChangeTimes->{
3928	3.4778063475407^9, 3.4778065254607^9, 3.4778099157272*^9,
3929	3.4778115492682^9, 3.47843686984159^9, 3.478436906375371*^9, {
3930	3.478437853618226^9, 3.478437860811162^9}, 3.479099999826127*^9,
3931	3.479106333796554^9, {3.479546806741183^9, 3.479546812623714*^9},
3932	3.495272014652^9, 3.495274238559^9, 3.495274320167^9, 3.495276316769^9,
3933	3.495276764039^9, 3.500110227529645^9, 3.500111668952627*^9,
3934	3.500112840863007^9, 3.50011322761375^9, 3.500113270045206*^9,
3935	3.500115898582712^9, 3.5008188692359467`^9}]
3936	}, Open ]],
3937
3938	Cell[CellGroupData[{
3939
3940	Cell[BoxData[
3941	RowBox[{
3942	RowBox[{"Amplqq", " ", "=", " ",
3943	RowBox[{"CreateFeynAmp", "[", "INTopoqq", "]"}]}], ";"}]], "Input",
3944	CellChangeTimes->{{3.4778062370957003`^9, 3.4778062399307003`^9}, {
3945	3.4778115657332^9, 3.4778115658507^9}, {3.4778120221097*^9,
3946	3.4778120222467003`^9}, 3.479547360479462^9}],
3947
3948	Cell[CellGroupData[{
3949
3950	Cell[BoxData[
3951	FormBox["\<\"\"\>", TraditionalForm]], "Print",
3952	CellChangeTimes->{
3953	3.4778115712007^9, {3.4778120234797^9, 3.4778120430657*^9},
3954	3.478434383755428^9, 3.478435578790159^9, 3.478435879919781*^9,
3955	3.478436801285664^9, 3.478436912149393^9, 3.479546827897663*^9,
3956	3.479547326278256^9, 3.479547708182675^9, 3.4952721609779997`*^9,
3957	3.4952743519700003`^9, 3.495276425449^9, 3.495276773883*^9,
3958	3.495277303781^9, 3.495278211932^9, 3.495281183468^9, 3.495282230146^9,
3959	3.500113289384753^9, 3.500115903798622^9, 3.5008188703118362`*^9}],
3960
3961	Cell[BoxData[
3962	FormBox[
3963	InterpretationBox[
3964	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
3965	RowBox[{"{",
3966	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
3967	SequenceForm[
3968	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
3969	Editable->False], TraditionalForm]], "Print",
3970	CellChangeTimes->{
3971	3.4778115712007^9, {3.4778120234797^9, 3.4778120430657*^9},
3972	3.478434383755428^9, 3.478435578790159^9, 3.478435879919781*^9,
3973	3.478436801285664^9, 3.478436912149393^9, 3.479546827897663*^9,
3974	3.479547326278256^9, 3.479547708182675^9, 3.4952721609779997`*^9,
3975	3.4952743519700003`^9, 3.495276425449^9, 3.495276773883*^9,
3976	3.495277303781^9, 3.495278211932^9, 3.495281183468^9, 3.495282230146^9,
3977	3.500113289384753^9, 3.500115903798622^9, 3.500818870370175*^9}],
3978
3979	Cell[BoxData[
3980	FormBox[
3981	InterpretationBox[
3982	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
3983	"\[InvisibleSpace]", "\<\": \"\>",
3984	"\[InvisibleSpace]", "\<\"1 Generic, 4 Classes amplitudes\"\>"}],
3985	SequenceForm["> Top. ", 1, ": ", "1 Generic, 4 Classes amplitudes"],
3986	Editable->False], TraditionalForm]], "Print",
3987	CellChangeTimes->{
3988	3.4778115712007^9, {3.4778120234797^9, 3.4778120430657*^9},
3989	3.478434383755428^9, 3.478435578790159^9, 3.478435879919781*^9,
3990	3.478436801285664^9, 3.478436912149393^9, 3.479546827897663*^9,
3991	3.479547326278256^9, 3.479547708182675^9, 3.4952721609779997`*^9,
3992	3.4952743519700003`^9, 3.495276425449^9, 3.495276773883*^9,
3993	3.495277303781^9, 3.495278211932^9, 3.495281183468^9, 3.495282230146^9,
3994	3.500113289384753^9, 3.500115903798622^9, 3.5008188704856157`*^9}],
3995
3996	Cell[BoxData[
3997	FormBox[
3998	InterpretationBox[
3999	RowBox[{"\<\"in total: \"\>",
4000	"\[InvisibleSpace]", "\<\"1 Generic, 4 Classes amplitudes\"\>"}],
4001	SequenceForm["in total: ", "1 Generic, 4 Classes amplitudes"],
4002	Editable->False], TraditionalForm]], "Print",
4003	CellChangeTimes->{
4004	3.4778115712007^9, {3.4778120234797^9, 3.4778120430657*^9},
4005	3.478434383755428^9, 3.478435578790159^9, 3.478435879919781*^9,
4006	3.478436801285664^9, 3.478436912149393^9, 3.479546827897663*^9,
4007	3.479547326278256^9, 3.479547708182675^9, 3.4952721609779997`*^9,
4008	3.4952743519700003`^9, 3.495276425449^9, 3.495276773883*^9,
4009	3.495277303781^9, 3.495278211932^9, 3.495281183468^9, 3.495282230146^9,
4010	3.500113289384753^9, 3.500115903798622^9, 3.5008188706006203`*^9}]
4011	}, Open ]]
4012	}, Open ]],
4013
4014	Cell[CellGroupData[{
4015
4016	Cell[BoxData[{
4017	RowBox[{
4018	RowBox[{
4019	"SetDirectory", "[", "\"\</home/degrande/eta/FeynProg/FormCalc-6.2\>\"",
4020	"]"}], ";"}], "\[IndentingNewLine]",
4021	RowBox[{"<<", " ", "FormCalc`"}]}], "Input",
4022	CellChangeTimes->{
4023	3.4777456682883^9, {3.4778119018507^9, 3.4778119054056997`*^9}, {
4024	3.4778119371527^9, 3.4778119527257^9}, {3.478434390853149*^9,
4025	3.478434394596879^9}, {3.500113298082315^9, 3.5001132986342363`*^9}}],
4026
4027	Cell[CellGroupData[{
4028
4029	Cell[BoxData[
4030	FormBox["\<\"\"\>", TraditionalForm]], "Print",
4031	CellChangeTimes->{3.4778119597987003`^9, 3.4778120637597^9,
4032	3.478434395661687^9, 3.478435582118547^9, 3.478435888622634*^9,
4033	3.478436917398712^9, 3.479100039759344^9, 3.479106351470136*^9,
4034	3.479546849379882^9, 3.479547331470876^9, 3.479547710446361*^9,
4035	3.500113299063477^9, 3.500115906831184^9, 3.50081887225768*^9}],
4036
4037	Cell[BoxData[
4038	FormBox["\<\"FormCalc 6.2\"\>", TraditionalForm]], "Print",
4039	CellChangeTimes->{3.4778119597987003`^9, 3.4778120637597^9,
4040	3.478434395661687^9, 3.478435582118547^9, 3.478435888622634*^9,
4041	3.478436917398712^9, 3.479100039759344^9, 3.479106351470136*^9,
4042	3.479546849379882^9, 3.479547331470876^9, 3.479547710446361*^9,
4043	3.500113299063477^9, 3.500115906831184^9, 3.500818872336307*^9}],
4044
4045	Cell[BoxData[
4046	FormBox["\<\"by Thomas Hahn\"\>", TraditionalForm]], "Print",
4047	CellChangeTimes->{3.4778119597987003`^9, 3.4778120637597^9,
4048	3.478434395661687^9, 3.478435582118547^9, 3.478435888622634*^9,
4049	3.478436917398712^9, 3.479100039759344^9, 3.479106351470136*^9,
4050	3.479546849379882^9, 3.479547331470876^9, 3.479547710446361*^9,
4051	3.500113299063477^9, 3.500115906831184^9, 3.50081887251595*^9}],
4052
4053	Cell[BoxData[
4054	FormBox["\<\"last revised 11 Aug 10\"\>", TraditionalForm]], "Print",
4055	CellChangeTimes->{3.4778119597987003`^9, 3.4778120637597^9,
4056	3.478434395661687^9, 3.478435582118547^9, 3.478435888622634*^9,
4057	3.478436917398712^9, 3.479100039759344^9, 3.479106351470136*^9,
4058	3.479546849379882^9, 3.479547331470876^9, 3.479547710446361*^9,
4059	3.500113299063477^9, 3.500115906831184^9, 3.500818872654035*^9}]
4060	}, Open ]]
4061	}, Open ]],
4062
4063	Cell[CellGroupData[{
4064
4065	Cell[BoxData[
4066	RowBox[{
4067	RowBox[{"Mqq", " ", "=", " ",
4068	RowBox[{"CalcFeynAmp", "[",
4069	RowBox[{"Amplqq", ",",
4070	RowBox[{"FermionChains", "\[Rule]", "Chiral"}]}], "]"}]}],
4071	";"}]], "Input",
4072	CellChangeTimes->{{3.4778119845017^9, 3.4778120345607^9}, {
4073	3.478435376938886^9, 3.478435418868291^9}, 3.479547358194307*^9}],
4074
4075	Cell[CellGroupData[{
4076
4077	Cell[BoxData[
4078	FormBox["\<\"\"\>", TraditionalForm]], "Print",
4079	CellChangeTimes->{3.478434402570528^9, 3.478435422620416^9,
4080	3.478435588542779^9, 3.478435896246393^9, 3.478436924110362*^9,
4081	3.479100051862622^9, 3.479106355014496^9, 3.479546852661124*^9,
4082	3.479547334202314^9, 3.479547712295999^9, 3.500113303957884*^9,
4083	3.5001159092885427`^9, 3.5008188735618362`^9}],
4084
4085	Cell[BoxData[
4086	FormBox[
4087	InterpretationBox[
4088	RowBox[{"\<\"preparing FORM code in \"\>",
4089	"\[InvisibleSpace]", \
4090	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm\"\>"}],
4091	SequenceForm[
4092	"preparing FORM code in ",
4093	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm"],
4094	Editable->False], TraditionalForm]], "Print",
4095	CellChangeTimes->{3.478434402570528^9, 3.478435422620416^9,
4096	3.478435588542779^9, 3.478435896246393^9, 3.478436924110362*^9,
4097	3.479100051862622^9, 3.479106355014496^9, 3.479546852661124*^9,
4098	3.479547334202314^9, 3.479547712295999^9, 3.500113303957884*^9,
4099	3.5001159092885427`^9, 3.5008188736319723`^9}],
4100
4101	Cell["running FORM... ", "Print",
4102	CellChangeTimes->{3.478434402570528^9, 3.478435422620416^9,
4103	3.478435588542779^9, 3.478435896246393^9, 3.478436924110362*^9,
4104	3.479100051862622^9, 3.479106355014496^9, 3.479546852661124*^9,
4105	3.479547334202314^9, 3.479547712295999^9, 3.500113303957884*^9,
4106	3.5001159092885427`^9, 3.5008188737813663`^9}],
4107
4108	Cell[BoxData[
4109	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
4110	CellChangeTimes->{3.478434402570528^9, 3.478435422620416^9,
4111	3.478435588542779^9, 3.478435896246393^9, 3.478436924110362*^9,
4112	3.479100051862622^9, 3.479106355014496^9, 3.479546852661124*^9,
4113	3.479547334202314^9, 3.479547712295999^9, 3.500113303957884*^9,
4114	3.5001159092885427`^9, 3.500818874138801^9}]
4115	}, Open ]]
4116	}, Open ]],
4117
4118	Cell[CellGroupData[{
4119
4120	Cell[BoxData[
4121	RowBox[{"col", "=",
4122	RowBox[{"ColourME", "[", "Mqq", "]"}]}]], "Input",
4123	CellChangeTimes->{{3.478434696113564^9, 3.478434729084623^9}, {
4124	3.478435197289632^9, 3.478435232835993^9}, {3.478436054623279*^9,
4125	3.478436055525961*^9}}],
4126
4127	Cell[BoxData[
4128	FormBox[
4129	RowBox[{"{",
4130	RowBox[{
4131	RowBox[{
4132	RowBox[{"Mat", "(",
4133	RowBox[{"SUN1", ",", "SUN2"}], ")"}], "\[Rule]", "3"}], ",",
4134	RowBox[{
4135	RowBox[{"Mat", "(",
4136	RowBox[{"SUN1", ",", "SUN1"}], ")"}], "\[Rule]", "9"}], ",",
4137	RowBox[{
4138	RowBox[{"Mat", "(",
4139	RowBox[{"SUN2", ",", "SUN2"}], ")"}], "\[Rule]", "9"}], ",",
4140	RowBox[{
4141	RowBox[{"Mat", "(",
4142	RowBox[{"SUN2", ",", "SUN1"}], ")"}], "\[Rule]", "3"}]}], "}"}],
4143	TraditionalForm]], "Output",
4144	CellChangeTimes->{3.478434730426236^9, 3.478435200749498^9,
4145	3.478435233950212^9, 3.478435426393788^9, 3.478435591077346*^9,
4146	3.478435927320691^9, 3.478436057790335^9, 3.478436928353135*^9,
4147	3.479100063362775^9, 3.479106358816292^9, 3.479546864822269*^9,
4148	3.479547348022377^9, 3.479547714372858^9, 3.500113308549095*^9,
4149	3.5001159120221453`^9, 3.500818876737793^9}]
4150	}, Open ]],
4151
4152	Cell[CellGroupData[{
4153
4154	Cell[BoxData[{
4155	RowBox[{
4156	RowBox[{"_Hel", "=", "0"}], ";"}], "\[IndentingNewLine]",
4157	RowBox[{
4158	RowBox[{"hel", "=",
4159	RowBox[{"HelicityME", "[", "Mqq", "]"}]}], ";"}]}], "Input",
4160	CellChangeTimes->{{3.478435272631223^9, 3.478435280805309^9}, {
4161	3.478435549596737^9, 3.478435557227066^9}, {3.478436067208497*^9,
4162	3.478436071671449^9}, {3.478436592499899^9, 3.478436607261712*^9},
4163	3.479547354402557*^9}],
4164
4165	Cell[CellGroupData[{
4166
4167	Cell[BoxData[
4168	FormBox[
4169	InterpretationBox[
4170	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "16",
4171	"\[InvisibleSpace]", "\<\" helicity matrix elements\"\>"}],
4172	SequenceForm["> ", 16, " helicity matrix elements"],
4173	Editable->False], TraditionalForm]], "Print",
4174	CellChangeTimes->{3.478435541414897^9, 3.478435592470004^9,
4175	3.478435933573625^9, 3.478436072748205^9, 3.478436610903903*^9,
4176	3.478436931796526^9, 3.47910006737685^9, 3.479106361221098*^9,
4177	3.479546867343088^9, 3.479547349361385^9, 3.479547716089566*^9,
4178	3.500113312071175^9, 3.5001159149255447`^9, 3.50081887771782*^9}],
4179
4180	Cell[BoxData[
4181	FormBox["\<\"\"\>", TraditionalForm]], "Print",
4182	CellChangeTimes->{3.478435541414897^9, 3.478435592470004^9,
4183	3.478435933573625^9, 3.478436072748205^9, 3.478436610903903*^9,
4184	3.478436931796526^9, 3.47910006737685^9, 3.479106361221098*^9,
4185	3.479546867343088^9, 3.479547349361385^9, 3.479547716089566*^9,
4186	3.500113312071175^9, 3.5001159149255447`^9, 3.500818877799251*^9}],
4187
4188	Cell[BoxData[
4189	FormBox[
4190	InterpretationBox[
4191	RowBox[{"\<\"preparing FORM code in \"\>",
4192	"\[InvisibleSpace]", \
4193	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm\"\>"}],
4194	SequenceForm[
4195	"preparing FORM code in ",
4196	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm"],
4197	Editable->False], TraditionalForm]], "Print",
4198	CellChangeTimes->{3.478435541414897^9, 3.478435592470004^9,
4199	3.478435933573625^9, 3.478436072748205^9, 3.478436610903903*^9,
4200	3.478436931796526^9, 3.47910006737685^9, 3.479106361221098*^9,
4201	3.479546867343088^9, 3.479547349361385^9, 3.479547716089566*^9,
4202	3.500113312071175^9, 3.5001159149255447`^9, 3.500818877961761*^9}],
4203
4204	Cell["running FORM... ", "Print",
4205	CellChangeTimes->{3.478435541414897^9, 3.478435592470004^9,
4206	3.478435933573625^9, 3.478436072748205^9, 3.478436610903903*^9,
4207	3.478436931796526^9, 3.47910006737685^9, 3.479106361221098*^9,
4208	3.479546867343088^9, 3.479547349361385^9, 3.479547716089566*^9,
4209	3.500113312071175^9, 3.5001159149255447`^9, 3.500818878097522*^9}],
4210
4211	Cell[BoxData[
4212	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
4213	CellChangeTimes->{3.478435541414897^9, 3.478435592470004^9,
4214	3.478435933573625^9, 3.478436072748205^9, 3.478436610903903*^9,
4215	3.478436931796526^9, 3.47910006737685^9, 3.479106361221098*^9,
4216	3.479546867343088^9, 3.479547349361385^9, 3.479547716089566*^9,
4217	3.500113312071175^9, 3.5001159149255447`^9, 3.500818878224792*^9}]
4218	}, Open ]]
4219	}, Open ]],
4220
4221	Cell[CellGroupData[{
4222
4223	Cell[BoxData[
4224	RowBox[{"Mqq2", "=",
4225	RowBox[{
4226	RowBox[{"Simplify", "[",
4227	RowBox[{
4228	RowBox[{
4229	RowBox[{
4230	RowBox[{
4231	RowBox[{
4232	RowBox[{"SquaredME", "[", "Mqq", "]"}], "/.", "col"}], "/.", "hel"}],
4233	"/.",
4234	RowBox[{"{",
4235	RowBox[{"MD2", "\[Rule]", "0"}], "}"}]}], "/.", "M$FACouplings"}],
4236	",",
4237	RowBox[{"Assumptions", "\[Rule]",
4238	RowBox[{"{",
4239	RowBox[{
4240	RowBox[{"v", "\[Element]", "Reals"}], ",",
4241	RowBox[{"g8t", "\[Element]", "Reals"}], ",",
4242	RowBox[{"g8Q", "\[Element]", "Reals"}], ",",
4243	RowBox[{"MTri8", "\[Element]", "Reals"}], ",",
4244	RowBox[{"M8t", "\[Element]", "Reals"}], ",",
4245	RowBox[{"M8Q", "\[Element]", "Reals"}], ",",
4246	RowBox[{"g8tu", "\[Element]", "Reals"}], ",",
4247	RowBox[{"g8Qu", "\[Element]", "Reals"}], ",",
4248	RowBox[{"g8tq", "\[Element]", "Reals"}], ",",
4249	RowBox[{"g8Qq", "\[Element]", "Reals"}], ",",
4250	RowBox[{"g8td", "\[Element]", "Reals"}], ",",
4251	RowBox[{"g8Qd", "\[Element]", "Reals"}], ",",
4252	RowBox[{"gT8", "\[Element]", "Reals"}], ",",
4253	RowBox[{"gT8l", "\[Element]", "Reals"}]}], "}"}]}]}], "]"}], "/.",
4254	RowBox[{
4255	RowBox[{"Den", "[",
4256	RowBox[{"a_", ",", "b_"}], "]"}], "\[Rule]",
4257	RowBox[{"1", "/",
4258	RowBox[{"(",
4259	RowBox[{"a", "-", "b"}], ")"}]}]}]}]}]], "Input",
4260	CellChangeTimes->{{3.478436009927547^9, 3.478436018997932^9}, {
4261	3.478436082403898^9, 3.478436090700395^9}, {3.478436177508675*^9,
4262	3.47843618204671^9}, {3.478437003898071^9, 3.47843701110685*^9}, {
4263	3.478437477803822^9, 3.478437504302616^9}, {3.479106936214095*^9,
4264	3.479106948049022^9}, {3.479107333470424^9, 3.479107353663611*^9}, {
4265	3.500113559090603^9, 3.500113796301057^9}, 3.5001143361762466`*^9,
4266	3.50011599394346*^9}],
4267
4268	Cell[BoxData[
4269	FormBox[
4270	RowBox[{
4271	FractionBox["1", "2"], " ",
4272	RowBox[{"(",
4273	RowBox[{
4274	FractionBox[
4275	RowBox[{
4276	RowBox[{"(",
4277	RowBox[{
4278	RowBox[{
4279	SuperscriptBox["g8Qd", "2"], " ",
4280	SuperscriptBox[
4281	RowBox[{"(",
4282	RowBox[{"MT2", "-", "T"}], ")"}], "2"]}], "+",
4283	RowBox[{
4284	SuperscriptBox["g8Qq", "2"], " ",
4285	SuperscriptBox[
4286	RowBox[{"(",
4287	RowBox[{"MT2", "-", "U"}], ")"}], "2"]}]}], ")"}], " ",
4288	SuperscriptBox["g8Q", "2"]}],
4289	SuperscriptBox[
4290	RowBox[{"(",
4291	RowBox[{"S", "-",
4292	SuperscriptBox["M8Q", "2"]}], ")"}], "2"]], "+",
4293	FractionBox[
4294	RowBox[{"2", " ",
4295	RowBox[{"(",
4296	RowBox[{
4297	FractionBox[
4298	RowBox[{"g8t", " ",
4299	RowBox[{"(",
4300	RowBox[{
4301	RowBox[{"g8Qd", " ", "g8td"}], "+",
4302	RowBox[{"g8Qq", " ", "g8tq"}]}], ")"}], " ", "MT2", " ", "S"}],
4303	RowBox[{"S", "-",
4304	SuperscriptBox["M8t", "2"]}]], "-",
4305	FractionBox[
4306	RowBox[{"g8Qq", " ", "gT8", " ", "gT8l", " ",
4307	SuperscriptBox[
4308	RowBox[{"(",
4309	RowBox[{"MT2", "-", "U"}], ")"}], "2"]}],
4310	RowBox[{"S", "-",
4311	SuperscriptBox["MTri8", "2"]}]]}], ")"}], " ", "g8Q"}],
4312	RowBox[{"S", "-",
4313	SuperscriptBox["M8Q", "2"]}]], "+",
4314	FractionBox[
4315	RowBox[{
4316	SuperscriptBox["g8t", "2"], " ",
4317	SuperscriptBox["g8tq", "2"], " ",
4318	SuperscriptBox["T", "2"]}],
4319	SuperscriptBox[
4320	RowBox[{"(",
4321	RowBox[{"S", "-",
4322	SuperscriptBox["M8t", "2"]}], ")"}], "2"]], "+",
4323	FractionBox[
4324	RowBox[{
4325	SuperscriptBox["g8t", "2"], " ",
4326	SuperscriptBox["g8td", "2"], " ",
4327	SuperscriptBox["U", "2"]}],
4328	SuperscriptBox[
4329	RowBox[{"(",
4330	RowBox[{"S", "-",
4331	SuperscriptBox["M8t", "2"]}], ")"}], "2"]], "+",
4332	FractionBox[
4333	RowBox[{
4334	SuperscriptBox["gT8", "2"], " ",
4335	SuperscriptBox["gT8l", "2"], " ",
4336	SuperscriptBox["U", "2"]}],
4337	SuperscriptBox[
4338	RowBox[{"(",
4339	RowBox[{"S", "-",
4340	SuperscriptBox["MTri8", "2"]}], ")"}], "2"]], "-",
4341	FractionBox[
4342	RowBox[{"2", " ",
4343	SuperscriptBox["g8t", "2"], " ",
4344	SuperscriptBox["g8tq", "2"], " ", "MT2", " ", "T"}],
4345	SuperscriptBox[
4346	RowBox[{"(",
4347	RowBox[{"S", "-",
4348	SuperscriptBox["M8t", "2"]}], ")"}], "2"]], "-",
4349	FractionBox[
4350	RowBox[{"2", " ",
4351	SuperscriptBox["g8t", "2"], " ",
4352	SuperscriptBox["g8td", "2"], " ", "MT2", " ", "U"}],
4353	SuperscriptBox[
4354	RowBox[{"(",
4355	RowBox[{"S", "-",
4356	SuperscriptBox["M8t", "2"]}], ")"}], "2"]], "-",
4357	FractionBox[
4358	RowBox[{"2", " ",
4359	SuperscriptBox["gT8", "2"], " ",
4360	SuperscriptBox["gT8l", "2"], " ", "MT2", " ", "U"}],
4361	SuperscriptBox[
4362	RowBox[{"(",
4363	RowBox[{"S", "-",
4364	SuperscriptBox["MTri8", "2"]}], ")"}], "2"]], "+",
4365	FractionBox[
4366	RowBox[{"32", " ", "Alfas2", " ",
4367	SuperscriptBox["\[Pi]", "2"], " ",
4368	RowBox[{"(",
4369	RowBox[{
4370	RowBox[{"2", " ",
4371	SuperscriptBox["MT2", "2"]}], "+",
4372	RowBox[{"2", " ",
4373	RowBox[{"(",
4374	RowBox[{"S", "-", "T", "-", "U"}], ")"}], " ", "MT2"}], "+",
4375	SuperscriptBox["T", "2"], "+",
4376	SuperscriptBox["U", "2"]}], ")"}]}],
4377	SuperscriptBox["S", "2"]], "+",
4378	RowBox[{
4379	FractionBox["1", "S"],
4380	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
4381	RowBox[{"(",
4382	RowBox[{
4383	RowBox[{"-",
4384	FractionBox[
4385	RowBox[{"gT8", " ", "gT8l", " ",
4386	RowBox[{"(",
4387	RowBox[{
4388	SuperscriptBox["MT2", "2"], "+",
4389	RowBox[{
4390	RowBox[{"(",
4391	RowBox[{"S", "-",
4392	RowBox[{"2", " ", "U"}]}], ")"}], " ", "MT2"}], "+",
4393	SuperscriptBox["U", "2"]}], ")"}]}],
4394	RowBox[{"S", "-",
4395	SuperscriptBox["MTri8", "2"]}]]}], "+",
4396	FractionBox[
4397	RowBox[{"g8Q", " ",
4398	RowBox[{"(",
4399	RowBox[{
4400	RowBox[{"g8Qd", " ",
4401	RowBox[{"(",
4402	RowBox[{
4403	SuperscriptBox["MT2", "2"], "+",
4404	RowBox[{
4405	RowBox[{"(",
4406	RowBox[{"S", "-",
4407	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
4408	SuperscriptBox["T", "2"]}], ")"}]}], "+",
4409	RowBox[{"g8Qq", " ",
4410	RowBox[{"(",
4411	RowBox[{
4412	SuperscriptBox["MT2", "2"], "+",
4413	RowBox[{
4414	RowBox[{"(",
4415	RowBox[{"S", "-",
4416	RowBox[{"2", " ", "U"}]}], ")"}], " ", "MT2"}], "+",
4417	SuperscriptBox["U", "2"]}], ")"}]}]}], ")"}]}],
4418	RowBox[{"S", "-",
4419	SuperscriptBox["M8Q", "2"]}]], "+",
4420	FractionBox[
4421	RowBox[{"g8t", " ",
4422	RowBox[{"(",
4423	RowBox[{
4424	RowBox[{"g8tq", " ",
4425	RowBox[{"(",
4426	RowBox[{
4427	SuperscriptBox["MT2", "2"], "+",
4428	RowBox[{
4429	RowBox[{"(",
4430	RowBox[{"S", "-",
4431	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
4432	SuperscriptBox["T", "2"]}], ")"}]}], "+",
4433	RowBox[{"g8td", " ",
4434	RowBox[{"(",
4435	RowBox[{
4436	SuperscriptBox["MT2", "2"], "+",
4437	RowBox[{
4438	RowBox[{"(",
4439	RowBox[{"S", "-",
4440	RowBox[{"2", " ", "U"}]}], ")"}], " ", "MT2"}], "+",
4441	SuperscriptBox["U", "2"]}], ")"}]}]}], ")"}]}],
4442	RowBox[{"S", "-",
4443	SuperscriptBox["M8t", "2"]}]]}], ")"}]}]}], "-",
4444	FractionBox[
4445	RowBox[{
4446	"2", " ", "g8t", " ", "g8tq", " ", "gT8", " ", "gT8l", " ", "MT2", " ",
4447	"S"}],
4448	RowBox[{
4449	RowBox[{"(",
4450	RowBox[{"S", "-",
4451	SuperscriptBox["M8t", "2"]}], ")"}], " ",
4452	RowBox[{"(",
4453	RowBox[{"S", "-",
4454	SuperscriptBox["MTri8", "2"]}], ")"}]}]], "+",
4455	FractionBox[
4456	RowBox[{
4457	SuperscriptBox["g8t", "2"], " ",
4458	SuperscriptBox["g8td", "2"], " ",
4459	SuperscriptBox["MT2", "2"]}],
4460	SuperscriptBox[
4461	RowBox[{"(",
4462	RowBox[{"S", "-",
4463	SuperscriptBox["M8t", "2"]}], ")"}], "2"]], "+",
4464	FractionBox[
4465	RowBox[{
4466	SuperscriptBox["g8t", "2"], " ",
4467	SuperscriptBox["g8tq", "2"], " ",
4468	SuperscriptBox["MT2", "2"]}],
4469	SuperscriptBox[
4470	RowBox[{"(",
4471	RowBox[{"S", "-",
4472	SuperscriptBox["M8t", "2"]}], ")"}], "2"]], "+",
4473	FractionBox[
4474	RowBox[{
4475	SuperscriptBox["gT8", "2"], " ",
4476	SuperscriptBox["gT8l", "2"], " ",
4477	SuperscriptBox["MT2", "2"]}],
4478	SuperscriptBox[
4479	RowBox[{"(",
4480	RowBox[{"S", "-",
4481	SuperscriptBox["MTri8", "2"]}], ")"}], "2"]]}], ")"}]}],
4482	TraditionalForm]], "Output",
4483	CellChangeTimes->{{3.479107323405954^9, 3.479107355736181^9},
4484	3.479546880096108^9, 3.479547369425258^9, 3.47954771977979*^9,
4485	3.500113319040348^9, {3.500113605572282^9, 3.500113635069911*^9}, {
4486	3.5001137369378433`^9, 3.5001137616604853`^9}, 3.5001137973822813`*^9,
4487	3.5001143377829447`^9, 3.500114936499757^9, 3.500115921248946*^9,
4488	3.500115995009664^9, 3.50081888252122^9}]
4489	}, Open ]],
4490
4491	Cell[CellGroupData[{
4492
4493	Cell[BoxData[
4494	RowBox[{"Mqq3", " ", "=", " ",
4495	RowBox[{"FullSimplify", "[",
4496	RowBox[{"Normal", "[",
4497	RowBox[{"Series", "[",
4498	RowBox[{
4499	RowBox[{"(",
4500	RowBox[{
4501	RowBox[{"Mqq2", "/.",
4502	RowBox[{"{",
4503	RowBox[{
4504	RowBox[{"MTri8", "\[Rule]", "Lambda"}], ",",
4505	RowBox[{"M8t", "\[Rule]", "Lambda"}], ",",
4506	RowBox[{"M8Q", "\[Rule]", "Lambda"}], ",",
4507	RowBox[{"gT8l", "\[Rule]",
4508	RowBox[{
4509	RowBox[{"-", "C83qq"}], "/", "gT8"}]}], ",",
4510	RowBox[{"g8Qu", "\[Rule]",
4511	RowBox[{
4512	RowBox[{"-", "C1qu"}], "/", "g8Q"}]}], ",",
4513	RowBox[{"g8Qd", "\[Rule]",
4514	RowBox[{
4515	RowBox[{"-", "C1qd"}], "/", "g8Q"}]}], ",",
4516	RowBox[{"g8Qq", "\[Rule]",
4517	RowBox[{
4518	RowBox[{"-", "C81qq"}], "/", "g8Q"}]}], ",",
4519	RowBox[{"g8tu", "\[Rule]",
4520	RowBox[{
4521	RowBox[{"-", "C8ut"}], "/", "g8t"}]}], ",",
4522	RowBox[{"g8td", "\[Rule]",
4523	RowBox[{
4524	RowBox[{"-", "C8td"}], "/", "g8t"}]}], ",",
4525	RowBox[{"g8tq", "\[Rule]",
4526	RowBox[{
4527	RowBox[{"-", "C1qt"}], "/", "g8t"}]}], ",",
4528	RowBox[{"Alfas2", "\[Rule]",
4529	RowBox[{
4530	RowBox[{"g", "^", "4"}], "/",
4531	RowBox[{
4532	RowBox[{"(",
4533	RowBox[{"4", "\[Pi]"}], ")"}], "^", "2"}]}]}], ",",
4534	RowBox[{"Alfas", "\[Rule]",
4535	RowBox[{
4536	RowBox[{"g", "^", "2"}], "/",
4537	RowBox[{"(",
4538	RowBox[{"4", "\[Pi]"}], ")"}]}]}]}], "}"}]}], "/.",
4539	RowBox[{"{",
4540	RowBox[{"U", "\[Rule]",
4541	RowBox[{
4542	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}], ")"}], ",",
4543
4544	RowBox[{"{",
4545	RowBox[{"Lambda", ",", "\[Infinity]", ",", "2"}], "}"}]}], "]"}],
4546	"]"}], "]"}]}]], "Input",
4547	CellChangeTimes->{{3.479107390301893^9, 3.479107487977641^9}, {
4548	3.500113806544787^9, 3.500113883391972^9}, {3.500113915475638*^9,
4549	3.500114312515234^9}, {3.5001145858827763`^9, 3.5001146097490873`*^9}, {
4550	3.500114647770303^9, 3.500114649735759^9}, {3.500114688473753*^9,
4551	3.500114733160845^9}, 3.500114875060955^9, {3.5001152545014477`*^9,
4552	3.500115295968092^9}, 3.500115978944983^9, {3.5008031983717012`*^9,
4553	3.500803205347486^9}, {3.500803280822464^9, 3.500803285171212*^9}}],
4554
4555	Cell[BoxData[
4556	FormBox[
4557	RowBox[{
4558	FractionBox["1",
4559	RowBox[{
4560	SuperscriptBox["Lambda", "2"], " ",
4561	SuperscriptBox["S", "2"]}]],
4562	RowBox[{
4563	SuperscriptBox["g", "2"], " ",
4564	RowBox[{"(",
4565	RowBox[{
4566	RowBox[{
4567	SuperscriptBox["g", "2"], " ",
4568	RowBox[{"(",
4569	RowBox[{
4570	SuperscriptBox["S", "2"], "+",
4571	RowBox[{"2", " ",
4572	RowBox[{"(",
4573	RowBox[{
4574	SuperscriptBox["MT2", "2"], "-",
4575	RowBox[{"2", " ", "T", " ", "MT2"}], "+",
4576	RowBox[{"T", " ",
4577	RowBox[{"(",
4578	RowBox[{"S", "+", "T"}], ")"}]}]}], ")"}]}]}], ")"}], " ",
4579	SuperscriptBox["Lambda", "2"]}], "+",
4580	RowBox[{"S", " ",
4581	RowBox[{"(",
4582	RowBox[{
4583	RowBox[{"C1qd", " ",
4584	RowBox[{"(",
4585	RowBox[{
4586	SuperscriptBox["T", "2"], "-",
4587	RowBox[{"2", " ", "MT2", " ", "T"}], "+",
4588	RowBox[{"MT2", " ",
4589	RowBox[{"(",
4590	RowBox[{"MT2", "+", "S"}], ")"}]}]}], ")"}]}], "+",
4591	RowBox[{"C1qt", " ",
4592	RowBox[{"(",
4593	RowBox[{
4594	SuperscriptBox["T", "2"], "-",
4595	RowBox[{"2", " ", "MT2", " ", "T"}], "+",
4596	RowBox[{"MT2", " ",
4597	RowBox[{"(",
4598	RowBox[{"MT2", "+", "S"}], ")"}]}]}], ")"}]}], "+",
4599	RowBox[{
4600	RowBox[{"(",
4601	RowBox[{"C81qq", "-", "C83qq", "+", "C8td"}], ")"}], " ",
4602	RowBox[{"(",
4603	RowBox[{
4604	SuperscriptBox["MT2", "2"], "-",
4605	RowBox[{
4606	RowBox[{"(",
4607	RowBox[{"S", "+",
4608	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
4609	SuperscriptBox[
4610	RowBox[{"(",
4611	RowBox[{"S", "+", "T"}], ")"}], "2"]}], ")"}]}]}], ")"}]}]}],
4612	")"}]}]}], TraditionalForm]], "Output",
4613	CellChangeTimes->{
4614	3.479107432084265^9, {3.479107479011856^9, 3.47910748870907*^9},
4615	3.479546898992261^9, 3.479547373602786^9, 3.47954772133109*^9, {
4616	3.50011384139638^9, 3.5001138847703648`^9}, {3.500113947405622*^9,
4617	3.5001139576032867`^9}, 3.500114048272284^9, {3.50011425617973*^9,
4618	3.50011434215314^9}, {3.500114589787217^9, 3.5001146118448887`*^9},
4619	3.500114651876479^9, {3.5001147017205477`^9, 3.500114735328681*^9},
4620	3.5001148775573587`^9, 3.500114938768714^9, 3.500115299792132*^9,
4621	3.500115928113896^9, {3.5001159840182247`^9, 3.5001159997276793`*^9},
4622	3.50081892642443*^9}]
4623	}, Open ]],
4624
4625	Cell[CellGroupData[{
4626
4627	Cell[BoxData[
4628	RowBox[{"M2", "=",
4629	RowBox[{"FullSimplify", "[",
4630	RowBox[{
4631	RowBox[{"(",
4632	RowBox[{
4633	RowBox[{"3",
4634	RowBox[{"MT2", "^", "2"}]}], "-",
4635	RowBox[{"MT2",
4636	RowBox[{"(",
4637	RowBox[{
4638	RowBox[{"3", "T"}], "+", "U"}], ")"}]}], "+",
4639	RowBox[{"T", "^", "2"}]}], ")"}], "/.",
4640	RowBox[{"{",
4641	RowBox[{"U", "\[Rule]",
4642	RowBox[{
4643	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}],
4644	"]"}]}]], "Input",
4645	CellChangeTimes->{{3.500114741636303^9, 3.500114788534588^9},
4646	3.500114879198107^9, {3.500115177864251^9, 3.500115183854629*^9}}],
4647
4648	Cell[BoxData[
4649	FormBox[
4650	RowBox[{
4651	SuperscriptBox["T", "2"], "-",
4652	RowBox[{"2", " ", "MT2", " ", "T"}], "+",
4653	RowBox[{"MT2", " ",
4654	RowBox[{"(",
4655	RowBox[{"MT2", "+", "S"}], ")"}]}]}], TraditionalForm]], "Output",
4656	CellChangeTimes->{{3.500114782467032^9, 3.5001147895432577`^9},
4657	3.5001148809640017`^9, 3.500114943206861^9, 3.500115191434319*^9}]
4658	}, Open ]],
4659
4660	Cell[CellGroupData[{
4661
4662	Cell[BoxData[
4663	RowBox[{"M1", "=",
4664	RowBox[{"FullSimplify", "[",
4665	RowBox[{
4666	RowBox[{"(",
4667	RowBox[{
4668	RowBox[{"3",
4669	RowBox[{"MT2", "^", "2"}]}], "-",
4670	RowBox[{"MT2",
4671	RowBox[{"(",
4672	RowBox[{
4673	RowBox[{"3", "U"}], "+", "T"}], ")"}]}], "+",
4674	RowBox[{"U", "^", "2"}]}], ")"}], "/.",
4675	RowBox[{"{",
4676	RowBox[{"U", "\[Rule]",
4677	RowBox[{
4678	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}],
4679	"]"}]}]], "Input",
4680	CellChangeTimes->{{3.500114815634944^9, 3.500114825750782^9},
4681	3.5001148837126427`^9, {3.500115194096051^9, 3.500115196619672*^9}}],
4682
4683	Cell[BoxData[
4684	FormBox[
4685	RowBox[{
4686	SuperscriptBox["MT2", "2"], "-",
4687	RowBox[{
4688	RowBox[{"(",
4689	RowBox[{"S", "+",
4690	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
4691	SuperscriptBox[
4692	RowBox[{"(",
4693	RowBox[{"S", "+", "T"}], ")"}], "2"]}], TraditionalForm]], "Output",
4694	CellChangeTimes->{3.5001148357923717`^9, 3.500114884139975^9,
4695	3.5001149456050453`^9, 3.5001151972425537`^9}]
4696	}, Open ]],
4697
4698	Cell[CellGroupData[{
4699
4700	Cell[BoxData[
4701	RowBox[{"FullSimplify", "[",
4702	RowBox[{"M1", "+", "M2"}], "]"}]], "Input",
4703	CellChangeTimes->{{3.500115199893497^9, 3.500115212279202^9}}],
4704
4705	Cell[BoxData[
4706	FormBox[
4707	RowBox[{
4708	SuperscriptBox["S", "2"], "+",
4709	RowBox[{"2", " ",
4710	RowBox[{"(",
4711	RowBox[{
4712	SuperscriptBox["MT2", "2"], "-",
4713	RowBox[{"2", " ", "T", " ", "MT2"}], "+",
4714	RowBox[{"T", " ",
4715	RowBox[{"(",
4716	RowBox[{"S", "+", "T"}], ")"}]}]}], ")"}]}]}],
4717	TraditionalForm]], "Output",
4718	CellChangeTimes->{{3.500115207062451^9, 3.500115213063921^9}}]
4719	}, Open ]],
4720
4721	Cell[CellGroupData[{
4722
4723	Cell[BoxData[
4724	RowBox[{"test", "=",
4725	RowBox[{"FullSimplify", "[",
4726	RowBox[{
4727	RowBox[{"Normal", "[",
4728	RowBox[{"Series", "[",
4729	RowBox[{
4730	RowBox[{"(",
4731	RowBox[{
4732	RowBox[{"Mqq2", "/.",
4733	RowBox[{"{",
4734	RowBox[{
4735	RowBox[{"MTri8", "\[Rule]", "Lambda"}], ",",
4736	RowBox[{"M8t", "\[Rule]", "Lambda"}], ",",
4737	RowBox[{"M8Q", "\[Rule]", "Lambda"}], ",",
4738	RowBox[{"gT8l", "\[Rule]",
4739	RowBox[{
4740	RowBox[{"-", "C83qq"}], "/", "gT8"}]}], ",",
4741	RowBox[{"g8Qu", "\[Rule]",
4742	RowBox[{
4743	RowBox[{"-", "C1qu"}], "/", "g8Q"}]}], ",",
4744	RowBox[{"g8Qd", "\[Rule]",
4745	RowBox[{
4746	RowBox[{"-", "C1qd"}], "/", "g8Q"}]}], ",",
4747	RowBox[{"g8Qq", "\[Rule]",
4748	RowBox[{
4749	RowBox[{"-", "C81qq"}], "/", "g8Q"}]}], ",",
4750	RowBox[{"g8tu", "\[Rule]",
4751	RowBox[{
4752	RowBox[{"-", "C8ut"}], "/", "g8t"}]}], ",",
4753	RowBox[{"g8td", "\[Rule]",
4754	RowBox[{
4755	RowBox[{"-", "C8td"}], "/", "g8t"}]}], ",",
4756	RowBox[{"g8tq", "\[Rule]",
4757	RowBox[{
4758	RowBox[{"-", "C1qt"}], "/", "g8t"}]}], ",",
4759	RowBox[{"Alfas2", "\[Rule]",
4760	RowBox[{
4761	RowBox[{"g", "^", "4"}], "/",
4762	RowBox[{
4763	RowBox[{"(",
4764	RowBox[{"4", "\[Pi]"}], ")"}], "^", "2"}]}]}], ",",
4765	RowBox[{"Alfas", "\[Rule]",
4766	RowBox[{
4767	RowBox[{"g", "^", "2"}], "/",
4768	RowBox[{"(",
4769	RowBox[{"4", "\[Pi]"}], ")"}]}]}]}], "}"}]}], "/.",
4770	RowBox[{"{",
4771	RowBox[{"U", "\[Rule]",
4772	RowBox[{
4773	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}], ")"}], ",",
4774
4775	RowBox[{"{",
4776	RowBox[{"Lambda", ",", "\[Infinity]", ",", "4"}], "}"}]}], "]"}],
4777	"]"}], "-", "Mqq3"}], "]"}]}]], "Input",
4778	CellChangeTimes->{{3.5008189004979057`^9, 3.500818929839912^9}, {
4779	3.50081899185375^9, 3.500818992952561^9}}],
4780
4781	Cell[BoxData[
4782	FormBox[
4783	RowBox[{
4784	FractionBox["1",
4785	RowBox[{"2", " ",
4786	SuperscriptBox["Lambda", "4"]}]],
4787	RowBox[{"(",
4788	RowBox[{
4789	RowBox[{
4790	RowBox[{"-", "2"}], " ", "C83qq", " ",
4791	RowBox[{"(",
4792	RowBox[{
4793	SuperscriptBox["MT2", "2"], "-",
4794	RowBox[{
4795	RowBox[{"(",
4796	RowBox[{"S", "+",
4797	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
4798	SuperscriptBox[
4799	RowBox[{"(",
4800	RowBox[{"S", "+", "T"}], ")"}], "2"]}], ")"}], " ",
4801	SuperscriptBox["g", "2"]}], "+",
4802	RowBox[{
4803	SuperscriptBox["C1qd", "2"], " ",
4804	SuperscriptBox[
4805	RowBox[{"(",
4806	RowBox[{"MT2", "-", "T"}], ")"}], "2"]}], "+",
4807	RowBox[{
4808	SuperscriptBox["C1qt", "2"], " ",
4809	SuperscriptBox[
4810	RowBox[{"(",
4811	RowBox[{"MT2", "-", "T"}], ")"}], "2"]}], "+",
4812	RowBox[{
4813	SuperscriptBox["C81qq", "2"], " ",
4814	SuperscriptBox[
4815	RowBox[{"(",
4816	RowBox[{
4817	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}], "+",
4818	RowBox[{
4819	SuperscriptBox["C83qq", "2"], " ",
4820	SuperscriptBox[
4821	RowBox[{"(",
4822	RowBox[{
4823	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}], "+",
4824	RowBox[{"2", " ", "C1qt", " ",
4825	RowBox[{"(",
4826	RowBox[{
4827	RowBox[{
4828	RowBox[{"(",
4829	RowBox[{
4830	SuperscriptBox["T", "2"], "-",
4831	RowBox[{"2", " ", "MT2", " ", "T"}], "+",
4832	RowBox[{"MT2", " ",
4833	RowBox[{"(",
4834	RowBox[{"MT2", "+", "S"}], ")"}]}]}], ")"}], " ",
4835	SuperscriptBox["g", "2"]}], "+",
4836	RowBox[{
4837	RowBox[{"(",
4838	RowBox[{"C81qq", "-", "C83qq"}], ")"}], " ", "MT2", " ", "S"}]}],
4839	")"}]}], "+",
4840	RowBox[{"2", " ", "C1qd", " ",
4841	RowBox[{"(",
4842	RowBox[{
4843	RowBox[{
4844	RowBox[{"(",
4845	RowBox[{
4846	SuperscriptBox["T", "2"], "-",
4847	RowBox[{"2", " ", "MT2", " ", "T"}], "+",
4848	RowBox[{"MT2", " ",
4849	RowBox[{"(",
4850	RowBox[{"MT2", "+", "S"}], ")"}]}]}], ")"}], " ",
4851	SuperscriptBox["g", "2"]}], "+",
4852	RowBox[{"C8td", " ", "MT2", " ", "S"}]}], ")"}]}], "-",
4853	RowBox[{"2", " ", "C81qq", " ",
4854	RowBox[{"(",
4855	RowBox[{
4856	RowBox[{"C83qq", " ",
4857	SuperscriptBox[
4858	RowBox[{"(",
4859	RowBox[{
4860	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}], "-",
4861	RowBox[{
4862	SuperscriptBox["g", "2"], " ",
4863	RowBox[{"(",
4864	RowBox[{
4865	SuperscriptBox["MT2", "2"], "-",
4866	RowBox[{
4867	RowBox[{"(",
4868	RowBox[{"S", "+",
4869	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
4870	SuperscriptBox[
4871	RowBox[{"(",
4872	RowBox[{"S", "+", "T"}], ")"}], "2"]}], ")"}]}]}], ")"}]}], "+",
4873
4874	RowBox[{"C8td", " ",
4875	RowBox[{"(",
4876	RowBox[{
4877	RowBox[{"2", " ",
4878	RowBox[{"(",
4879	RowBox[{
4880	SuperscriptBox["MT2", "2"], "-",
4881	RowBox[{
4882	RowBox[{"(",
4883	RowBox[{"S", "+",
4884	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
4885	SuperscriptBox[
4886	RowBox[{"(",
4887	RowBox[{"S", "+", "T"}], ")"}], "2"]}], ")"}], " ",
4888	SuperscriptBox["g", "2"]}], "+",
4889	RowBox[{"C8td", " ",
4890	SuperscriptBox[
4891	RowBox[{"(",
4892	RowBox[{
4893	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}]}],
4894	")"}]}]}], ")"}]}], TraditionalForm]], "Output",
4895	CellChangeTimes->{{3.500818906656559^9, 3.500818932852653^9},
4896	3.500818993527314*^9}]
4897	}, Open ]],
4898
4899	Cell[CellGroupData[{
4900
4901	Cell[BoxData[
4902	RowBox[{"Coefficient", "[",
4903	RowBox[{"test", ",", "C81qq", ",", "2"}], "]"}]], "Input",
4904	CellChangeTimes->{{3.500818995457375^9, 3.500819017094617^9}}],
4905
4906	Cell[BoxData[
4907	FormBox[
4908	FractionBox[
4909	RowBox[{
4910	SuperscriptBox["MT2", "2"], "-",
4911	RowBox[{"2", " ", "S", " ", "MT2"}], "-",
4912	RowBox[{"2", " ", "T", " ", "MT2"}], "+",
4913	SuperscriptBox["S", "2"], "+",
4914	SuperscriptBox["T", "2"], "+",
4915	RowBox[{"2", " ", "S", " ", "T"}]}],
4916	RowBox[{"2", " ",
4917	SuperscriptBox["Lambda", "4"]}]], TraditionalForm]], "Output",
4918	CellChangeTimes->{3.500819017656629*^9}]
4919	}, Open ]],
4920
4921	Cell[CellGroupData[{
4922
4923	Cell[BoxData[
4924	RowBox[{"Coefficient", "[",
4925	RowBox[{"test", ",", "C8td", ",", "2"}], "]"}]], "Input",
4926	CellChangeTimes->{{3.500819026374195^9, 3.500819036185522^9}, {
4927	3.500819080810912^9, 3.5008190980256443`^9}}],
4928
4929	Cell[BoxData[
4930	FormBox[
4931	FractionBox[
4932	RowBox[{
4933	SuperscriptBox["MT2", "2"], "-",
4934	RowBox[{"2", " ", "S", " ", "MT2"}], "-",
4935	RowBox[{"2", " ", "T", " ", "MT2"}], "+",
4936	SuperscriptBox["S", "2"], "+",
4937	SuperscriptBox["T", "2"], "+",
4938	RowBox[{"2", " ", "S", " ", "T"}]}],
4939	RowBox[{"2", " ",
4940	SuperscriptBox["Lambda", "4"]}]], TraditionalForm]], "Output",
4941	CellChangeTimes->{
4942	3.500819036865534^9, {3.500819081849884^9, 3.5008190988970613`*^9}}]
4943	}, Open ]]
4944	}, Closed]],
4945
4946	Cell[CellGroupData[{
4947
4948	Cell["gg->tt", "Subtitle",
4949	CellChangeTimes->{{3.4778117833757^9, 3.4778117853882^9}}],
4950
4951	Cell[BoxData[
4952	RowBox[{"Quit", "[", "]"}]], "Input",
4953	CellChangeTimes->{{3.448968342513181^9, 3.448968344880295^9}}],
4954
4955	Cell[CellGroupData[{
4956
4957	Cell[BoxData[{
4958	RowBox[{
4959	RowBox[{
4960	"SetDirectory", "[", "\"\</home/degrande/eta/FeynProg/FeynArts-3.5\>\"",
4961	"]"}], ";"}], "\[IndentingNewLine]",
4962	RowBox[{"<<", " ", "FeynArts`"}]}], "Input",
4963	CellChangeTimes->{3.4777456682883^9, 3.47843887392115^9,
4964	3.499668009622912*^9}],
4965
4966	Cell[CellGroupData[{
4967
4968	Cell[BoxData[
4969	FormBox["\<\"\"\>", TraditionalForm]], "Print",
4970	CellChangeTimes->{
4971	3.4777456743583^9, 3.4777482804298^9, 3.4778056214987*^9,
4972	3.4778059164856997`^9, 3.4778086978662^9, {3.4778087847572002`*^9,
4973	3.4778088073171997`^9}, 3.4778108541047^9, 3.4778115299907*^9,
4974	3.478438874714395^9, 3.478439311157875^9, 3.479117501605381*^9,
4975	3.479122890293128^9, 3.479127315286193^9, 3.479547739644739*^9,
4976	3.4996680105546^9, 3.4996681813378477`^9, 3.500119770747581*^9,
4977	3.500184813621686^9, 3.500186820640222^9, 3.500720177985886*^9,
4978	3.501237042801551^9, 3.5012494168870077`^9, 3.501396526448827*^9,
4979	3.503388657769279*^9}],
4980
4981	Cell[BoxData[
4982	FormBox["\<\"FeynArts 3.5\"\>", TraditionalForm]], "Print",
4983	CellChangeTimes->{
4984	3.4777456743583^9, 3.4777482804298^9, 3.4778056214987*^9,
4985	3.4778059164856997`^9, 3.4778086978662^9, {3.4778087847572002`*^9,
4986	3.4778088073171997`^9}, 3.4778108541047^9, 3.4778115299907*^9,
4987	3.478438874714395^9, 3.478439311157875^9, 3.479117501605381*^9,
4988	3.479122890293128^9, 3.479127315286193^9, 3.479547739644739*^9,
4989	3.4996680105546^9, 3.4996681813378477`^9, 3.500119770747581*^9,
4990	3.500184813621686^9, 3.500186820640222^9, 3.500720177985886*^9,
4991	3.501237042801551^9, 3.5012494168870077`^9, 3.501396526448827*^9,
4992	3.5033886577892323`*^9}],
4993
4994	Cell[BoxData[
4995	FormBox["\<\"by Hagen Eck, Sepp Kueblbeck, and Thomas Hahn\"\>",
4996	TraditionalForm]], "Print",
4997	CellChangeTimes->{
4998	3.4777456743583^9, 3.4777482804298^9, 3.4778056214987*^9,
4999	3.4778059164856997`^9, 3.4778086978662^9, {3.4778087847572002`*^9,
5000	3.4778088073171997`^9}, 3.4778108541047^9, 3.4778115299907*^9,
5001	3.478438874714395^9, 3.478439311157875^9, 3.479117501605381*^9,
5002	3.479122890293128^9, 3.479127315286193^9, 3.479547739644739*^9,
5003	3.4996680105546^9, 3.4996681813378477`^9, 3.500119770747581*^9,
5004	3.500184813621686^9, 3.500186820640222^9, 3.500720177985886*^9,
5005	3.501237042801551^9, 3.5012494168870077`^9, 3.501396526448827*^9,
5006	3.503388657804137*^9}],
5007
5008	Cell[BoxData[
5009	FormBox["\<\"last revised 16 Apr 10\"\>", TraditionalForm]], "Print",
5010	CellChangeTimes->{
5011	3.4777456743583^9, 3.4777482804298^9, 3.4778056214987*^9,
5012	3.4778059164856997`^9, 3.4778086978662^9, {3.4778087847572002`*^9,
5013	3.4778088073171997`^9}, 3.4778108541047^9, 3.4778115299907*^9,
5014	3.478438874714395^9, 3.478439311157875^9, 3.479117501605381*^9,
5015	3.479122890293128^9, 3.479127315286193^9, 3.479547739644739*^9,
5016	3.4996680105546^9, 3.4996681813378477`^9, 3.500119770747581*^9,
5017	3.500184813621686^9, 3.500186820640222^9, 3.500720177985886*^9,
5018	3.501237042801551^9, 3.5012494168870077`^9, 3.501396526448827*^9,
5019	3.50338865782311*^9}]
5020	}, Open ]]
5021	}, Open ]],
5022
5023	Cell[BoxData[
5024	RowBox[{
5025	RowBox[{"topo", " ", "=", " ",
5026	RowBox[{"CreateTopologies", "[",
5027	RowBox[{"0", ",",
5028	RowBox[{"2", "\[Rule]", "2"}]}], "]"}]}], ";"}]], "Input",
5029	CellChangeTimes->{
5030	3.47548813810296^9, 3.475488972088063^9, {3.4777456120408*^9,
5031	3.4777456332583^9}, 3.4778098132447^9, 3.4778110152581997`*^9}],
5032
5033	Cell[CellGroupData[{
5034
5035	Cell[BoxData[
5036	RowBox[{"Paint", "[", "topo", "]"}]], "Input",
5037	CellChangeTimes->{{3.4777456818157997`^9, 3.4777456889958^9}}],
5038
5039	Cell[CellGroupData[{
5040
5041	Cell[BoxData[
5042	FormBox[
5043	InterpretationBox[
5044	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
5045	"\[InvisibleSpace]", "\<\": \"\>",
5046	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
5047	SequenceForm["> Top. ", 1, ": ", "1 diagram"],
5048	Editable->False], TraditionalForm]], "Print",
5049	CellChangeTimes->{3.4777456900683002`*^9}],
5050
5051	Cell[BoxData[
5052	FormBox[
5053	InterpretationBox[
5054	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
5055	"\[InvisibleSpace]", "\<\": \"\>",
5056	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
5057	SequenceForm["> Top. ", 2, ": ", "1 diagram"],
5058	Editable->False], TraditionalForm]], "Print",
5059	CellChangeTimes->{3.4777456901158*^9}],
5060
5061	Cell[BoxData[
5062	FormBox[
5063	InterpretationBox[
5064	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
5065	"\[InvisibleSpace]", "\<\": \"\>",
5066	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
5067	SequenceForm["> Top. ", 3, ": ", "1 diagram"],
5068	Editable->False], TraditionalForm]], "Print",
5069	CellChangeTimes->{3.4777456901233*^9}],
5070
5071	Cell[BoxData[
5072	FormBox[
5073	InterpretationBox[
5074	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
5075	"\[InvisibleSpace]", "\<\": \"\>",
5076	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
5077	SequenceForm["> Top. ", 4, ": ", "1 diagram"],
5078	Editable->False], TraditionalForm]], "Print",
5079	CellChangeTimes->{3.4777456902233*^9}],
5080
5081	Cell[BoxData[
5082	FormBox[
5083	GraphicsBox[{InsetBox[
5084	GraphicsBox[
5085	{Thickness[0.005],
5086	LineBox[{{-9.094947017729282*^-12, 15.000000000003638`}, {
5087	9.999999999983629, 10.000000000007276`}}],
5088	LineBox[{{-9.094947017729282*^-12, 4.999999999996362}, {
5089	9.999999999985448, 9.999999999989086}}],
5090	LineBox[{{20.000000000009095`, 15.000000000003638`}, {
5091	10.000000000009095`, 10.000000000003638`}}],
5092	LineBox[{{20., 5.}, {10., 10.}}],
5093	{PointSize[0.04], PointBox[{10., 10.}]}, InsetBox[
5094	TagBox[
5095	StyleBox[
5096	TagBox["\<\"T1\"\>",
5097	DisplayForm],
5098	FontFamily->"Helvetica",
5099	FontSize->7.997355371900828],
5100	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5101	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
5102	AspectRatio->1,
5103	PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[
5104	GraphicsBox[
5105	{Thickness[0.005],
5106	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
5107	5.999999999996362, 10.000000000001819`}}],
5108	LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
5109	5.999999999994543, 9.999999999994543}}],
5110	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
5111	14.000000000003638`, 10.000000000001819`}}],
5112	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
5113	10.}}], LineBox[{{5.999999999990206, 10.}, {13.999999999982222`,
5114	10.}}],
5115	{PointSize[0.04], PointBox[{6., 10.}],
5116	PointBox[{13.99999999999999, 10.}]}, InsetBox[
5117	TagBox[
5118	StyleBox[
5119	TagBox["\<\"T2\"\>",
5120	DisplayForm],
5121	FontFamily->"Helvetica",
5122	FontSize->7.997355371900828],
5123	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5124	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
5125	AspectRatio->1,
5126	PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}],
5127	InsetBox[
5128	GraphicsBox[
5129	{Thickness[0.005],
5130	LineBox[{{6.139089236967266*^-12, 15.}, {10.000000000002046`,
5131	14.000000000003638`}}],
5132	LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, {
5133	9.999999999988404, 6.}}],
5134	LineBox[{{20.000000000002956`, 15.}, {10.000000000002956`, 14.}}],
5135	LineBox[{{19.999999999997726`, 4.999999999996362}, {9.999999999997726,
5136	5.999999999996362}}],
5137	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
5138	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
5139	PointBox[{10., 6.}]}, InsetBox[
5140	TagBox[
5141	StyleBox[
5142	TagBox["\<\"T3\"\>",
5143	DisplayForm],
5144	FontFamily->"Helvetica",
5145	FontSize->7.997355371900828],
5146	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5147	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
5148	AspectRatio->1,
5149	PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}],
5150	InsetBox[
5151	GraphicsBox[
5152	{Thickness[0.005],
5153	LineBox[{{6.139089236967266*^-12, 15.}, {10.000000000002046`,
5154	14.000000000003638`}}],
5155	LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, {
5156	9.999999999988404, 6.}}],
5157	LineBox[{{20.00000000000182, 15.}, {10., 6.}}],
5158	LineBox[{{20.00000000000182, 5.}, {10., 14.}}],
5159	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
5160	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
5161	PointBox[{10., 6.}]}, InsetBox[
5162	TagBox[
5163	StyleBox[
5164	TagBox["\<\"T4\"\>",
5165	DisplayForm],
5166	FontFamily->"Helvetica",
5167	FontSize->7.997355371900828],
5168	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5169	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
5170	AspectRatio->1,
5171	PlotRange->{{-1, 21}, {-1, 21}}], {0, 22}, {0, 0}, {22, 22}], InsetBox[
5172	TagBox[
5173	StyleBox[
5174	TagBox["\<\"2\"\>",
5175	DisplayForm],
5176	FontFamily->"Helvetica",
5177	FontSize->11.99603305785124],
5178	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5179	11.99603305785124]& ], {28.5, 69.96}, {0, 0}], InsetBox[
5180	TagBox[
5181	StyleBox[
5182	TagBox["\<\"\[RightArrow]\"\>",
5183	DisplayForm],
5184	FontFamily->"Helvetica",
5185	FontSize->11.99603305785124],
5186	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5187	11.99603305785124]& ], {33., 69.96}, {0, 0}], InsetBox[
5188	TagBox[
5189	StyleBox[
5190	TagBox["\<\"2\"\>",
5191	DisplayForm],
5192	FontFamily->"Helvetica",
5193	FontSize->11.99603305785124],
5194	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5195	11.99603305785124]& ], {37.5, 69.96}, {0, 0}]},
5196	AspectRatio->1.0999999999999999`,
5197	PlotRange->{{0, 66}, {0, 72.6}}], TraditionalForm]], "Print",
5198	CellChangeTimes->{3.4777456905458*^9}]
5199	}, Open ]],
5200
5201	Cell[BoxData[
5202	FormBox[
5203	RowBox[{
5204	RowBox[{"FeynArtsGraphics", "(",
5205	RowBox[{"2", "\[Rule]", "2"}], ")"}], "\[InvisibleApplication]",
5206	RowBox[{"(",
5207	TagBox[
5208	RowBox[{"(", "\[NoBreak]", GridBox[{
5209	{
5210	FormBox[
5211	InterpretationBox[
5212
5213	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1\"\>",
5214	"\[InvisibleSpace]", "\<\"]\"\>"}],
5215	SequenceForm["[", "T1", "]"],
5216	Editable->False],
5217	TraditionalForm],
5218	FormBox[
5219	InterpretationBox[
5220
5221	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2\"\>",
5222	"\[InvisibleSpace]", "\<\"]\"\>"}],
5223	SequenceForm["[", "T2", "]"],
5224	Editable->False],
5225	TraditionalForm],
5226	FormBox[
5227	InterpretationBox[
5228
5229	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T3\"\>",
5230	"\[InvisibleSpace]", "\<\"]\"\>"}],
5231	SequenceForm["[", "T3", "]"],
5232	Editable->False],
5233	TraditionalForm]},
5234	{
5235	FormBox[
5236	InterpretationBox[
5237
5238	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T4\"\>",
5239	"\[InvisibleSpace]", "\<\"]\"\>"}],
5240	SequenceForm["[", "T4", "]"],
5241	Editable->False],
5242	TraditionalForm], "Null", "Null"},
5243	{"Null", "Null", "Null"}
5244	},
5245	GridBoxAlignment->{
5246	"Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}},
5247	"RowsIndexed" -> {}},
5248	GridBoxSpacings->{"Columns" -> {
5249	Offset[0.27999999999999997`], {
5250	Offset[0.7]},
5251	Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> {
5252	Offset[0.2], {
5253	Offset[0.4]},
5254	Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
5255	Function[BoxForm`e$,
5256	MatrixForm[BoxForm`e$]]], ")"}]}], TraditionalForm]], "Output",
5257	CellChangeTimes->{3.4777456905908003`*^9}]
5258	}, Closed]],
5259
5260	Cell[CellGroupData[{
5261
5262	Cell[BoxData[
5263	RowBox[{
5264	RowBox[{"INTopogg", " ", "=", " ",
5265	RowBox[{"InsertFields", "[",
5266	RowBox[{"topo", ",",
5267	RowBox[{
5268	RowBox[{"{",
5269	RowBox[{
5270	RowBox[{"V", "[", "4", "]"}], ",",
5271	RowBox[{"V", "[", "4", "]"}]}], "}"}], "\[Rule]",
5272	RowBox[{"{",
5273	RowBox[{
5274	RowBox[{"F", "[", "9", "]"}], ",",
5275	RowBox[{"-",
5276	RowBox[{"F", "[", "9", "]"}]}]}], "}"}]}], ",",
5277	RowBox[{"GenericModel", "\[Rule]", "\"\<TopEffTh_FA/TopEffTh_FA\>\""}],
5278	",",
5279	RowBox[{"Model", "\[Rule]", "\"\<TopEffTh_FA/TopEffTh_FA\>\""}], ",",
5280	RowBox[{"ExcludeParticles", "\[Rule]",
5281	RowBox[{"{",
5282	RowBox[{
5283	RowBox[{"V", "[", "1", "]"}], ",",
5284	RowBox[{"V", "[", "2", "]"}]}], "}"}]}]}], "]"}]}], ";"}]], "Input",
5285	CellChangeTimes->{
5286	3.446963657162187^9, {3.475488153382761^9, 3.47548819550466*^9}, {
5287	3.475488277812788^9, 3.47548833038444^9}, {3.475488827421314*^9,
5288	3.475488830123555^9}, {3.4777458116422997`^9, 3.4777459014372997`*^9}, {
5289	3.4777462405453^9, 3.4777462574853^9}, {3.4777462970928*^9,
5290	3.4777463288428^9}, {3.4777464988353^9, 3.4777465257553*^9}, {
5291	3.4778060791882^9, 3.4778060871157^9}, 3.4778061256857*^9, {
5292	3.4778062251731997`^9, 3.4778062269357^9}, {3.4996680230902777`*^9,
5293	3.4996680967055798`^9}, 3.500185283170471^9}],
5294
5295	Cell[CellGroupData[{
5296
5297	Cell[BoxData[
5298	FormBox["\<\"\"\>", TraditionalForm]], "Print",
5299	CellChangeTimes->{
5300	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5301	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5302	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5303	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5304	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5305	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5306	3.501249421273184^9, 3.501399245629957^9, 3.503388660126412*^9}],
5307
5308	Cell[BoxData[
5309	FormBox[
5310	InterpretationBox[
5311	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
5312	"\[InvisibleSpace]", "\<\"generic\"\>",
5313	"\[InvisibleSpace]", "\<\" model file \"\>",
5314	"\[InvisibleSpace]", \
5315	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
5316	TopEffTh_FA.gen\"\>"}],
5317	SequenceForm[
5318	"", "loading ", "generic", " model file ",
5319	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
5320	TopEffTh_FA.gen"],
5321	Editable->False], TraditionalForm]], "Print",
5322	CellChangeTimes->{
5323	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5324	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5325	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5326	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5327	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5328	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5329	3.501249421273184^9, 3.501399245629957^9, 3.5033886602220078`*^9}],
5330
5331	Cell[BoxData[
5332	FormBox["\<\"> $SVMixing is OFF\"\>", TraditionalForm]], "Print",
5333	CellChangeTimes->{
5334	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5335	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5336	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5337	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5338	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5339	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5340	3.501249421273184^9, 3.501399245629957^9, 3.503388660230342*^9}],
5341
5342	Cell[BoxData[
5343	FormBox[
5344	InterpretationBox[
5345	RowBox[{"\<\"generic model \"\>", "\[InvisibleSpace]",
5346	RowBox[{"{", "\<\"TopEffTh_FA/TopEffTh_FA\"\>", "}"}],
5347	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
5348	SequenceForm[
5349	"generic model ", {"TopEffTh_FA/TopEffTh_FA"}, " initialized"],
5350	Editable->False], TraditionalForm]], "Print",
5351	CellChangeTimes->{
5352	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5353	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5354	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5355	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5356	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5357	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5358	3.501249421273184^9, 3.501399245629957^9, 3.503388660355809*^9}],
5359
5360	Cell[BoxData[
5361	FormBox["\<\"\"\>", TraditionalForm]], "Print",
5362	CellChangeTimes->{
5363	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5364	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5365	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5366	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5367	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5368	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5369	3.501249421273184^9, 3.501399245629957^9, 3.503388660364098*^9}],
5370
5371	Cell[BoxData[
5372	FormBox[
5373	InterpretationBox[
5374	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
5375	"\[InvisibleSpace]", "\<\"classes\"\>",
5376	"\[InvisibleSpace]", "\<\" model file \"\>",
5377	"\[InvisibleSpace]", \
5378	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
5379	TopEffTh_FA.mod\"\>"}],
5380	SequenceForm[
5381	"", "loading ", "classes", " model file ",
5382	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
5383	TopEffTh_FA.mod"],
5384	Editable->False], TraditionalForm]], "Print",
5385	CellChangeTimes->{
5386	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5387	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5388	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5389	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5390	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5391	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5392	3.501249421273184^9, 3.501399245629957^9, 3.503388660372538*^9}],
5393
5394	Cell[BoxData[
5395	FormBox[
5396	InterpretationBox[
5397	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "51",
5398	"\[InvisibleSpace]", "\<\" particles (incl. antiparticles) in \"\>",
5399	"\[InvisibleSpace]", "30", "\[InvisibleSpace]", "\<\" classes\"\>"}],
5400	SequenceForm[
5401	"> ", 51, " particles (incl. antiparticles) in ", 30, " classes"],
5402	Editable->False], TraditionalForm]], "Print",
5403	CellChangeTimes->{
5404	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5405	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5406	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5407	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5408	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5409	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5410	3.501249421273184^9, 3.501399245629957^9, 3.503388660518552*^9}],
5411
5412	Cell[BoxData[
5413	FormBox["\<\"> $CounterTerms are ON\"\>", TraditionalForm]], "Print",
5414	CellChangeTimes->{
5415	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5416	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5417	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5418	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5419	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5420	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5421	3.501249421273184^9, 3.501399245629957^9, 3.50338866100574*^9}],
5422
5423	Cell[BoxData[
5424	FormBox[
5425	InterpretationBox[
5426	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "142",
5427	"\[InvisibleSpace]", "\<\" vertices\"\>"}],
5428	SequenceForm["> ", 142, " vertices"],
5429	Editable->False], TraditionalForm]], "Print",
5430	CellChangeTimes->{
5431	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5432	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5433	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5434	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5435	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5436	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5437	3.501249421273184^9, 3.501399245629957^9, 3.503388661174892*^9}],
5438
5439	Cell[BoxData[
5440	FormBox[
5441	InterpretationBox[
5442	RowBox[{"\<\"classes model \"\>", "\[InvisibleSpace]",
5443	RowBox[{"{", "\<\"TopEffTh_FA/TopEffTh_FA\"\>", "}"}],
5444	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
5445	SequenceForm[
5446	"classes model ", {"TopEffTh_FA/TopEffTh_FA"}, " initialized"],
5447	Editable->False], TraditionalForm]], "Print",
5448	CellChangeTimes->{
5449	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5450	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5451	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5452	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5453	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5454	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5455	3.501249421273184^9, 3.501399245629957^9, 3.503388661301149*^9}],
5456
5457	Cell[BoxData[
5458	FormBox["\<\"\"\>", TraditionalForm]], "Print",
5459	CellChangeTimes->{
5460	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5461	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5462	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5463	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5464	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5465	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5466	3.501249421273184^9, 3.501399245629957^9, 3.5033886614327717`*^9}],
5467
5468	Cell[BoxData[
5469	FormBox[
5470	InterpretationBox[
5471	RowBox[{"\<\"Excluding \"\>", "\[InvisibleSpace]", "0",
5472	"\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "2",
5473	"\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "2",
5474	"\[InvisibleSpace]", "\<\" Particles fields\"\>"}],
5475	SequenceForm[
5476	"Excluding ", 0, " Generic, ", 2, " Classes, and ", 2,
5477	" Particles fields"],
5478	Editable->False], TraditionalForm]], "Print",
5479	CellChangeTimes->{
5480	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5481	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5482	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5483	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5484	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5485	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5486	3.501249421273184^9, 3.501399245629957^9, 3.503388661565857*^9}],
5487
5488	Cell[BoxData[
5489	FormBox["\<\"\"\>", TraditionalForm]], "Print",
5490	CellChangeTimes->{
5491	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5492	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5493	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5494	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5495	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5496	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5497	3.501249421273184^9, 3.501399245629957^9, 3.503388661890716*^9}],
5498
5499	Cell[BoxData[
5500	FormBox[
5501	InterpretationBox[
5502	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
5503	RowBox[{"{",
5504	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
5505	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
5506	Editable->False], TraditionalForm]], "Print",
5507	CellChangeTimes->{
5508	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5509	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5510	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5511	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5512	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5513	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5514	3.501249421273184^9, 3.501399245629957^9, 3.50338866215355*^9}],
5515
5516	Cell[BoxData[
5517	FormBox[
5518	InterpretationBox[
5519	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
5520	"\[InvisibleSpace]", "\<\": \"\>",
5521	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
5522	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes insertions"],
5523	Editable->False], TraditionalForm]], "Print",
5524	CellChangeTimes->{
5525	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5526	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5527	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5528	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5529	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5530	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5531	3.501249421273184^9, 3.501399245629957^9, 3.5033886622971497`*^9}],
5532
5533	Cell[BoxData[
5534	FormBox[
5535	InterpretationBox[
5536	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
5537	"\[InvisibleSpace]", "\<\": \"\>",
5538	"\[InvisibleSpace]", "\<\"2 Generic, 2 Classes insertions\"\>"}],
5539	SequenceForm["> Top. ", 2, ": ", "2 Generic, 2 Classes insertions"],
5540	Editable->False], TraditionalForm]], "Print",
5541	CellChangeTimes->{
5542	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5543	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5544	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5545	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5546	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5547	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5548	3.501249421273184^9, 3.501399245629957^9, 3.5033886624437513`*^9}],
5549
5550	Cell[BoxData[
5551	FormBox[
5552	InterpretationBox[
5553	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
5554	"\[InvisibleSpace]", "\<\": \"\>",
5555	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
5556	SequenceForm["> Top. ", 3, ": ", "1 Generic, 1 Classes insertions"],
5557	Editable->False], TraditionalForm]], "Print",
5558	CellChangeTimes->{
5559	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5560	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5561	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5562	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5563	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5564	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5565	3.501249421273184^9, 3.501399245629957^9, 3.503388662594648*^9}],
5566
5567	Cell[BoxData[
5568	FormBox[
5569	InterpretationBox[
5570	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
5571	"\[InvisibleSpace]", "\<\": \"\>",
5572	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
5573	SequenceForm["> Top. ", 4, ": ", "1 Generic, 1 Classes insertions"],
5574	Editable->False], TraditionalForm]], "Print",
5575	CellChangeTimes->{
5576	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5577	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5578	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5579	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5580	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5581	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5582	3.501249421273184^9, 3.501399245629957^9, 3.503388662744975*^9}],
5583
5584	Cell[BoxData[
5585	FormBox["\<\"\"\>", TraditionalForm]], "Print",
5586	CellChangeTimes->{
5587	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5588	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5589	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5590	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5591	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5592	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5593	3.501249421273184^9, 3.501399245629957^9, 3.503388663014683*^9}],
5594
5595	Cell[BoxData[
5596	FormBox[
5597	InterpretationBox[
5598	RowBox[{"\<\"Restoring \"\>", "\[InvisibleSpace]", "0",
5599	"\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "2",
5600	"\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "2",
5601	"\[InvisibleSpace]", "\<\" Particles fields\"\>"}],
5602	SequenceForm[
5603	"Restoring ", 0, " Generic, ", 2, " Classes, and ", 2,
5604	" Particles fields"],
5605	Editable->False], TraditionalForm]], "Print",
5606	CellChangeTimes->{
5607	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5608	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5609	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5610	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5611	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5612	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5613	3.501249421273184^9, 3.501399245629957^9, 3.503388663156974*^9}],
5614
5615	Cell[BoxData[
5616	FormBox[
5617	InterpretationBox[
5618	RowBox[{"\<\"in total: \"\>",
5619	"\[InvisibleSpace]", "\<\"5 Generic, 5 Classes insertions\"\>"}],
5620	SequenceForm["in total: ", "5 Generic, 5 Classes insertions"],
5621	Editable->False], TraditionalForm]], "Print",
5622	CellChangeTimes->{
5623	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
5624	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
5625	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
5626	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
5627	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
5628	3.5001868230308657`^9, 3.500720181813981^9, 3.501237045162122*^9,
5629	3.501249421273184^9, 3.501399245629957^9, 3.503388663299583*^9}]
5630	}, Open ]]
5631	}, Open ]],
5632
5633	Cell[CellGroupData[{
5634
5635	Cell[BoxData[
5636	RowBox[{"Paint", "[", "INTopogg", "]"}]], "Input",
5637	CellChangeTimes->{{3.4777460520773^9, 3.4777460643283^9}, {
5638	3.4777465398103^9, 3.4777465399453^9}}],
5639
5640	Cell[CellGroupData[{
5641
5642	Cell[BoxData[
5643	FormBox[
5644	InterpretationBox[
5645	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
5646	"\[InvisibleSpace]", "\<\": \"\>",
5647	"\[InvisibleSpace]", "\<\"2 diagrams\"\>"}],
5648	SequenceForm["> Top. ", 1, ": ", "2 diagrams"],
5649	Editable->False], TraditionalForm]], "Print",
5650	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
5651	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
5652	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
5653	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
5654	3.500720184873517^9, 3.5012370488350353`^9, 3.501249426552867*^9,
5655	3.5013992516790648`^9, 3.5033886643146553`^9}],
5656
5657	Cell[BoxData[
5658	FormBox[
5659	InterpretationBox[
5660	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
5661	"\[InvisibleSpace]", "\<\": \"\>",
5662	"\[InvisibleSpace]", "\<\"4 diagrams\"\>"}],
5663	SequenceForm["> Top. ", 2, ": ", "4 diagrams"],
5664	Editable->False], TraditionalForm]], "Print",
5665	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
5666	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
5667	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
5668	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
5669	3.500720184873517^9, 3.5012370488350353`^9, 3.501249426552867*^9,
5670	3.5013992516790648`^9, 3.503388664380167^9}],
5671
5672	Cell[BoxData[
5673	FormBox[
5674	InterpretationBox[
5675	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
5676	"\[InvisibleSpace]", "\<\": \"\>",
5677	"\[InvisibleSpace]", "\<\"2 diagrams\"\>"}],
5678	SequenceForm["> Top. ", 3, ": ", "2 diagrams"],
5679	Editable->False], TraditionalForm]], "Print",
5680	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
5681	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
5682	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
5683	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
5684	3.500720184873517^9, 3.5012370488350353`^9, 3.501249426552867*^9,
5685	3.5013992516790648`^9, 3.503388664521883^9}],
5686
5687	Cell[BoxData[
5688	FormBox[
5689	InterpretationBox[
5690	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
5691	"\[InvisibleSpace]", "\<\": \"\>",
5692	"\[InvisibleSpace]", "\<\"2 diagrams\"\>"}],
5693	SequenceForm["> Top. ", 4, ": ", "2 diagrams"],
5694	Editable->False], TraditionalForm]], "Print",
5695	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
5696	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
5697	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
5698	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
5699	3.500720184873517^9, 3.5012370488350353`^9, 3.501249426552867*^9,
5700	3.5013992516790648`^9, 3.503388664654767^9}],
5701
5702	Cell[BoxData[
5703	FormBox[
5704	GraphicsBox[{InsetBox[
5705	GraphicsBox[
5706	{Thickness[0.005], LineBox[CompressedData["
5707	1:eJwd1gtYzNkbB/BfN00os7oYJCPJVMpkUauYqaft4jah2lxSWVZqMek2pf0b
5708	behGs7mVrXYoFVsMUpMuZiKNwg5KgzajrELWRPfQfs+/5+k5z6dzznve9z3n
5709	9zzN2bZ3/Q5tiqLU+CUj1T6On7lcik5gxaVcG41XVMDKozcZGozJ4ZHscIy+
5710	ysc6vRiHX8dbW2D0FrJC+jHWxIfvbbHE/Mc1ngbYL3SIcMuEGa/2etnCgtd/
5711	nvWFaZe19wXAvSZZa2fAglX9mzPgaGZX6fs5XEr08aNjE9xuWClthoXLrJoN
5712	53Ephe2T0XJYejpO5gd7n+xPugCr3LMP58IpKoPuEpjv+lNqJ/xK2Ox1FabL
5713	73tZWSPOhBmbbsOak8o9wbCibyT6b5gWkvfxN1hsmFQwBrM8i6xuwJqmz1Xm
5714	yE91XNHwBJalB+5eASvT5MbdcKDsTcRWMu8e/PAtfOJsVGwCzHU39ekk58Xt
5715	Eohg9ZDK5wFs0rotPx/uebvTQgKLSpW7Csj8Nf8DqbBztYU8Dw6bKxBugXUD
5716	j49lwCmD8Ql2cMiR3T18YqPDfcOoz2p3v9IHdk4zT2iEJeWhMQySj45TXg5c
5717	Mtio24F6eup7aiLh1dzV9FzSv/Rzo+tg2mbXBD/Y14TNdCX9s5OGGsDcOzsz
5718	HMn6nLuTapm4n9Qgq29hlWdnUyQsyZH6uMGilsZ/bGB1x4knm2Elb+zLg9no
5719	9zrz2UkwdyRiLBDmTmscvko87cjHfgvMj3660wuzzFp45+Gwz74Z9qhPcuFY
5720	QQSs6v2BiiL9WNsg8ob5NYPF5D4kHgl3XGDhtxs1WvMR7xNdxwOWXbq60hOm
5721	HDrnBMOKJ8+9DsFM1vZFaST+kjNXa2Ba6LvTcjjFMLb4LayZVcbWQn4hK2dd
5722	MGQh/9agJA/YNy9OYgUr8lLfHoZVwXVOC2FmZa7yFsw+xeTaw95+wrZBWLa8
5723	Yt1suHf5pglG6Acz/FbMBNgjNcaAAWsMU+1e4bySgAVziVUTzANvwLcVOT8b
5724	kvUVGsd0WHLQvvtfxGPcH2JtJPnPMTtQSjx57T1rWCBZfs6P5Nt/5tIg+iH1
5725	y//uDelXlffKZli1kau1G5bEyV8XwfxVleFds3Bu9aMD6eQ99w7E+RJvcJMk
5726	wMpRA5HUHPW8jBbHkP4WZPGYMD15cCSR9H/yp4CMmfgumnzUIpjbuYmhBWuc
5727	d38g75c5WV6cNAP5nZjKbSf7j7YdM4F71oRGfoN8e3paiqqmY0x5WrmW3M88
5728	yUgUTL9TofkNVk0yL/WAaRVUlQqWJS/ss4MDNb5HmOgfZcel2cBhLKfGn2B+
5729	r973y2CNkclACbkPt8tzgmCF5YqqVzBjtuWmYyS+YJUWwwZ9qnef0gSrTuw1
5730	cyN+Xa+ZhPzEZp8vb4X5kusRPDgk01WLb0P61/c8E5YyGfXRsCbPpk4Bp8hn
5731	LtoNO4cVqQfg4eB7ppuIt6SKjNGPbHnQJVdi4xtyC5gfPb/UDE453rTQFHbu
5732	2GX+FvnRVkbGkv3SiawNVbA4SsS8CYsc9B4dhkV5rLJ9MH/mEnt/OPtXKu0b
5733	mC0r+GANs2JcdPNRjzJYeOArec9GyQtnkv4Z+Ot2wOLqJ7czGJhfXM9rJP03
5734	WT86OA37h5/erYazs+r8t8IpjA+h5HvoSZTubzRDH50Tk++S7yk9/ctSWMAV
5735	mXXBdK2O+VdMke/Bvlgazpcd5LZ8B2uc3iU7k/u5ls1pMUF9XftLI0m+nqzu
5736	JJgrDxm6QubTLu72glksT8shWD3xz1RLOKzB6foK9Mdbr+WLMexd6W1xmPRr
5737	35HfZ8DMrA33m8h92BfxFsOBZUW8iba459xR561wyGhkuDscwvJrPAHT7J8u
5738	iiSm63Q+JvF+KbI8CaecNzGZhnyp2jpWGUybta9mI0xfeb5cCmt+ecY5DfeU
5739	Ha+phMU/5i5rhgWLu2ovwgLHoct9pF7d25VZML/Jaok++qO4lsAk53HrXMwM
5740	YNW67FYvOGzhlqgBrPe2a9OfDsuae/1IvJI9MXO7UY8o2LAijZynnlxRDisn
5741	PkheTPLp1dqQTOr1Y2U3kfoKrsUFwsIH83J5sNAkh/8tLOs1GLhjjLx4e7jT
5742	YG7b9TOLYUbQL2l6ZH5c+T53KupUvheOk/emSk7RhQMtn7WReYlW02T+N8jj
5743	YEUt+T4kL4I/dtExb7f5qRNc4pYesB3WHG5cs43Ey1v1x5spqNsn5tYpmPlT
5744	bQYbFiufxD4m54/ml541wrzu9lVmqFdZGLmHA2vadnZuIfehqgqeCNO1s8sL
5745	iUMnWWvBPdHb7N/ZknilR5lkvuLuHXs7xDFgl/4Ie68ssAqHmYrfTG/DzlZT
5746	HfJh0cusOctwvsba1koBi+sjVtQSCxXlr2H61wvWlsifldNKG4Fp8kTtH2HF
5747	3YD7X+FsV/XFXFg1/d+lwzD1VfFPEyxxOjf+D6xKONr/hqzPnRB8l6zPWVcz
5748	SNbvYnwpIPnEp3X/S+IXB6njSL7GjuNKePiGfqAXLG0/nkDi94zpdpmQ/anm
5749	Detg8U4j0y7U63vtVNQr5Cvb0pJQDgtD2DYULGyI/V86LAkvK/9siHuYtG9N
5750	OCxa7c5/ORlxD82Qr4fVS9dXVkxCfxILV3qSfpcvzjg0EfNnRF3fw+zt75f+
5751	YIDzbOfpkPWyfRr1Yhr+3rUjh8TzfeGwaL4+/n5FNiUTpptkf1oyAefbhvHq
5752	SLxzOtU79fDdvDO7P0jO86MXynVxz7drcpaiHu6pEYYXLNscGrefWFBZNqKD
5753	vvyxqa8eVh4aMnoK+259GDtxAfr7+LxeF8woionlwTL2i2PG2O99ySkhE5bI
5754	vPV3wGGmz9wUcMjpoZ1KWFS84vkQLPrTP2sN8pEl7qw0t0cdl/8qfgxL2n2q
5755	l8CS2uxdG5F/WGTtKndYNhyf2wrLjPX9iOm68T9zUK+gQOq5FBZFW947BksF
5756	7YzZsDgzurkGVgrFTl9xHnOhvPMWPByhEbTCdF6wgxhWjxXqF5P84kuyeTCX
5757	bbE6hqz/O1HzEOeV3PF45E7yLdj0jgUzT09ymErWW/RNDUS+anHOC/K+1CcH
5758	8reTfgb5OMtgTWaLqz/pl95ZN/K+KE5+o6M2+rVsfbGIrN/l9ElbC3k+cjif
5759	Cgtbb7UXjHMoZ1XryDHyHjusx3lfOPi/pKRDTPbbH3czH+NQgaeC9W7CITMW
5760	LJ8+wqEEYwG/9xBvHkj0H+JQfCpqvTnyU1fXqtsHOJQ35bw3EBY2d5hL+xHP
5761	X/j8DCxWu2zp/cShVO91l78k65cLaPvhkGUNRjboH3N13Y1QmD/iUrMXFo7f
5762	8D9D1tNdaq/CIflXvWYinm+J25UPZH1PZ18bTI+eF2/lgHi3H7PlOF/qMbqG
5763	B3OjWsYbBjmUpp7bsgcWX6xjtyBfWfhR2yQ4xJrDfjqM+uUGn1JgSjfoQT3q
5764	U7jv+uFXmBl9T1s4ivWb5+vvI/GWNxZqoR+qLXPYAcSXSo1cYL5De6Qj2S9J
5765	LrKEh7XGm/VI/Pbz31/FfubYzZRWUk8Ec3836V+WnVUBeS/3mEW3cL4sep1j
5766	JMxV2XWvQn7sCMEK8t7UUx71pKCelJ8PVTHI+pMLkg6jH7Kum62DpJ9NU502
5767	9MEnjKI7SL8PtCwdf4/8O8qMHpLvxS6A6/KGQ2UXLrvwF7HEp+DAK6z3q2t4
5768	Rjxd5tr5AvkmLAr+SOylbbyjDf20rnxjivOoTGXM0b84eC/xgR7ElOxAfD2H
5769	EukZ2iQSi0asUy5jvv96VPX/5/FTWEvRyOjA/Q8WtRto
5770	"]], InsetBox[
5771	TagBox[
5772	StyleBox[
5773	TagBox["\<\"G\"\>",
5774	DisplayForm],
5775	FontFamily->"Helvetica",
5776	FontSize->9.996694214876035],
5777	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5778	9.996694214876035]& ], {4.911618926975065, 11.718437853950132`}, \
5779	{1, 1}], LineBox[CompressedData["
5780	1:eJwt1wtUjFsbB/C3lO6dpDLdmAgVZVKS+GpyQsklSeaQYxRKoqI0Uceo0Dk6
5781	NYQToUl3xCCnHKVRJBzk0leRGkYZkibEyKXv/6z1tVZrr197v3s/+3mf/W5s
5782	QqMD16kzDCPDL7WMbAg/47iM4v8ta3hbggyt8OOlrVfQlg4xFn+j5Wsa2Ceh
5783	zaixu70LbfrDRJ4PWlFveAu1qvGVr03RagyZv2PQyrZPXf1+LJ5fe0ezCm1O
5784	0NUbT9Cqjg36R6GNKPQou4/2ceUBfTZaSUe54QO0QcXWR5ptMO9Bw7gO2GTT
5785	P1Oy4FJ5bfMn+ExN14tFMC9q92UW1rmeZpFqBrM2CjxnwybdM/e9YuP5uCXO
5786	sXDI+1yjeph/YJJtATzLx7+yDNb+WpveTPvbMOV0LtyoNnRH0xZxb3A4kQNz
5787	ndpjnWGGFX4nD5aE2HCCYdvY4qFzNP/KiVpbYLvVrsU3YfHsDctTabylqu0l
5788	zL6m8yEdDnJQJGoivpzIPx1SYG6sJnci3FjHfbwZ5uztapsHi30GFy6GG0/W
5789	q62DlVvHJ9rSfGd0/kqC3Uu9z/ch3oo830sZlA+jmTUXYFu30sZs2PfLzOpo
5790	2EilPCEie9wwtIdzUgVxKTS+V+M/z5G/kAlrv0XAzDLh06NwgK8izAfmMO7R
5791	PJgftCbAlPLLbA20ovFJK1rbsR/fr8G5Cvxd++jdhGMw5/BqzVr45ThLJhhW
5792	/V3aIYZVaeFpepTf1uYvmbTu/LV7fhtD9eJU9Dvc1MmxejUa9TYjsITiFFce
5793	WrMMdtfM9y4gu+6W3LVGXlf5uUthfszeT0vhRvGRzi44vTzwjx4rrHNYz8kY
5794	8VWJrmn9BQsbfB7OhsV1p114MIszekE83Li8STEFrvpaqFUCS8PzDEfDTRuV
5795	gmbqr5xz1Ib6heLpPygfN94dcYfFgnbWGKrz5Ho/PswvqJrrBivV650PwaKR
5796	WkFUbwKxi/8j2D22xp+smsiabIZ4c9r9rkyDm+yb3X6BS5PCK63onLlo/PsX
5797	LCjxfPoZ63HzVibRfgNMn3g3wsr1IvdPMOvs9O1ZMMvMMdkQ+WGK47ctpvM0
5798	K00wkvL164NtujDnZ1v7YbDqxIr+OuTHzjV1azutv3JNwg5y82fHPMrn9eoj
5799	bvSenX4buwCO6TG7+4ne64DL8C7EH+AQsfgqrMxSrI+CS89Lf8qC3Rv2ZnVZ
5800	oq7k645EwsKFv68NgtMdxg8LpDoo6ppRY4F8HRXJ58AyeXChLcxKKpw/l+Zv
5801	65iXZY7+3RbXaDx3flmRGpyut2Uhzce6H96zk0V53/bbPlhR5NpgAJeGPN5e
5802	QXUVL/c4Owrjww1N5XTOxkbtDhtF71NDbkL7e3uPmQLL/tHi0TkS7IlnjYCN
5803	SlbJEqjO15/9WQeWbmB9p/oSpG3RM4Nzjg1ffYu+M2rTLaaRp58covqqqhuz
5804	jOaXmL9zU1G/Z+r3Y3DpreC7P6j+1ILbntH8R5q1v9D8o2/zbRBvo7CxopvG
5805	Z7r1hcLSCQ62jTDXcvrAcdjI1tjpBNw6+Mr+HsyZX2AbSef0X/vLfbDi0q0G
5806	Rzoviwajhuj5uFDHHuw3YuS4pkFYpZZTUQjbOd70lcGtLeEvQmBBisT+HMzT
5807	WOtvRvldkH85HFaKy3uLce4knBUcPVhy4M0eR1hRE1eWS/szyMq9jroRjxEb
5808	WMH84L8vRNO5/D7tQ5YZ1fmmHc6waOKOhK+meO8+Fef04NYhJ+MwWJb3VG0I
5809	dcSzm7/ujgny8M+gCfWLjD/pzoBFJ9qFTjDL+UmYZCTOgd3U5+vhqlMt4dNg
5810	0dzwPsloumecd9wxxn5bhhVrIz5p3nu/eFh4zTxqA9zqMvK0K2z07M3cezCn
5811	qSBDF+ZMatEyx3553tdffxqB55bkNM+j+nN9elsFiy9uZ8fSd/iedoAhxrdq
5812	XK88QN/x3LAbNB/PVV5ziu6FXeOlEbR+eXZ1JX3XX/z5czGs8iuqqKJ74Zee
5813	HgU9X33Vrpzqve+b9WTEz0kuHnuI3HLafSOsnNw2ldZrDNW8mQ/7DsZGzqbz
5814	8uAXyR0aX168WJf6MwRru2j8uJKjh7CfgMFJ6m9h/ub9s/Thqo9B257B4j+i
5815	I5ORn4D4ZQeqaPziDJ93yLeqqoWVDAekXHsXRud8Qbh0Esxt+MyT49y2JtdO
5816	akC8kuj/6sTC6T9sWhfB3GHyXiPYKC5O/RbyIxKyHRtwjiUp89LcYaMYlXY2
5817	zGzyPpVvhPfF6agXwBFvyjV1YEZ5MTsBVu4N3NZtiO/HhrS8TJgt/yy+ZYC8
5818	jzilXQ3LTH7/XK+P/dQyQ9/gmM8/etr1ML9wXudCrB9Tf7bIAha6Ra44BStH
5819	dV7dpYs2RLfQAPsRRVqPNIXZpgHFW8gtkeJmHbj6kftjmN26L6kOFisW8RyR
5820	H+nc3o5WmEm9EpJIdrroaYLnpbU5kyrIdWdSN+vSPqevfQLH+Fv7ymCuNyft
5821	NfUfP2i3BvHEjE5Ul1H/1O2jFRSvo2p1DXn79ucbsR+hfefkFFgpveIvh5V9
5822	h9U5MD8pv3oO9s+dk7TlFuLjTvgYvw+WWNu9WULxlu3sK4fFAZsz72K/7AGx
5823	dSnMl+UbetO99epmyTbK30a1LeeRL86lPH0WrNy36fk4yufk4AsZtP6Ii9HH
5824	8V2VygNe/BfxiXPrXoyFld3JkkHsh7EbL6zCd1XiMf/+d+RDEvukYw0s7TYP
5825	fKWN/kPZUhuYW/mEX6uF96vV++ELvgsinbedmcOxbt1rbg/MHW9itFoTcZak
5826	8AfoOxS+32GGBvKRUDRkhueV83d+Hz8M7ku5u5DmX1af4aiO+LbuP3iY5j+R
5827	diVYDfMqpq3qhfnVj9RKGKw36ljOQsTb9LXQeSzMHO1bcgHmVjnnHhzyYoyi
5828	noeZUT35He/2hIUG7pI4mFuxtMILllgaL2+kfBg43c2ClY/29OhTPQcPBRhj
5829	Ps6OqAJPqidRw68C8mRv4Qq6x+vfOryHhbVJ0b/Svb3U5+s2xBfj0cf3s6L6
5830	KDrxnXzQI9CS3scs+6Yk7Edi8XZRM9bjn52e2wPHRLquS4RFJ2dWe2P/3PLK
5831	LF2Kl9XxJQHmrFp3KIPeT7ze1nS4af0F2TBYEhrfsRmWCHoXxyMfTadfVNnB
5832	wrZzTDfdew+X8y9R/lT5rJX0nW7qtzCDZR9e/dmG7zJb305nkRrd25n962Bm
5833	tY5GKOUz391Tg+413rUHkh9eTEyNfXmlGf07qLc09psXw7jEZqfAjOvF/FGD
5834	XozU+Irveph90vN9xWcvJiDjPiuMPMHaKWQAz9vxuQIa//V48pgPXgx71JyB
5835	Aur3k7b91O+F+/tBohzmnntZJnjnxfC1Nnu4UDx2l5WhPRhvMuNjJsWzZ2Ji
5836	v8KLkVnpy/thYdLtuZxX8NsPH4OpvvxM3o3rxnxzlcxlWOg8EHqrC/OFn/5h
5837	TPVT9tDcDP0xzfdn8WFhWkSiChb1nc8+BjPPb+TwMD87zeHAdaq/j2He5m+w
5838	n91XTzbTeM8EB/O3sGnqxHs0n78L35Xinbh/XznMFvXJxyqRn4wFfnHkGA7P
5839	BPuT1Xp0jaPxt6dMeQZLJuU/u4r4mE8F1za992KaduVm+cJsj/M3q2CJ4F/j
5840	G7T/pSsVF2H+bo7BDHLpInsezJ3SJyxDvviZ8zxOUv7ifA9bwtLB7pwDWF/2
5841	sivsIO5R6ekOs5WIT3xYUcmCmWzvrgHsR7pK8+UZ3KNCk4Wv9ZA/prEzM4ju
5842	2TU8ncsvkJ+XuRnG1G9Rz5nZjvWZJVIF7gGm6GH/5YdYX1yi1Uq2MNwRUwdb
5843	7nSWkemnsIZR0v/3RnL/BzXbFyg=
5844	"]], InsetBox[
5845	TagBox[
5846	StyleBox[
5847	TagBox["\<\"G\"\>",
5848	DisplayForm],
5849	FontFamily->"Helvetica",
5850	FontSize->9.996694214876035],
5851	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5852	9.996694214876035]& ], {5.088381073024935, 6.71843785395013}, \
5853	{-1, 1}],
5854	LineBox[{{20.000000000009095`, 15.000000000003638`}, {
5855	10.000000000009095`, 10.000000000003638`}}],
5856	PolygonBox[{{15.536656314599949`, 12.768328157299974`}, {
5857	14.284458247200067`, 12.589442719099992`}, {14.642229123600034`,
5858	11.87390096630006}}], InsetBox[
5859	TagBox[
5860	StyleBox[
5861	TagBox["\<\"t\"\>",
5862	DisplayForm],
5863	FontFamily->"Helvetica",
5864	FontSize->9.996694214876035],
5865	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5866	9.996694214876035]& ], {14.911618926975065`, 13.281562146049868`}, \
5867	{1, -1}], LineBox[{{20., 5.}, {10., 10.}}],
5868	PolygonBox[{{14.463343685400051`, 7.768328157299975}, {
5869	15.715541752799933`, 7.589442719099991}, {15.357770876399966`,
5870	6.8739009663000585`}}], InsetBox[
5871	TagBox[
5872	StyleBox[
5873	TagBox["\<\"t\"\>",
5874	DisplayForm],
5875	FontFamily->"Helvetica",
5876	FontSize->9.996694214876035],
5877	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5878	9.996694214876035]& ], {15.088381073024935`, 8.28156214604987}, \
5879	{-1, -1}],
5880	{PointSize[0.04], PointBox[{10., 10.}]}, InsetBox[
5881	TagBox[
5882	StyleBox[
5883	TagBox["\<\"T1 G1 N1\"\>",
5884	DisplayForm],
5885	FontFamily->"Helvetica",
5886	FontSize->7.997355371900828],
5887	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5888	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
5889	AspectRatio->1,
5890	PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[
5891	GraphicsBox[
5892	{Thickness[0.005], LineBox[CompressedData["
5893	1:eJwd1gtYzNkbB/BfN00os7oYJCPJVMpkUauYqaft4jah2lxSWVZqMek2pf0b
5894	behGs7mVrXYoFVsMUpMuZiKNwg5KgzajrELWRPfQfs+/5+k5z6dzznve9z3n
5895	9zzN2bZ3/Q5tiqLU+CUj1T6On7lcik5gxaVcG41XVMDKozcZGozJ4ZHscIy+
5896	ysc6vRiHX8dbW2D0FrJC+jHWxIfvbbHE/Mc1ngbYL3SIcMuEGa/2etnCgtd/
5897	nvWFaZe19wXAvSZZa2fAglX9mzPgaGZX6fs5XEr08aNjE9xuWClthoXLrJoN
5898	53Ephe2T0XJYejpO5gd7n+xPugCr3LMP58IpKoPuEpjv+lNqJ/xK2Ox1FabL
5899	73tZWSPOhBmbbsOak8o9wbCibyT6b5gWkvfxN1hsmFQwBrM8i6xuwJqmz1Xm
5900	yE91XNHwBJalB+5eASvT5MbdcKDsTcRWMu8e/PAtfOJsVGwCzHU39ekk58Xt
5901	Eohg9ZDK5wFs0rotPx/uebvTQgKLSpW7Csj8Nf8DqbBztYU8Dw6bKxBugXUD
5902	j49lwCmD8Ql2cMiR3T18YqPDfcOoz2p3v9IHdk4zT2iEJeWhMQySj45TXg5c
5903	Mtio24F6eup7aiLh1dzV9FzSv/Rzo+tg2mbXBD/Y14TNdCX9s5OGGsDcOzsz
5904	HMn6nLuTapm4n9Qgq29hlWdnUyQsyZH6uMGilsZ/bGB1x4knm2Elb+zLg9no
5905	9zrz2UkwdyRiLBDmTmscvko87cjHfgvMj3660wuzzFp45+Gwz74Z9qhPcuFY
5906	QQSs6v2BiiL9WNsg8ob5NYPF5D4kHgl3XGDhtxs1WvMR7xNdxwOWXbq60hOm
5907	HDrnBMOKJ8+9DsFM1vZFaST+kjNXa2Ba6LvTcjjFMLb4LayZVcbWQn4hK2dd
5908	MGQh/9agJA/YNy9OYgUr8lLfHoZVwXVOC2FmZa7yFsw+xeTaw95+wrZBWLa8
5909	Yt1suHf5pglG6Acz/FbMBNgjNcaAAWsMU+1e4bySgAVziVUTzANvwLcVOT8b
5910	kvUVGsd0WHLQvvtfxGPcH2JtJPnPMTtQSjx57T1rWCBZfs6P5Nt/5tIg+iH1
5911	y//uDelXlffKZli1kau1G5bEyV8XwfxVleFds3Bu9aMD6eQ99w7E+RJvcJMk
5912	wMpRA5HUHPW8jBbHkP4WZPGYMD15cCSR9H/yp4CMmfgumnzUIpjbuYmhBWuc
5913	d38g75c5WV6cNAP5nZjKbSf7j7YdM4F71oRGfoN8e3paiqqmY0x5WrmW3M88
5914	yUgUTL9TofkNVk0yL/WAaRVUlQqWJS/ss4MDNb5HmOgfZcel2cBhLKfGn2B+
5915	r973y2CNkclACbkPt8tzgmCF5YqqVzBjtuWmYyS+YJUWwwZ9qnef0gSrTuw1
5916	cyN+Xa+ZhPzEZp8vb4X5kusRPDgk01WLb0P61/c8E5YyGfXRsCbPpk4Bp8hn
5917	LtoNO4cVqQfg4eB7ppuIt6SKjNGPbHnQJVdi4xtyC5gfPb/UDE453rTQFHbu
5918	2GX+FvnRVkbGkv3SiawNVbA4SsS8CYsc9B4dhkV5rLJ9MH/mEnt/OPtXKu0b
5919	mC0r+GANs2JcdPNRjzJYeOArec9GyQtnkv4Z+Ot2wOLqJ7czGJhfXM9rJP03
5920	WT86OA37h5/erYazs+r8t8IpjA+h5HvoSZTubzRDH50Tk++S7yk9/ctSWMAV
5921	mXXBdK2O+VdMke/Bvlgazpcd5LZ8B2uc3iU7k/u5ls1pMUF9XftLI0m+nqzu
5922	JJgrDxm6QubTLu72glksT8shWD3xz1RLOKzB6foK9Mdbr+WLMexd6W1xmPRr
5923	35HfZ8DMrA33m8h92BfxFsOBZUW8iba459xR561wyGhkuDscwvJrPAHT7J8u
5924	iiSm63Q+JvF+KbI8CaecNzGZhnyp2jpWGUybta9mI0xfeb5cCmt+ecY5DfeU
5925	Ha+phMU/5i5rhgWLu2ovwgLHoct9pF7d25VZML/Jaok++qO4lsAk53HrXMwM
5926	YNW67FYvOGzhlqgBrPe2a9OfDsuae/1IvJI9MXO7UY8o2LAijZynnlxRDisn
5927	PkheTPLp1dqQTOr1Y2U3kfoKrsUFwsIH83J5sNAkh/8tLOs1GLhjjLx4e7jT
5928	YG7b9TOLYUbQL2l6ZH5c+T53KupUvheOk/emSk7RhQMtn7WReYlW02T+N8jj
5929	YEUt+T4kL4I/dtExb7f5qRNc4pYesB3WHG5cs43Ey1v1x5spqNsn5tYpmPlT
5930	bQYbFiufxD4m54/ml541wrzu9lVmqFdZGLmHA2vadnZuIfehqgqeCNO1s8sL
5931	iUMnWWvBPdHb7N/ZknilR5lkvuLuHXs7xDFgl/4Ie68ssAqHmYrfTG/DzlZT
5932	HfJh0cusOctwvsba1koBi+sjVtQSCxXlr2H61wvWlsifldNKG4Fp8kTtH2HF
5933	3YD7X+FsV/XFXFg1/d+lwzD1VfFPEyxxOjf+D6xKONr/hqzPnRB8l6zPWVcz
5934	SNbvYnwpIPnEp3X/S+IXB6njSL7GjuNKePiGfqAXLG0/nkDi94zpdpmQ/anm
5935	Detg8U4j0y7U63vtVNQr5Cvb0pJQDgtD2DYULGyI/V86LAkvK/9siHuYtG9N
5936	OCxa7c5/ORlxD82Qr4fVS9dXVkxCfxILV3qSfpcvzjg0EfNnRF3fw+zt75f+
5937	YIDzbOfpkPWyfRr1Yhr+3rUjh8TzfeGwaL4+/n5FNiUTpptkf1oyAefbhvHq
5938	SLxzOtU79fDdvDO7P0jO86MXynVxz7drcpaiHu6pEYYXLNscGrefWFBZNqKD
5939	vvyxqa8eVh4aMnoK+259GDtxAfr7+LxeF8woionlwTL2i2PG2O99ySkhE5bI
5940	vPV3wGGmz9wUcMjpoZ1KWFS84vkQLPrTP2sN8pEl7qw0t0cdl/8qfgxL2n2q
5941	l8CS2uxdG5F/WGTtKndYNhyf2wrLjPX9iOm68T9zUK+gQOq5FBZFW947BksF
5942	7YzZsDgzurkGVgrFTl9xHnOhvPMWPByhEbTCdF6wgxhWjxXqF5P84kuyeTCX
5943	bbE6hqz/O1HzEOeV3PF45E7yLdj0jgUzT09ymErWW/RNDUS+anHOC/K+1CcH
5944	8reTfgb5OMtgTWaLqz/pl95ZN/K+KE5+o6M2+rVsfbGIrN/l9ElbC3k+cjif
5945	Cgtbb7UXjHMoZ1XryDHyHjusx3lfOPi/pKRDTPbbH3czH+NQgaeC9W7CITMW
5946	LJ8+wqEEYwG/9xBvHkj0H+JQfCpqvTnyU1fXqtsHOJQ35bw3EBY2d5hL+xHP
5947	X/j8DCxWu2zp/cShVO91l78k65cLaPvhkGUNRjboH3N13Y1QmD/iUrMXFo7f
5948	8D9D1tNdaq/CIflXvWYinm+J25UPZH1PZ18bTI+eF2/lgHi3H7PlOF/qMbqG
5949	B3OjWsYbBjmUpp7bsgcWX6xjtyBfWfhR2yQ4xJrDfjqM+uUGn1JgSjfoQT3q
5950	U7jv+uFXmBl9T1s4ivWb5+vvI/GWNxZqoR+qLXPYAcSXSo1cYL5De6Qj2S9J
5951	LrKEh7XGm/VI/Pbz31/FfubYzZRWUk8Ec3836V+WnVUBeS/3mEW3cL4sep1j
5952	JMxV2XWvQn7sCMEK8t7UUx71pKCelJ8PVTHI+pMLkg6jH7Kum62DpJ9NU502
5953	9MEnjKI7SL8PtCwdf4/8O8qMHpLvxS6A6/KGQ2UXLrvwF7HEp+DAK6z3q2t4
5954	Rjxd5tr5AvkmLAr+SOylbbyjDf20rnxjivOoTGXM0b84eC/xgR7ElOxAfD2H
5955	EukZ2iQSi0asUy5jvv96VPX/5/FTWEvRyOjA/Q8WtRto
5956	"]], InsetBox[
5957	TagBox[
5958	StyleBox[
5959	TagBox["\<\"G\"\>",
5960	DisplayForm],
5961	FontFamily->"Helvetica",
5962	FontSize->9.996694214876035],
5963	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
5964	9.996694214876035]& ], {4.911618926975065, 11.718437853950132`}, \
5965	{1, 1}], LineBox[CompressedData["
5966	1:eJwt1wtUjFsbB/C3lO6dpDLdmAgVZVKS+GpyQsklSeaQYxRKoqI0Uceo0Dk6
5967	NYQToUl3xCCnHKVRJBzk0leRGkYZkibEyKXv/6z1tVZrr197v3s/+3mf/W5s
5968	QqMD16kzDCPDL7WMbAg/47iM4v8ta3hbggyt8OOlrVfQlg4xFn+j5Wsa2Ceh
5969	zaixu70LbfrDRJ4PWlFveAu1qvGVr03RagyZv2PQyrZPXf1+LJ5fe0ezCm1O
5970	0NUbT9Cqjg36R6GNKPQou4/2ceUBfTZaSUe54QO0QcXWR5ptMO9Bw7gO2GTT
5971	P1Oy4FJ5bfMn+ExN14tFMC9q92UW1rmeZpFqBrM2CjxnwybdM/e9YuP5uCXO
5972	sXDI+1yjeph/YJJtATzLx7+yDNb+WpveTPvbMOV0LtyoNnRH0xZxb3A4kQNz
5973	ndpjnWGGFX4nD5aE2HCCYdvY4qFzNP/KiVpbYLvVrsU3YfHsDctTabylqu0l
5974	zL6m8yEdDnJQJGoivpzIPx1SYG6sJnci3FjHfbwZ5uztapsHi30GFy6GG0/W
5975	q62DlVvHJ9rSfGd0/kqC3Uu9z/ch3oo830sZlA+jmTUXYFu30sZs2PfLzOpo
5976	2EilPCEie9wwtIdzUgVxKTS+V+M/z5G/kAlrv0XAzDLh06NwgK8izAfmMO7R
5977	PJgftCbAlPLLbA20ovFJK1rbsR/fr8G5Cvxd++jdhGMw5/BqzVr45ThLJhhW
5978	/V3aIYZVaeFpepTf1uYvmbTu/LV7fhtD9eJU9Dvc1MmxejUa9TYjsITiFFce
5979	WrMMdtfM9y4gu+6W3LVGXlf5uUthfszeT0vhRvGRzi44vTzwjx4rrHNYz8kY
5980	8VWJrmn9BQsbfB7OhsV1p114MIszekE83Li8STEFrvpaqFUCS8PzDEfDTRuV
5981	gmbqr5xz1Ib6heLpPygfN94dcYfFgnbWGKrz5Ho/PswvqJrrBivV650PwaKR
5982	WkFUbwKxi/8j2D22xp+smsiabIZ4c9r9rkyDm+yb3X6BS5PCK63onLlo/PsX
5983	LCjxfPoZ63HzVibRfgNMn3g3wsr1IvdPMOvs9O1ZMMvMMdkQ+WGK47ctpvM0
5984	K00wkvL164NtujDnZ1v7YbDqxIr+OuTHzjV1azutv3JNwg5y82fHPMrn9eoj
5985	bvSenX4buwCO6TG7+4ne64DL8C7EH+AQsfgqrMxSrI+CS89Lf8qC3Rv2ZnVZ
5986	oq7k645EwsKFv68NgtMdxg8LpDoo6ppRY4F8HRXJ58AyeXChLcxKKpw/l+Zv
5987	65iXZY7+3RbXaDx3flmRGpyut2Uhzce6H96zk0V53/bbPlhR5NpgAJeGPN5e
5988	QXUVL/c4Owrjww1N5XTOxkbtDhtF71NDbkL7e3uPmQLL/tHi0TkS7IlnjYCN
5989	SlbJEqjO15/9WQeWbmB9p/oSpG3RM4Nzjg1ffYu+M2rTLaaRp58covqqqhuz
5990	jOaXmL9zU1G/Z+r3Y3DpreC7P6j+1ILbntH8R5q1v9D8o2/zbRBvo7CxopvG
5991	Z7r1hcLSCQ62jTDXcvrAcdjI1tjpBNw6+Mr+HsyZX2AbSef0X/vLfbDi0q0G
5992	Rzoviwajhuj5uFDHHuw3YuS4pkFYpZZTUQjbOd70lcGtLeEvQmBBisT+HMzT
5993	WOtvRvldkH85HFaKy3uLce4knBUcPVhy4M0eR1hRE1eWS/szyMq9jroRjxEb
5994	WMH84L8vRNO5/D7tQ5YZ1fmmHc6waOKOhK+meO8+Fef04NYhJ+MwWJb3VG0I
5995	dcSzm7/ujgny8M+gCfWLjD/pzoBFJ9qFTjDL+UmYZCTOgd3U5+vhqlMt4dNg
5996	0dzwPsloumecd9wxxn5bhhVrIz5p3nu/eFh4zTxqA9zqMvK0K2z07M3cezCn
5997	qSBDF+ZMatEyx3553tdffxqB55bkNM+j+nN9elsFiy9uZ8fSd/iedoAhxrdq
5998	XK88QN/x3LAbNB/PVV5ziu6FXeOlEbR+eXZ1JX3XX/z5czGs8iuqqKJ74Zee
5999	HgU9X33Vrpzqve+b9WTEz0kuHnuI3HLafSOsnNw2ldZrDNW8mQ/7DsZGzqbz
6000	8uAXyR0aX168WJf6MwRru2j8uJKjh7CfgMFJ6m9h/ub9s/Thqo9B257B4j+i
6001	I5ORn4D4ZQeqaPziDJ93yLeqqoWVDAekXHsXRud8Qbh0Esxt+MyT49y2JtdO
6002	akC8kuj/6sTC6T9sWhfB3GHyXiPYKC5O/RbyIxKyHRtwjiUp89LcYaMYlXY2
6003	zGzyPpVvhPfF6agXwBFvyjV1YEZ5MTsBVu4N3NZtiO/HhrS8TJgt/yy+ZYC8
6004	jzilXQ3LTH7/XK+P/dQyQ9/gmM8/etr1ML9wXudCrB9Tf7bIAha6Ra44BStH
6005	dV7dpYs2RLfQAPsRRVqPNIXZpgHFW8gtkeJmHbj6kftjmN26L6kOFisW8RyR
6006	H+nc3o5WmEm9EpJIdrroaYLnpbU5kyrIdWdSN+vSPqevfQLH+Fv7ymCuNyft
6007	NfUfP2i3BvHEjE5Ul1H/1O2jFRSvo2p1DXn79ucbsR+hfefkFFgpveIvh5V9
6008	h9U5MD8pv3oO9s+dk7TlFuLjTvgYvw+WWNu9WULxlu3sK4fFAZsz72K/7AGx
6009	dSnMl+UbetO99epmyTbK30a1LeeRL86lPH0WrNy36fk4yufk4AsZtP6Ii9HH
6010	8V2VygNe/BfxiXPrXoyFld3JkkHsh7EbL6zCd1XiMf/+d+RDEvukYw0s7TYP
6011	fKWN/kPZUhuYW/mEX6uF96vV++ELvgsinbedmcOxbt1rbg/MHW9itFoTcZak
6012	8AfoOxS+32GGBvKRUDRkhueV83d+Hz8M7ku5u5DmX1af4aiO+LbuP3iY5j+R
6013	diVYDfMqpq3qhfnVj9RKGKw36ljOQsTb9LXQeSzMHO1bcgHmVjnnHhzyYoyi
6014	noeZUT35He/2hIUG7pI4mFuxtMILllgaL2+kfBg43c2ClY/29OhTPQcPBRhj
6015	Ps6OqAJPqidRw68C8mRv4Qq6x+vfOryHhbVJ0b/Svb3U5+s2xBfj0cf3s6L6
6016	KDrxnXzQI9CS3scs+6Yk7Edi8XZRM9bjn52e2wPHRLquS4RFJ2dWe2P/3PLK
6017	LF2Kl9XxJQHmrFp3KIPeT7ze1nS4af0F2TBYEhrfsRmWCHoXxyMfTadfVNnB
6018	wrZzTDfdew+X8y9R/lT5rJX0nW7qtzCDZR9e/dmG7zJb305nkRrd25n962Bm
6019	tY5GKOUz391Tg+413rUHkh9eTEyNfXmlGf07qLc09psXw7jEZqfAjOvF/FGD
6020	XozU+Irveph90vN9xWcvJiDjPiuMPMHaKWQAz9vxuQIa//V48pgPXgx71JyB
6021	Aur3k7b91O+F+/tBohzmnntZJnjnxfC1Nnu4UDx2l5WhPRhvMuNjJsWzZ2Ji
6022	v8KLkVnpy/thYdLtuZxX8NsPH4OpvvxM3o3rxnxzlcxlWOg8EHqrC/OFn/5h
6023	TPVT9tDcDP0xzfdn8WFhWkSiChb1nc8+BjPPb+TwMD87zeHAdaq/j2He5m+w
6024	n91XTzbTeM8EB/O3sGnqxHs0n78L35Xinbh/XznMFvXJxyqRn4wFfnHkGA7P
6025	BPuT1Xp0jaPxt6dMeQZLJuU/u4r4mE8F1za992KaduVm+cJsj/M3q2CJ4F/j
6026	G7T/pSsVF2H+bo7BDHLpInsezJ3SJyxDvviZ8zxOUv7ifA9bwtLB7pwDWF/2
6027	sivsIO5R6ekOs5WIT3xYUcmCmWzvrgHsR7pK8+UZ3KNCk4Wv9ZA/prEzM4ju
6028	2TU8ncsvkJ+XuRnG1G9Rz5nZjvWZJVIF7gGm6GH/5YdYX1yi1Uq2MNwRUwdb
6029	7nSWkemnsIZR0v/3RnL/BzXbFyg=
6030	"]], InsetBox[
6031	TagBox[
6032	StyleBox[
6033	TagBox["\<\"G\"\>",
6034	DisplayForm],
6035	FontFamily->"Helvetica",
6036	FontSize->9.996694214876035],
6037	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6038	9.996694214876035]& ], {5.088381073024935, 6.71843785395013}, \
6039	{-1, 1}],
6040	LineBox[{{20.000000000009095`, 15.000000000003638`}, {
6041	10.000000000009095`, 10.000000000003638`}}],
6042	PolygonBox[{{15.536656314599949`, 12.768328157299974`}, {
6043	14.284458247200067`, 12.589442719099992`}, {14.642229123600034`,
6044	11.87390096630006}}], InsetBox[
6045	TagBox[
6046	StyleBox[
6047	TagBox["\<\"t\"\>",
6048	DisplayForm],
6049	FontFamily->"Helvetica",
6050	FontSize->9.996694214876035],
6051	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6052	9.996694214876035]& ], {14.911618926975065`, 13.281562146049868`}, \
6053	{1, -1}], LineBox[{{20., 5.}, {10., 10.}}],
6054	PolygonBox[{{14.463343685400051`, 7.768328157299975}, {
6055	15.715541752799933`, 7.589442719099991}, {15.357770876399966`,
6056	6.8739009663000585`}}], InsetBox[
6057	TagBox[
6058	StyleBox[
6059	TagBox["\<\"t\"\>",
6060	DisplayForm],
6061	FontFamily->"Helvetica",
6062	FontSize->9.996694214876035],
6063	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6064	9.996694214876035]& ], {15.088381073024935`, 8.28156214604987}, \
6065	{-1, -1}],
6066	{PointSize[0.04], PointBox[{10., 10.}]}, InsetBox[
6067	TagBox[
6068	StyleBox[
6069	TagBox["\<\"T1 C1 N2\"\>",
6070	DisplayForm],
6071	FontFamily->"Helvetica",
6072	FontSize->7.997355371900828],
6073	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6074	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
6075	AspectRatio->1,
6076	PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}],
6077	InsetBox[
6078	GraphicsBox[
6079	{Thickness[0.005], LineBox[CompressedData["
6080	1:eJwd1A9YzNkaB/CjJo22GClh+jOl2aLpmlYylOYXLaEYWlfSkkUlZcqqWCGV
6081	2+Rfs7eUuqnhKmxZYQilBiErmlJK2pqUKxVGBkVb+z13nqdnns9zzu+87/v9
6082	ncn2J+nKzXqEkBP4o99EO4KPBUNYFPYM6Z5zhRMCF6fEZFGrjVaueTQR6+1s
6083	x7Gwtqt4hjusqW6ocISvxUacUJozxPL+rrrlcNjWbXxPmHkY6p0Iiyz90p6b
6084	MUTFuhVXAQvdQsvSYE65OFCPzxDeui37g+CqaQv2L4VLkttz5sO5C3q9s2DH
6085	zfdzvKhXDrW9gI87/Kt/NTzwwu6Q07cMkXANWUnwD2W8M9vg7rlCphKOuBFR
6086	dw6uPrJYwkY/8QUdrOfwgDDGZw3syMwtIQ4Mke3v0xTDUa8WV0+GhWFhl/+C
6087	2VbWDXx4Z3bProWYt9klvt8eFr008U2E5Wt3N1vA1yzMm4vh3F1LH4zgfFGW
6088	7bHbsMpIltIGM0eW9KlgkeoWcxX2kZb+sxAu9hfsSIVVi4Kl22HfW5mNgbBi
6089	T8FnPuzjNuLsDMtSUx/fpv31zXDXp/O69rcshbUH/kxrRx7d6W9eV2Fe48rr
6090	MVU0r8WJid/BCRef1l+G5Tzji9kTUCdSPuECzBTJakZMkbPl8ORSeJLTXlE4
6091	HH+gaGYN3T9q+bdt4/H8BdOJb+HqmvqAYNi3bLiDi/rEXden42B/SonzD7Am
6092	qHlaPmyvv9z8GHw2vzxwAyy42SlphRMSFyk94OTzncscaJ4ViQtd4IYV41b+
6093	DGv07YbmwYqoZb/ehLVJ1meC6fktZgH6jthvZTYlE+btaOLPh7uPiPxa4Oa6
6094	qQ/j4IDheUcc0V+3PzvpFCw3HLm4G645UWB4Cy7pjgt8DCcf/qKoh2V+/k5c
6095	zKvp8nRugn3WzzT5Ee6q2mpXCxO3ztA0eIeFRlYGqz+qVv9O93uvf3cCZk/X
6096	tVyleR38GLCT1l+5UVcIK7wy+H4wR1F/ew/cfCfmkzXsGGRzyJ26ODVNS+9b
6097	D+9KB/qJaPItrYIHIvzLtsP2rxIn5sHBgWPG9mM+dZnP5H1wif/23o2wLP9V
6098	/RZ6P/OOBuWMw3ubcvHlelgtvDQ9ZCz6+2VI+hMsX2Rn4maC30n81JFomm+r
6099	v8LMGPn8xzz1KMyL7G/85hvMSx5FlMLMatf99kaY51L+rl5a77qLdvMY9Ntm
6100	8Zcj+ufZvs5sZDOk/K+LTyNhjbK2NhZWd+XIS2neWbXKJbCq3C9efxr63/eL
6101	qQQOu1NVtwzmeBnEJsGuvXW1mdTPwla1w8nWDq3NcIlJ4/Ig1Au7nH3SdDru
6102	y6UDSe9h7Qovp/mwotf0Ywb62zFz9tfNMEeTqu+B/iUpb7h7YLmZYddzOKhg
6103	lVMKrDGcZROOeZnT/uuTYfWiIaM/YdGFpUkx1MNtcwXIp0H+8u1a+vzd/3VI
6104	qK9Ex86BtdGXbRfCTNvpVRx63jWzBWNg1t6T5p3oNyrgRGM2zivZFC9V0v4f
6105	qpSDqG/vlS5IgVVnxf0CWM7mj14HC0+1Fs5B/xLjggPusKJyb5ED5mO7zXll
6106	S9eln+cR5CG4e2PElJ7/Mu3Yo9GoJwxz4MCaFZ4ROQYM8fZkpk+h642v9kez
6107	8HvPLvd0oXlaBNr8qI/nG1frr6L1rYryQvTw/7j1a2IyrG6VDh8bxZA+Lp+p
6108	gOXDZcnvCX7XD0ULCc37Az92DzwQ5M34wFEC2y53OMrDKiMdJnJthgAOsy9I
6109	aIeDdT6j/eCuO/XzpjlhPTz54HG4ZoKR1TbqovH72Kgnm+V7tggWiguyM+By
6110	SUNFO6y2P+czE/0JdQ3n2QLUcZXZtcCsbDdvPiy0u7duL+aRjURrXGFe9kZ/
6111	c8zLyXwZNxvWprdqM2DLWkmWM0wGbWbrYGWzNGgSrE51yXNCXvYfRm0ZRD3F
6112	66uRs2BL07raejhhIHbEBG6wyBoqhDnz77++jOejCpqzdsLBJ7+Mc4SLE4ZC
6113	l8Dy9vHHI2m+90e72MCqOP69VPSbPEmaMUjvz01hZRKd74+U/uew5AbLbRPy
6114	MOa3LKum92fCMuPwYTFxXH1dpIJVM0MTRw2JiaTH8noVzf9ZT+jpQTE5zM5c
6115	+JTut8+qC/0sJhkdvZU6ev9ZNoHrP4qJgORF0vpkqY1n7gcxGdJzN1oF897m
6116	pAv6xUSRN70una57WRVOeS8mPuc905/BTOSnvRFaMdHWctVTkY+qhZU/FZY9
6117	XvFECityPN54wCKLuic3aJ6JpS0lcIL/cjM9Z6zfP3vjZ5ynk9jpL4CDS75b
6118	Eot6fS+sA3ZTK99tKEQ/5b/yZpyDmVPcB+90mLfDwPohNesOb94nzNto+72G
6119	npfv07oT8+18vHFNtzOd97P70QEx8W2pPNNJ96d5eoYjj5pPF8Y/ofv5v8UP
6120	waLOT3rXYF6crGf2FzFRhnA3ZPz/+fyICXB329qYcDihlL3gIPZPEkyp96Dr
6121	X7YxuThfVaZzHUvP+8Omxg/1W527QzpoHkzn72eQr8Sgj3udmttVfBXzdBsk
6122	Pcmi+TQteX8Q8w9pi8v20XXh4dPb3ooJ686hrO1wwqJxfYrXYpKb0/lbNMxU
6123	+N1t6hITzuhNRXvoerXC0FMjJsHckGuZ1P+W3RtowvvM2LemnOa9wZIjVWMe
6124	+dekN9QGZ3vmVOH9+A0WOqJfctBo3QMl+jvz35tbqRXRM/pykc/350OU1PRz
6125	/CYxpt//YP4GmMiV9w==
6126	"]], InsetBox[
6127	TagBox[
6128	StyleBox[
6129	TagBox["\<\"G\"\>",
6130	DisplayForm],
6131	FontFamily->"Helvetica",
6132	FontSize->9.996694214876035],
6133	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6134	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
6135	{1, 1}], LineBox[CompressedData["
6136	1:eJwV1gs01GkfB/AHzUTCuKyUMC6VS6JS2NT8u2iFWkUotQ25tNlFJVRoUMu8
6137	9XamiOimsKaLzFZqvFGzUciGmtQgjG6rpGxRI5b3+8w5c+Z8zv/5/57f7zvP
6138	nPlbhsWui1AnhJzGm36S3nG8pjBkkH5aM8T2SIvhS1jqWRZ5HRa3ZrZfhj1K
6139	i6qj4cI7F51/guNXD/9uC0vdx3SHjRlSLBrJ6LdiSG9C3i4B7JKzf0MVLH2j
6140	zVN9xxBf00hpLqzpFTgxAh5lhV9KoeuNU180GjHkcMHLizvo+j0xDvPggbuH
6141	8nbCylVly08bYt3A5Vv7YYXqfoABrGBlyPNgsdMPRrkG6I/13rQS5uqoDs+G
6142	6x17I3tgztJXHxX6DJHcGnTRRb+qR4tjT8MTZk977AErFips9sHvu0J2b4c1
6143	X2xm7YSLI01Dc+C4hFalALZ9+UVdCpNNcXElcNWXcn05LFqovuM57NF+p/Ql
6144	PPCsv94S+4c3bd3QC9cvab4ZB7u1WnoqYa8plTq1sFEPy7wRlhkciDLGPOKj
6145	XKcLsMR/169hdL4X5sH7aL2H6/WL4Fd+VhrL6f0W6xrkcJz/j0bqML9NUjsA
6146	e0x5JP8fnb9hiclXOL5prTwWFoQvU76CnzebtljDLeVJgZWwb9mS7DZLhjAr
6147	pnbEw6Iz9o+yqR2TBkzgCRqLJq2He5ck2YnRrzM586sFfGJhgfZMOLmn784g
6148	lyFJq1hvcjF/kmbuyqcwZ37k2XEOQwLeTa+shVv2vk+OgI2CKt1k1J4jDSf1
6149	4Bnta+phsqyZSdZlyOUHmZ86YH5Wu3uCDs6DSWzOMK3H/RB1bDJDptex59L9
6150	nX9iDTzTZsgpwWiUNyyodjP2hfklirwkmDNRSD5NYkjtlLzR32FivOrYA3iy
6151	waPmx7Bsd1PoE9jos9rPw7CErazXxv3FithNJsinMNpaLxqe3OyX5wiTqFOX
6152	38Emua8TXeG4TvdzaegnaXyH0oWub0zsnIF+NfMXrpgBy9oDb/4FcweflGnS
6153	9bKNkdGYT+z35HY33S/gg+ArHL/AV3wJFh3ftzsKeUgNJ5nF0Py1bw5fhf+q
6154	ebzYDi6M1YuWw8E2JYJu5OEs7zKthfkeZjnZMHdyuzAdfrVpBeNF81RbsU+X
6155	1mt0W0lgpZVIbTv2k7h6C5It4J6A0Hz0x5F+ZWnBgt4S5XnM43yxnH3RHPXs
6156	TVKPYF7V3D0pYTBz5c/sCOQlShYEuMDO0+K2z9PCudjSsoYLD4g0745PZMi2
6157	/+wenwETJi1Awcb16J1Ny2HBZusN91n4NPHWToSVgTId+QSs0/eeXEXXu/B8
6158	2LBt+swNuujHuTTMPlIDv5cGVdc2uGVlX9UXddQbWeZwHy78r29XJezcVbye
6159	Q8/H91PNy+Haih0J7rCfmuU9Ofxc9PpDCCy7qTFkhXo25T4Zu2FG9UB5HPYq
6160	9t9ygN7fpzK1wf6+JesdMmGRRcJoDeyR2W+aQq8b9U+KRv/8+a4jETTv1XuT
6161	dTGfYu1Sh2U070/2kiI44Fr+OQO4cGbeRS7yUHiskf5B8739TZgMM0+LzjrC
6162	jOBgfzks+U1YdBrzi7Y5+1TAoj0nVWxY4u3sLISTGhZYxpqhfrfxz/Zw1sjW
6163	so7pyNuzSa8A+2VVO31bC/PFjakd6K8lnPf5qSn2O6ZjP4j+xWoFbTFwi9Xl
6164	LX2YV+zqYGBmSr/3zk8NyEdzeOXYy2m43rS6NV8Nv+shVXctLAjdURRBcN0l
6165	rPEOXChZuC5ujEcGljSXyKmPt9e5jvJIXOLReWMw3+eqwYJvPGLbxHL0QH3u
6166	+mSHPSoekV7JjxHCsiPpcv2vPCLaYGjRAytTKwY1v8CZfe8Xo3/ZjZ1zwod4
6167	xC/D1qcA5gY55djACqO+PwZgpe1o4Uq4Xni7axHy4M7axb8LS+fI9BOp0+c1
6168	HkI9sfDZijM0r4ar67KxX2FDysYrcOEmbu599KM0GVpaQq/3aLjpo9+4RT56
6169	6dRszcbNIzwiKeWwPWFBnVljLuYTFf2Q+xH7M8LyvNJ/ecSk94rPAVgwcHBr
6170	CvIgFXYSNlz4MVFPcxzXe05Z7cN8DHvo9fewtMi8+A3y4Q71zNGBlRvrTq+h
6171	+abpHN+L+7ftrTsnnYr7D50JzkB9W/YZe3uYb+jkOxv7K3RDQ8Qm6O/h9VOp
6172	6Fec8G+NK/W3mshMzMPZMmP2c/wPE/+J5kGYXzEpKOoEzPh3PiSDmM99dH4M
6173	rExuXpT/D4/wO7iz6P82U9HfF/0B/YSVlUTR+0OzJYq3PMJN3dWXBctCYmzP
6174	vUb/2rcs7tD1V68detvDIzLFlgQ29hdYiQ8WdqL+L2MhG6nTRrTaFDySlO54
6175	qYL2pyXMKWjlEbfS4F4DzEPsghb9I+cRL0FG2i+wQPim7CnM/46jV02ddiV1
6176	HtZzPuceG6e+YMnreMYjqhtfJE7Ii0QEhp7owPexVfVqFSyrqgo3UPJIr7uH
6177	2AdmBk+qTrzA+WzKFs2n6xMDqxagf64gnq9G8xZdS6n+m0davGu0bqA+Myt1
6178	jPUO88W3nfeHZdZ13X/38UhWwtI1nehf9mdTNNOP83bP0ziIztNaa/cZNilR
6179	Vd+jebVp2PXBnMynwjk0H52KQVN4m/9v6nl47iGr79uko95A4v7rE6jN8g5a
6180	I99grfSPyXjuYUoOP9F9g3lym7MmwDKvU0Yh6J9z5PP5s3juEZTNZa1+jvN7
6181	9ELKWuofu7fbI6/ean2/6TCpDn67uAb56vXNUaOmr+JqoqTPb4bM/wHnSp4c
6182
6183	"]], InsetBox[
6184	TagBox[
6185	StyleBox[
6186	TagBox["\<\"G\"\>",
6187	DisplayForm],
6188	FontFamily->"Helvetica",
6189	FontSize->9.996694214876035],
6190	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6191	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
6192	{-1, 1}],
6193	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
6194	14.000000000003638`, 10.000000000001819`}}],
6195	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
6196	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
6197	11.808600848362362`}}], InsetBox[
6198	TagBox[
6199	StyleBox[
6200	TagBox["\<\"t\"\>",
6201	DisplayForm],
6202	FontFamily->"Helvetica",
6203	FontSize->9.996694214876035],
6204	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6205	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
6206	{1, -1}],
6207	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
6208	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
6209	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
6210	6.808600848362362}}], InsetBox[
6211	TagBox[
6212	StyleBox[
6213	TagBox["\<\"t\"\>",
6214	DisplayForm],
6215	FontFamily->"Helvetica",
6216	FontSize->9.996694214876035],
6217	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6218	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
6219	{-1, -1}],
6220	{Dashing[{0.030000000000000002`, 0.030000000000000002`}],
6221	LineBox[{{5.999999999990206, 10.}, {13.999999999982222`, 10.}}]},
6222	InsetBox[
6223	TagBox[
6224	StyleBox[
6225	TagBox["\<\"S\"\>",
6226	DisplayForm],
6227	FontFamily->"Helvetica",
6228	FontSize->9.996694214876035],
6229	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6230	9.996694214876035]& ], {9.999999999999995, 9.3048}, {0, 1}],
6231	{PointSize[0.04], PointBox[{6., 10.}],
6232	PointBox[{13.99999999999999, 10.}]}, InsetBox[
6233	TagBox[
6234	StyleBox[
6235	TagBox["\<\"T2 G1 N3\"\>",
6236	DisplayForm],
6237	FontFamily->"Helvetica",
6238	FontSize->7.997355371900828],
6239	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6240	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
6241	AspectRatio->1,
6242	PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}],
6243	InsetBox[
6244	GraphicsBox[
6245	{Thickness[0.005], LineBox[CompressedData["
6246	1:eJwd1A9YzNkaB/CjJo22GClh+jOl2aLpmlYylOYXLaEYWlfSkkUlZcqqWCGV
6247	2+Rfs7eUuqnhKmxZYQilBiErmlJK2pqUKxVGBkVb+z13nqdnns9zzu+87/v9
6248	ncn2J+nKzXqEkBP4o99EO4KPBUNYFPYM6Z5zhRMCF6fEZFGrjVaueTQR6+1s
6249	x7Gwtqt4hjusqW6ocISvxUacUJozxPL+rrrlcNjWbXxPmHkY6p0Iiyz90p6b
6250	MUTFuhVXAQvdQsvSYE65OFCPzxDeui37g+CqaQv2L4VLkttz5sO5C3q9s2DH
6251	zfdzvKhXDrW9gI87/Kt/NTzwwu6Q07cMkXANWUnwD2W8M9vg7rlCphKOuBFR
6252	dw6uPrJYwkY/8QUdrOfwgDDGZw3syMwtIQ4Mke3v0xTDUa8WV0+GhWFhl/+C
6253	2VbWDXx4Z3bProWYt9klvt8eFr008U2E5Wt3N1vA1yzMm4vh3F1LH4zgfFGW
6254	7bHbsMpIltIGM0eW9KlgkeoWcxX2kZb+sxAu9hfsSIVVi4Kl22HfW5mNgbBi
6255	T8FnPuzjNuLsDMtSUx/fpv31zXDXp/O69rcshbUH/kxrRx7d6W9eV2Fe48rr
6256	MVU0r8WJid/BCRef1l+G5Tzji9kTUCdSPuECzBTJakZMkbPl8ORSeJLTXlE4
6257	HH+gaGYN3T9q+bdt4/H8BdOJb+HqmvqAYNi3bLiDi/rEXden42B/SonzD7Am
6258	qHlaPmyvv9z8GHw2vzxwAyy42SlphRMSFyk94OTzncscaJ4ViQtd4IYV41b+
6259	DGv07YbmwYqoZb/ehLVJ1meC6fktZgH6jthvZTYlE+btaOLPh7uPiPxa4Oa6
6260	qQ/j4IDheUcc0V+3PzvpFCw3HLm4G645UWB4Cy7pjgt8DCcf/qKoh2V+/k5c
6261	zKvp8nRugn3WzzT5Ee6q2mpXCxO3ztA0eIeFRlYGqz+qVv9O93uvf3cCZk/X
6262	tVyleR38GLCT1l+5UVcIK7wy+H4wR1F/ew/cfCfmkzXsGGRzyJ26ODVNS+9b
6263	D+9KB/qJaPItrYIHIvzLtsP2rxIn5sHBgWPG9mM+dZnP5H1wif/23o2wLP9V
6264	/RZ6P/OOBuWMw3ubcvHlelgtvDQ9ZCz6+2VI+hMsX2Rn4maC30n81JFomm+r
6265	v8LMGPn8xzz1KMyL7G/85hvMSx5FlMLMatf99kaY51L+rl5a77qLdvMY9Ntm
6266	8Zcj+ufZvs5sZDOk/K+LTyNhjbK2NhZWd+XIS2neWbXKJbCq3C9efxr63/eL
6267	qQQOu1NVtwzmeBnEJsGuvXW1mdTPwla1w8nWDq3NcIlJ4/Ig1Au7nH3SdDru
6268	y6UDSe9h7Qovp/mwotf0Ywb62zFz9tfNMEeTqu+B/iUpb7h7YLmZYddzOKhg
6269	lVMKrDGcZROOeZnT/uuTYfWiIaM/YdGFpUkx1MNtcwXIp0H+8u1a+vzd/3VI
6270	qK9Ex86BtdGXbRfCTNvpVRx63jWzBWNg1t6T5p3oNyrgRGM2zivZFC9V0v4f
6271	qpSDqG/vlS5IgVVnxf0CWM7mj14HC0+1Fs5B/xLjggPusKJyb5ED5mO7zXll
6272	S9eln+cR5CG4e2PElJ7/Mu3Yo9GoJwxz4MCaFZ4ROQYM8fZkpk+h642v9kez
6273	8HvPLvd0oXlaBNr8qI/nG1frr6L1rYryQvTw/7j1a2IyrG6VDh8bxZA+Lp+p
6274	gOXDZcnvCX7XD0ULCc37Az92DzwQ5M34wFEC2y53OMrDKiMdJnJthgAOsy9I
6275	aIeDdT6j/eCuO/XzpjlhPTz54HG4ZoKR1TbqovH72Kgnm+V7tggWiguyM+By
6276	SUNFO6y2P+czE/0JdQ3n2QLUcZXZtcCsbDdvPiy0u7duL+aRjURrXGFe9kZ/
6277	c8zLyXwZNxvWprdqM2DLWkmWM0wGbWbrYGWzNGgSrE51yXNCXvYfRm0ZRD3F
6278	66uRs2BL07raejhhIHbEBG6wyBoqhDnz77++jOejCpqzdsLBJ7+Mc4SLE4ZC
6279	l8Dy9vHHI2m+90e72MCqOP69VPSbPEmaMUjvz01hZRKd74+U/uew5AbLbRPy
6280	MOa3LKum92fCMuPwYTFxXH1dpIJVM0MTRw2JiaTH8noVzf9ZT+jpQTE5zM5c
6281	+JTut8+qC/0sJhkdvZU6ev9ZNoHrP4qJgORF0vpkqY1n7gcxGdJzN1oF897m
6282	pAv6xUSRN70una57WRVOeS8mPuc905/BTOSnvRFaMdHWctVTkY+qhZU/FZY9
6283	XvFECityPN54wCKLuic3aJ6JpS0lcIL/cjM9Z6zfP3vjZ5ynk9jpL4CDS75b
6284	Eot6fS+sA3ZTK99tKEQ/5b/yZpyDmVPcB+90mLfDwPohNesOb94nzNto+72G
6285	npfv07oT8+18vHFNtzOd97P70QEx8W2pPNNJ96d5eoYjj5pPF8Y/ofv5v8UP
6286	waLOT3rXYF6crGf2FzFRhnA3ZPz/+fyICXB329qYcDihlL3gIPZPEkyp96Dr
6287	X7YxuThfVaZzHUvP+8Omxg/1W527QzpoHkzn72eQr8Sgj3udmttVfBXzdBsk
6288	Pcmi+TQteX8Q8w9pi8v20XXh4dPb3ooJ686hrO1wwqJxfYrXYpKb0/lbNMxU
6289	+N1t6hITzuhNRXvoerXC0FMjJsHckGuZ1P+W3RtowvvM2LemnOa9wZIjVWMe
6290	+dekN9QGZ3vmVOH9+A0WOqJfctBo3QMl+jvz35tbqRXRM/pykc/350OU1PRz
6291	/CYxpt//YP4GmMiV9w==
6292	"]], InsetBox[
6293	TagBox[
6294	StyleBox[
6295	TagBox["\<\"G\"\>",
6296	DisplayForm],
6297	FontFamily->"Helvetica",
6298	FontSize->9.996694214876035],
6299	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6300	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
6301	{1, 1}], LineBox[CompressedData["
6302	1:eJwV1gs01GkfB/AHzUTCuKyUMC6VS6JS2NT8u2iFWkUotQ25tNlFJVRoUMu8
6303	9XamiOimsKaLzFZqvFGzUciGmtQgjG6rpGxRI5b3+8w5c+Z8zv/5/57f7zvP
6304	nPlbhsWui1AnhJzGm36S3nG8pjBkkH5aM8T2SIvhS1jqWRZ5HRa3ZrZfhj1K
6305	i6qj4cI7F51/guNXD/9uC0vdx3SHjRlSLBrJ6LdiSG9C3i4B7JKzf0MVLH2j
6306	zVN9xxBf00hpLqzpFTgxAh5lhV9KoeuNU180GjHkcMHLizvo+j0xDvPggbuH
6307	8nbCylVly08bYt3A5Vv7YYXqfoABrGBlyPNgsdMPRrkG6I/13rQS5uqoDs+G
6308	6x17I3tgztJXHxX6DJHcGnTRRb+qR4tjT8MTZk977AErFips9sHvu0J2b4c1
6309	X2xm7YSLI01Dc+C4hFalALZ9+UVdCpNNcXElcNWXcn05LFqovuM57NF+p/Ql
6310	PPCsv94S+4c3bd3QC9cvab4ZB7u1WnoqYa8plTq1sFEPy7wRlhkciDLGPOKj
6311	XKcLsMR/169hdL4X5sH7aL2H6/WL4Fd+VhrL6f0W6xrkcJz/j0bqML9NUjsA
6312	e0x5JP8fnb9hiclXOL5prTwWFoQvU76CnzebtljDLeVJgZWwb9mS7DZLhjAr
6313	pnbEw6Iz9o+yqR2TBkzgCRqLJq2He5ck2YnRrzM586sFfGJhgfZMOLmn784g
6314	lyFJq1hvcjF/kmbuyqcwZ37k2XEOQwLeTa+shVv2vk+OgI2CKt1k1J4jDSf1
6315	4Bnta+phsqyZSdZlyOUHmZ86YH5Wu3uCDs6DSWzOMK3H/RB1bDJDptex59L9
6316	nX9iDTzTZsgpwWiUNyyodjP2hfklirwkmDNRSD5NYkjtlLzR32FivOrYA3iy
6317	waPmx7Bsd1PoE9jos9rPw7CErazXxv3FithNJsinMNpaLxqe3OyX5wiTqFOX
6318	38Emua8TXeG4TvdzaegnaXyH0oWub0zsnIF+NfMXrpgBy9oDb/4FcweflGnS
6319	9bKNkdGYT+z35HY33S/gg+ArHL/AV3wJFh3ftzsKeUgNJ5nF0Py1bw5fhf+q
6320	ebzYDi6M1YuWw8E2JYJu5OEs7zKthfkeZjnZMHdyuzAdfrVpBeNF81RbsU+X
6321	1mt0W0lgpZVIbTv2k7h6C5It4J6A0Hz0x5F+ZWnBgt4S5XnM43yxnH3RHPXs
6322	TVKPYF7V3D0pYTBz5c/sCOQlShYEuMDO0+K2z9PCudjSsoYLD4g0745PZMi2
6323	/+wenwETJi1Awcb16J1Ny2HBZusN91n4NPHWToSVgTId+QSs0/eeXEXXu/B8
6324	2LBt+swNuujHuTTMPlIDv5cGVdc2uGVlX9UXddQbWeZwHy78r29XJezcVbye
6325	Q8/H91PNy+Haih0J7rCfmuU9Ofxc9PpDCCy7qTFkhXo25T4Zu2FG9UB5HPYq
6326	9t9ygN7fpzK1wf6+JesdMmGRRcJoDeyR2W+aQq8b9U+KRv/8+a4jETTv1XuT
6327	dTGfYu1Sh2U070/2kiI44Fr+OQO4cGbeRS7yUHiskf5B8739TZgMM0+LzjrC
6328	jOBgfzks+U1YdBrzi7Y5+1TAoj0nVWxY4u3sLISTGhZYxpqhfrfxz/Zw1sjW
6329	so7pyNuzSa8A+2VVO31bC/PFjakd6K8lnPf5qSn2O6ZjP4j+xWoFbTFwi9Xl
6330	LX2YV+zqYGBmSr/3zk8NyEdzeOXYy2m43rS6NV8Nv+shVXctLAjdURRBcN0l
6331	rPEOXChZuC5ujEcGljSXyKmPt9e5jvJIXOLReWMw3+eqwYJvPGLbxHL0QH3u
6332	+mSHPSoekV7JjxHCsiPpcv2vPCLaYGjRAytTKwY1v8CZfe8Xo3/ZjZ1zwod4
6333	xC/D1qcA5gY55djACqO+PwZgpe1o4Uq4Xni7axHy4M7axb8LS+fI9BOp0+c1
6334	HkI9sfDZijM0r4ar67KxX2FDysYrcOEmbu599KM0GVpaQq/3aLjpo9+4RT56
6335	6dRszcbNIzwiKeWwPWFBnVljLuYTFf2Q+xH7M8LyvNJ/ecSk94rPAVgwcHBr
6336	CvIgFXYSNlz4MVFPcxzXe05Z7cN8DHvo9fewtMi8+A3y4Q71zNGBlRvrTq+h
6337	+abpHN+L+7ftrTsnnYr7D50JzkB9W/YZe3uYb+jkOxv7K3RDQ8Qm6O/h9VOp
6338	6Fec8G+NK/W3mshMzMPZMmP2c/wPE/+J5kGYXzEpKOoEzPh3PiSDmM99dH4M
6339	rExuXpT/D4/wO7iz6P82U9HfF/0B/YSVlUTR+0OzJYq3PMJN3dWXBctCYmzP
6340	vUb/2rcs7tD1V68detvDIzLFlgQ29hdYiQ8WdqL+L2MhG6nTRrTaFDySlO54
6341	qYL2pyXMKWjlEbfS4F4DzEPsghb9I+cRL0FG2i+wQPim7CnM/46jV02ddiV1
6342	HtZzPuceG6e+YMnreMYjqhtfJE7Ii0QEhp7owPexVfVqFSyrqgo3UPJIr7uH
6343	2AdmBk+qTrzA+WzKFs2n6xMDqxagf64gnq9G8xZdS6n+m0davGu0bqA+Myt1
6344	jPUO88W3nfeHZdZ13X/38UhWwtI1nehf9mdTNNOP83bP0ziIztNaa/cZNilR
6345	Vd+jebVp2PXBnMynwjk0H52KQVN4m/9v6nl47iGr79uko95A4v7rE6jN8g5a
6346	I99grfSPyXjuYUoOP9F9g3lym7MmwDKvU0Yh6J9z5PP5s3juEZTNZa1+jvN7
6347	9ELKWuofu7fbI6/ean2/6TCpDn67uAb56vXNUaOmr+JqoqTPb4bM/wHnSp4c
6348
6349	"]], InsetBox[
6350	TagBox[
6351	StyleBox[
6352	TagBox["\<\"G\"\>",
6353	DisplayForm],
6354	FontFamily->"Helvetica",
6355	FontSize->9.996694214876035],
6356	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6357	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
6358	{-1, 1}],
6359	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
6360	14.000000000003638`, 10.000000000001819`}}],
6361	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
6362	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
6363	11.808600848362362`}}], InsetBox[
6364	TagBox[
6365	StyleBox[
6366	TagBox["\<\"t\"\>",
6367	DisplayForm],
6368	FontFamily->"Helvetica",
6369	FontSize->9.996694214876035],
6370	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6371	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
6372	{1, -1}],
6373	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
6374	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
6375	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
6376	6.808600848362362}}], InsetBox[
6377	TagBox[
6378	StyleBox[
6379	TagBox["\<\"t\"\>",
6380	DisplayForm],
6381	FontFamily->"Helvetica",
6382	FontSize->9.996694214876035],
6383	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6384	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
6385	{-1, -1}],
6386	{Dashing[{0.030000000000000002`, 0.030000000000000002`}],
6387	LineBox[{{5.999999999990206, 10.}, {13.999999999982222`, 10.}}]},
6388	InsetBox[
6389	TagBox[
6390	StyleBox[
6391	TagBox["\<\"H\"\>",
6392	DisplayForm],
6393	FontFamily->"Helvetica",
6394	FontSize->9.996694214876035],
6395	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6396	9.996694214876035]& ], {9.999999999999995, 9.3048}, {0, 1}],
6397	{PointSize[0.04], PointBox[{6., 10.}],
6398	PointBox[{13.99999999999999, 10.}]}, InsetBox[
6399	TagBox[
6400	StyleBox[
6401	TagBox["\<\"T2 C1 N4\"\>",
6402	DisplayForm],
6403	FontFamily->"Helvetica",
6404	FontSize->7.997355371900828],
6405	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6406	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
6407	AspectRatio->1,
6408	PlotRange->{{-1, 21}, {-1, 21}}], {0, 22}, {0, 0}, {22, 22}], InsetBox[
6409	GraphicsBox[
6410	{Thickness[0.005], LineBox[CompressedData["
6411	1:eJwd1A9YzNkaB/CjJo22GClh+jOl2aLpmlYylOYXLaEYWlfSkkUlZcqqWCGV
6412	2+Rfs7eUuqnhKmxZYQilBiErmlJK2pqUKxVGBkVb+z13nqdnns9zzu+87/v9
6413	ncn2J+nKzXqEkBP4o99EO4KPBUNYFPYM6Z5zhRMCF6fEZFGrjVaueTQR6+1s
6414	x7Gwtqt4hjusqW6ocISvxUacUJozxPL+rrrlcNjWbXxPmHkY6p0Iiyz90p6b
6415	MUTFuhVXAQvdQsvSYE65OFCPzxDeui37g+CqaQv2L4VLkttz5sO5C3q9s2DH
6416	zfdzvKhXDrW9gI87/Kt/NTzwwu6Q07cMkXANWUnwD2W8M9vg7rlCphKOuBFR
6417	dw6uPrJYwkY/8QUdrOfwgDDGZw3syMwtIQ4Mke3v0xTDUa8WV0+GhWFhl/+C
6418	2VbWDXx4Z3bProWYt9klvt8eFr008U2E5Wt3N1vA1yzMm4vh3F1LH4zgfFGW
6419	7bHbsMpIltIGM0eW9KlgkeoWcxX2kZb+sxAu9hfsSIVVi4Kl22HfW5mNgbBi
6420	T8FnPuzjNuLsDMtSUx/fpv31zXDXp/O69rcshbUH/kxrRx7d6W9eV2Fe48rr
6421	MVU0r8WJid/BCRef1l+G5Tzji9kTUCdSPuECzBTJakZMkbPl8ORSeJLTXlE4
6422	HH+gaGYN3T9q+bdt4/H8BdOJb+HqmvqAYNi3bLiDi/rEXden42B/SonzD7Am
6423	qHlaPmyvv9z8GHw2vzxwAyy42SlphRMSFyk94OTzncscaJ4ViQtd4IYV41b+
6424	DGv07YbmwYqoZb/ehLVJ1meC6fktZgH6jthvZTYlE+btaOLPh7uPiPxa4Oa6
6425	qQ/j4IDheUcc0V+3PzvpFCw3HLm4G645UWB4Cy7pjgt8DCcf/qKoh2V+/k5c
6426	zKvp8nRugn3WzzT5Ee6q2mpXCxO3ztA0eIeFRlYGqz+qVv9O93uvf3cCZk/X
6427	tVyleR38GLCT1l+5UVcIK7wy+H4wR1F/ew/cfCfmkzXsGGRzyJ26ODVNS+9b
6428	D+9KB/qJaPItrYIHIvzLtsP2rxIn5sHBgWPG9mM+dZnP5H1wif/23o2wLP9V
6429	/RZ6P/OOBuWMw3ubcvHlelgtvDQ9ZCz6+2VI+hMsX2Rn4maC30n81JFomm+r
6430	v8LMGPn8xzz1KMyL7G/85hvMSx5FlMLMatf99kaY51L+rl5a77qLdvMY9Ntm
6431	8Zcj+ufZvs5sZDOk/K+LTyNhjbK2NhZWd+XIS2neWbXKJbCq3C9efxr63/eL
6432	qQQOu1NVtwzmeBnEJsGuvXW1mdTPwla1w8nWDq3NcIlJ4/Ig1Au7nH3SdDru
6433	y6UDSe9h7Qovp/mwotf0Ywb62zFz9tfNMEeTqu+B/iUpb7h7YLmZYddzOKhg
6434	lVMKrDGcZROOeZnT/uuTYfWiIaM/YdGFpUkx1MNtcwXIp0H+8u1a+vzd/3VI
6435	qK9Ex86BtdGXbRfCTNvpVRx63jWzBWNg1t6T5p3oNyrgRGM2zivZFC9V0v4f
6436	qpSDqG/vlS5IgVVnxf0CWM7mj14HC0+1Fs5B/xLjggPusKJyb5ED5mO7zXll
6437	S9eln+cR5CG4e2PElJ7/Mu3Yo9GoJwxz4MCaFZ4ROQYM8fZkpk+h642v9kez
6438	8HvPLvd0oXlaBNr8qI/nG1frr6L1rYryQvTw/7j1a2IyrG6VDh8bxZA+Lp+p
6439	gOXDZcnvCX7XD0ULCc37Az92DzwQ5M34wFEC2y53OMrDKiMdJnJthgAOsy9I
6440	aIeDdT6j/eCuO/XzpjlhPTz54HG4ZoKR1TbqovH72Kgnm+V7tggWiguyM+By
6441	SUNFO6y2P+czE/0JdQ3n2QLUcZXZtcCsbDdvPiy0u7duL+aRjURrXGFe9kZ/
6442	c8zLyXwZNxvWprdqM2DLWkmWM0wGbWbrYGWzNGgSrE51yXNCXvYfRm0ZRD3F
6443	66uRs2BL07raejhhIHbEBG6wyBoqhDnz77++jOejCpqzdsLBJ7+Mc4SLE4ZC
6444	l8Dy9vHHI2m+90e72MCqOP69VPSbPEmaMUjvz01hZRKd74+U/uew5AbLbRPy
6445	MOa3LKum92fCMuPwYTFxXH1dpIJVM0MTRw2JiaTH8noVzf9ZT+jpQTE5zM5c
6446	+JTut8+qC/0sJhkdvZU6ev9ZNoHrP4qJgORF0vpkqY1n7gcxGdJzN1oF897m
6447	pAv6xUSRN70una57WRVOeS8mPuc905/BTOSnvRFaMdHWctVTkY+qhZU/FZY9
6448	XvFECityPN54wCKLuic3aJ6JpS0lcIL/cjM9Z6zfP3vjZ5ynk9jpL4CDS75b
6449	Eot6fS+sA3ZTK99tKEQ/5b/yZpyDmVPcB+90mLfDwPohNesOb94nzNto+72G
6450	npfv07oT8+18vHFNtzOd97P70QEx8W2pPNNJ96d5eoYjj5pPF8Y/ofv5v8UP
6451	waLOT3rXYF6crGf2FzFRhnA3ZPz/+fyICXB329qYcDihlL3gIPZPEkyp96Dr
6452	X7YxuThfVaZzHUvP+8Omxg/1W527QzpoHkzn72eQr8Sgj3udmttVfBXzdBsk
6453	Pcmi+TQteX8Q8w9pi8v20XXh4dPb3ooJ686hrO1wwqJxfYrXYpKb0/lbNMxU
6454	+N1t6hITzuhNRXvoerXC0FMjJsHckGuZ1P+W3RtowvvM2LemnOa9wZIjVWMe
6455	+dekN9QGZ3vmVOH9+A0WOqJfctBo3QMl+jvz35tbqRXRM/pykc/350OU1PRz
6456	/CYxpt//YP4GmMiV9w==
6457	"]], InsetBox[
6458	TagBox[
6459	StyleBox[
6460	TagBox["\<\"G\"\>",
6461	DisplayForm],
6462	FontFamily->"Helvetica",
6463	FontSize->9.996694214876035],
6464	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6465	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
6466	{1, 1}], LineBox[CompressedData["
6467	1:eJwV1gs01GkfB/AHzUTCuKyUMC6VS6JS2NT8u2iFWkUotQ25tNlFJVRoUMu8
6468	9XamiOimsKaLzFZqvFGzUciGmtQgjG6rpGxRI5b3+8w5c+Z8zv/5/57f7zvP
6469	nPlbhsWui1AnhJzGm36S3nG8pjBkkH5aM8T2SIvhS1jqWRZ5HRa3ZrZfhj1K
6470	i6qj4cI7F51/guNXD/9uC0vdx3SHjRlSLBrJ6LdiSG9C3i4B7JKzf0MVLH2j
6471	zVN9xxBf00hpLqzpFTgxAh5lhV9KoeuNU180GjHkcMHLizvo+j0xDvPggbuH
6472	8nbCylVly08bYt3A5Vv7YYXqfoABrGBlyPNgsdMPRrkG6I/13rQS5uqoDs+G
6473	6x17I3tgztJXHxX6DJHcGnTRRb+qR4tjT8MTZk977AErFips9sHvu0J2b4c1
6474	X2xm7YSLI01Dc+C4hFalALZ9+UVdCpNNcXElcNWXcn05LFqovuM57NF+p/Ql
6475	PPCsv94S+4c3bd3QC9cvab4ZB7u1WnoqYa8plTq1sFEPy7wRlhkciDLGPOKj
6476	XKcLsMR/169hdL4X5sH7aL2H6/WL4Fd+VhrL6f0W6xrkcJz/j0bqML9NUjsA
6477	e0x5JP8fnb9hiclXOL5prTwWFoQvU76CnzebtljDLeVJgZWwb9mS7DZLhjAr
6478	pnbEw6Iz9o+yqR2TBkzgCRqLJq2He5ck2YnRrzM586sFfGJhgfZMOLmn784g
6479	lyFJq1hvcjF/kmbuyqcwZ37k2XEOQwLeTa+shVv2vk+OgI2CKt1k1J4jDSf1
6480	4Bnta+phsqyZSdZlyOUHmZ86YH5Wu3uCDs6DSWzOMK3H/RB1bDJDptex59L9
6481	nX9iDTzTZsgpwWiUNyyodjP2hfklirwkmDNRSD5NYkjtlLzR32FivOrYA3iy
6482	waPmx7Bsd1PoE9jos9rPw7CErazXxv3FithNJsinMNpaLxqe3OyX5wiTqFOX
6483	38Emua8TXeG4TvdzaegnaXyH0oWub0zsnIF+NfMXrpgBy9oDb/4FcweflGnS
6484	9bKNkdGYT+z35HY33S/gg+ArHL/AV3wJFh3ftzsKeUgNJ5nF0Py1bw5fhf+q
6485	ebzYDi6M1YuWw8E2JYJu5OEs7zKthfkeZjnZMHdyuzAdfrVpBeNF81RbsU+X
6486	1mt0W0lgpZVIbTv2k7h6C5It4J6A0Hz0x5F+ZWnBgt4S5XnM43yxnH3RHPXs
6487	TVKPYF7V3D0pYTBz5c/sCOQlShYEuMDO0+K2z9PCudjSsoYLD4g0745PZMi2
6488	/+wenwETJi1Awcb16J1Ny2HBZusN91n4NPHWToSVgTId+QSs0/eeXEXXu/B8
6489	2LBt+swNuujHuTTMPlIDv5cGVdc2uGVlX9UXddQbWeZwHy78r29XJezcVbye
6490	Q8/H91PNy+Haih0J7rCfmuU9Ofxc9PpDCCy7qTFkhXo25T4Zu2FG9UB5HPYq
6491	9t9ygN7fpzK1wf6+JesdMmGRRcJoDeyR2W+aQq8b9U+KRv/8+a4jETTv1XuT
6492	dTGfYu1Sh2U070/2kiI44Fr+OQO4cGbeRS7yUHiskf5B8739TZgMM0+LzjrC
6493	jOBgfzks+U1YdBrzi7Y5+1TAoj0nVWxY4u3sLISTGhZYxpqhfrfxz/Zw1sjW
6494	so7pyNuzSa8A+2VVO31bC/PFjakd6K8lnPf5qSn2O6ZjP4j+xWoFbTFwi9Xl
6495	LX2YV+zqYGBmSr/3zk8NyEdzeOXYy2m43rS6NV8Nv+shVXctLAjdURRBcN0l
6496	rPEOXChZuC5ujEcGljSXyKmPt9e5jvJIXOLReWMw3+eqwYJvPGLbxHL0QH3u
6497	+mSHPSoekV7JjxHCsiPpcv2vPCLaYGjRAytTKwY1v8CZfe8Xo3/ZjZ1zwod4
6498	xC/D1qcA5gY55djACqO+PwZgpe1o4Uq4Xni7axHy4M7axb8LS+fI9BOp0+c1
6499	HkI9sfDZijM0r4ar67KxX2FDysYrcOEmbu599KM0GVpaQq/3aLjpo9+4RT56
6500	6dRszcbNIzwiKeWwPWFBnVljLuYTFf2Q+xH7M8LyvNJ/ecSk94rPAVgwcHBr
6501	CvIgFXYSNlz4MVFPcxzXe05Z7cN8DHvo9fewtMi8+A3y4Q71zNGBlRvrTq+h
6502	+abpHN+L+7ftrTsnnYr7D50JzkB9W/YZe3uYb+jkOxv7K3RDQ8Qm6O/h9VOp
6503	6Fec8G+NK/W3mshMzMPZMmP2c/wPE/+J5kGYXzEpKOoEzPh3PiSDmM99dH4M
6504	rExuXpT/D4/wO7iz6P82U9HfF/0B/YSVlUTR+0OzJYq3PMJN3dWXBctCYmzP
6505	vUb/2rcs7tD1V68detvDIzLFlgQ29hdYiQ8WdqL+L2MhG6nTRrTaFDySlO54
6506	qYL2pyXMKWjlEbfS4F4DzEPsghb9I+cRL0FG2i+wQPim7CnM/46jV02ddiV1
6507	HtZzPuceG6e+YMnreMYjqhtfJE7Ii0QEhp7owPexVfVqFSyrqgo3UPJIr7uH
6508	2AdmBk+qTrzA+WzKFs2n6xMDqxagf64gnq9G8xZdS6n+m0davGu0bqA+Myt1
6509	jPUO88W3nfeHZdZ13X/38UhWwtI1nehf9mdTNNOP83bP0ziIztNaa/cZNilR
6510	Vd+jebVp2PXBnMynwjk0H52KQVN4m/9v6nl47iGr79uko95A4v7rE6jN8g5a
6511	I99grfSPyXjuYUoOP9F9g3lym7MmwDKvU0Yh6J9z5PP5s3juEZTNZa1+jvN7
6512	9ELKWuofu7fbI6/ean2/6TCpDn67uAb56vXNUaOmr+JqoqTPb4bM/wHnSp4c
6513
6514	"]], InsetBox[
6515	TagBox[
6516	StyleBox[
6517	TagBox["\<\"G\"\>",
6518	DisplayForm],
6519	FontFamily->"Helvetica",
6520	FontSize->9.996694214876035],
6521	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6522	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
6523	{-1, 1}],
6524	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
6525	14.000000000003638`, 10.000000000001819`}}],
6526	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
6527	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
6528	11.808600848362362`}}], InsetBox[
6529	TagBox[
6530	StyleBox[
6531	TagBox["\<\"t\"\>",
6532	DisplayForm],
6533	FontFamily->"Helvetica",
6534	FontSize->9.996694214876035],
6535	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6536	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
6537	{1, -1}],
6538	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
6539	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
6540	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
6541	6.808600848362362}}], InsetBox[
6542	TagBox[
6543	StyleBox[
6544	TagBox["\<\"t\"\>",
6545	DisplayForm],
6546	FontFamily->"Helvetica",
6547	FontSize->9.996694214876035],
6548	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6549	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
6550	{-1, -1}], LineBox[CompressedData["
6551	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
6552	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
6553	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
6554	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
6555	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
6556	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
6557	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
6558	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
6559	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
6560	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
6561	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
6562	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
6563	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
6564	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
6565	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
6566	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
6567	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
6568	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
6569	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
6570	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
6571	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
6572	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
6573	YYABMg==
6574	"]], InsetBox[
6575	TagBox[
6576	StyleBox[
6577	TagBox["\<\"V\"\>",
6578	DisplayForm],
6579	FontFamily->"Helvetica",
6580	FontSize->9.996694214876035],
6581	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6582	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
6583	{PointSize[0.04], PointBox[{6., 10.}],
6584	PointBox[{13.99999999999999, 10.}]}, InsetBox[
6585	TagBox[
6586	StyleBox[
6587	TagBox["\<\"T2 G2 N5\"\>",
6588	DisplayForm],
6589	FontFamily->"Helvetica",
6590	FontSize->7.997355371900828],
6591	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6592	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
6593	AspectRatio->1,
6594	PlotRange->{{-1, 21}, {-1, 21}}], {22, 22}, {0, 0}, {22, 22}],
6595	InsetBox[
6596	GraphicsBox[
6597	{Thickness[0.005], LineBox[CompressedData["
6598	1:eJwd1A9YzNkaB/CjJo22GClh+jOl2aLpmlYylOYXLaEYWlfSkkUlZcqqWCGV
6599	2+Rfs7eUuqnhKmxZYQilBiErmlJK2pqUKxVGBkVb+z13nqdnns9zzu+87/v9
6600	ncn2J+nKzXqEkBP4o99EO4KPBUNYFPYM6Z5zhRMCF6fEZFGrjVaueTQR6+1s
6601	x7Gwtqt4hjusqW6ocISvxUacUJozxPL+rrrlcNjWbXxPmHkY6p0Iiyz90p6b
6602	MUTFuhVXAQvdQsvSYE65OFCPzxDeui37g+CqaQv2L4VLkttz5sO5C3q9s2DH
6603	zfdzvKhXDrW9gI87/Kt/NTzwwu6Q07cMkXANWUnwD2W8M9vg7rlCphKOuBFR
6604	dw6uPrJYwkY/8QUdrOfwgDDGZw3syMwtIQ4Mke3v0xTDUa8WV0+GhWFhl/+C
6605	2VbWDXx4Z3bProWYt9klvt8eFr008U2E5Wt3N1vA1yzMm4vh3F1LH4zgfFGW
6606	7bHbsMpIltIGM0eW9KlgkeoWcxX2kZb+sxAu9hfsSIVVi4Kl22HfW5mNgbBi
6607	T8FnPuzjNuLsDMtSUx/fpv31zXDXp/O69rcshbUH/kxrRx7d6W9eV2Fe48rr
6608	MVU0r8WJid/BCRef1l+G5Tzji9kTUCdSPuECzBTJakZMkbPl8ORSeJLTXlE4
6609	HH+gaGYN3T9q+bdt4/H8BdOJb+HqmvqAYNi3bLiDi/rEXden42B/SonzD7Am
6610	qHlaPmyvv9z8GHw2vzxwAyy42SlphRMSFyk94OTzncscaJ4ViQtd4IYV41b+
6611	DGv07YbmwYqoZb/ehLVJ1meC6fktZgH6jthvZTYlE+btaOLPh7uPiPxa4Oa6
6612	qQ/j4IDheUcc0V+3PzvpFCw3HLm4G645UWB4Cy7pjgt8DCcf/qKoh2V+/k5c
6613	zKvp8nRugn3WzzT5Ee6q2mpXCxO3ztA0eIeFRlYGqz+qVv9O93uvf3cCZk/X
6614	tVyleR38GLCT1l+5UVcIK7wy+H4wR1F/ew/cfCfmkzXsGGRzyJ26ODVNS+9b
6615	D+9KB/qJaPItrYIHIvzLtsP2rxIn5sHBgWPG9mM+dZnP5H1wif/23o2wLP9V
6616	/RZ6P/OOBuWMw3ubcvHlelgtvDQ9ZCz6+2VI+hMsX2Rn4maC30n81JFomm+r
6617	v8LMGPn8xzz1KMyL7G/85hvMSx5FlMLMatf99kaY51L+rl5a77qLdvMY9Ntm
6618	8Zcj+ufZvs5sZDOk/K+LTyNhjbK2NhZWd+XIS2neWbXKJbCq3C9efxr63/eL
6619	qQQOu1NVtwzmeBnEJsGuvXW1mdTPwla1w8nWDq3NcIlJ4/Ig1Au7nH3SdDru
6620	y6UDSe9h7Qovp/mwotf0Ywb62zFz9tfNMEeTqu+B/iUpb7h7YLmZYddzOKhg
6621	lVMKrDGcZROOeZnT/uuTYfWiIaM/YdGFpUkx1MNtcwXIp0H+8u1a+vzd/3VI
6622	qK9Ex86BtdGXbRfCTNvpVRx63jWzBWNg1t6T5p3oNyrgRGM2zivZFC9V0v4f
6623	qpSDqG/vlS5IgVVnxf0CWM7mj14HC0+1Fs5B/xLjggPusKJyb5ED5mO7zXll
6624	S9eln+cR5CG4e2PElJ7/Mu3Yo9GoJwxz4MCaFZ4ROQYM8fZkpk+h642v9kez
6625	8HvPLvd0oXlaBNr8qI/nG1frr6L1rYryQvTw/7j1a2IyrG6VDh8bxZA+Lp+p
6626	gOXDZcnvCX7XD0ULCc37Az92DzwQ5M34wFEC2y53OMrDKiMdJnJthgAOsy9I
6627	aIeDdT6j/eCuO/XzpjlhPTz54HG4ZoKR1TbqovH72Kgnm+V7tggWiguyM+By
6628	SUNFO6y2P+czE/0JdQ3n2QLUcZXZtcCsbDdvPiy0u7duL+aRjURrXGFe9kZ/
6629	c8zLyXwZNxvWprdqM2DLWkmWM0wGbWbrYGWzNGgSrE51yXNCXvYfRm0ZRD3F
6630	66uRs2BL07raejhhIHbEBG6wyBoqhDnz77++jOejCpqzdsLBJ7+Mc4SLE4ZC
6631	l8Dy9vHHI2m+90e72MCqOP69VPSbPEmaMUjvz01hZRKd74+U/uew5AbLbRPy
6632	MOa3LKum92fCMuPwYTFxXH1dpIJVM0MTRw2JiaTH8noVzf9ZT+jpQTE5zM5c
6633	+JTut8+qC/0sJhkdvZU6ev9ZNoHrP4qJgORF0vpkqY1n7gcxGdJzN1oF897m
6634	pAv6xUSRN70una57WRVOeS8mPuc905/BTOSnvRFaMdHWctVTkY+qhZU/FZY9
6635	XvFECityPN54wCKLuic3aJ6JpS0lcIL/cjM9Z6zfP3vjZ5ynk9jpL4CDS75b
6636	Eot6fS+sA3ZTK99tKEQ/5b/yZpyDmVPcB+90mLfDwPohNesOb94nzNto+72G
6637	npfv07oT8+18vHFNtzOd97P70QEx8W2pPNNJ96d5eoYjj5pPF8Y/ofv5v8UP
6638	waLOT3rXYF6crGf2FzFRhnA3ZPz/+fyICXB329qYcDihlL3gIPZPEkyp96Dr
6639	X7YxuThfVaZzHUvP+8Omxg/1W527QzpoHkzn72eQr8Sgj3udmttVfBXzdBsk
6640	Pcmi+TQteX8Q8w9pi8v20XXh4dPb3ooJ686hrO1wwqJxfYrXYpKb0/lbNMxU
6641	+N1t6hITzuhNRXvoerXC0FMjJsHckGuZ1P+W3RtowvvM2LemnOa9wZIjVWMe
6642	+dekN9QGZ3vmVOH9+A0WOqJfctBo3QMl+jvz35tbqRXRM/pykc/350OU1PRz
6643	/CYxpt//YP4GmMiV9w==
6644	"]], InsetBox[
6645	TagBox[
6646	StyleBox[
6647	TagBox["\<\"G\"\>",
6648	DisplayForm],
6649	FontFamily->"Helvetica",
6650	FontSize->9.996694214876035],
6651	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6652	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
6653	{1, 1}], LineBox[CompressedData["
6654	1:eJwV1gs01GkfB/AHzUTCuKyUMC6VS6JS2NT8u2iFWkUotQ25tNlFJVRoUMu8
6655	9XamiOimsKaLzFZqvFGzUciGmtQgjG6rpGxRI5b3+8w5c+Z8zv/5/57f7zvP
6656	nPlbhsWui1AnhJzGm36S3nG8pjBkkH5aM8T2SIvhS1jqWRZ5HRa3ZrZfhj1K
6657	i6qj4cI7F51/guNXD/9uC0vdx3SHjRlSLBrJ6LdiSG9C3i4B7JKzf0MVLH2j
6658	zVN9xxBf00hpLqzpFTgxAh5lhV9KoeuNU180GjHkcMHLizvo+j0xDvPggbuH
6659	8nbCylVly08bYt3A5Vv7YYXqfoABrGBlyPNgsdMPRrkG6I/13rQS5uqoDs+G
6660	6x17I3tgztJXHxX6DJHcGnTRRb+qR4tjT8MTZk977AErFips9sHvu0J2b4c1
6661	X2xm7YSLI01Dc+C4hFalALZ9+UVdCpNNcXElcNWXcn05LFqovuM57NF+p/Ql
6662	PPCsv94S+4c3bd3QC9cvab4ZB7u1WnoqYa8plTq1sFEPy7wRlhkciDLGPOKj
6663	XKcLsMR/169hdL4X5sH7aL2H6/WL4Fd+VhrL6f0W6xrkcJz/j0bqML9NUjsA
6664	e0x5JP8fnb9hiclXOL5prTwWFoQvU76CnzebtljDLeVJgZWwb9mS7DZLhjAr
6665	pnbEw6Iz9o+yqR2TBkzgCRqLJq2He5ck2YnRrzM586sFfGJhgfZMOLmn784g
6666	lyFJq1hvcjF/kmbuyqcwZ37k2XEOQwLeTa+shVv2vk+OgI2CKt1k1J4jDSf1
6667	4Bnta+phsqyZSdZlyOUHmZ86YH5Wu3uCDs6DSWzOMK3H/RB1bDJDptex59L9
6668	nX9iDTzTZsgpwWiUNyyodjP2hfklirwkmDNRSD5NYkjtlLzR32FivOrYA3iy
6669	waPmx7Bsd1PoE9jos9rPw7CErazXxv3FithNJsinMNpaLxqe3OyX5wiTqFOX
6670	38Emua8TXeG4TvdzaegnaXyH0oWub0zsnIF+NfMXrpgBy9oDb/4FcweflGnS
6671	9bKNkdGYT+z35HY33S/gg+ArHL/AV3wJFh3ftzsKeUgNJ5nF0Py1bw5fhf+q
6672	ebzYDi6M1YuWw8E2JYJu5OEs7zKthfkeZjnZMHdyuzAdfrVpBeNF81RbsU+X
6673	1mt0W0lgpZVIbTv2k7h6C5It4J6A0Hz0x5F+ZWnBgt4S5XnM43yxnH3RHPXs
6674	TVKPYF7V3D0pYTBz5c/sCOQlShYEuMDO0+K2z9PCudjSsoYLD4g0745PZMi2
6675	/+wenwETJi1Awcb16J1Ny2HBZusN91n4NPHWToSVgTId+QSs0/eeXEXXu/B8
6676	2LBt+swNuujHuTTMPlIDv5cGVdc2uGVlX9UXddQbWeZwHy78r29XJezcVbye
6677	Q8/H91PNy+Haih0J7rCfmuU9Ofxc9PpDCCy7qTFkhXo25T4Zu2FG9UB5HPYq
6678	9t9ygN7fpzK1wf6+JesdMmGRRcJoDeyR2W+aQq8b9U+KRv/8+a4jETTv1XuT
6679	dTGfYu1Sh2U070/2kiI44Fr+OQO4cGbeRS7yUHiskf5B8739TZgMM0+LzjrC
6680	jOBgfzks+U1YdBrzi7Y5+1TAoj0nVWxY4u3sLISTGhZYxpqhfrfxz/Zw1sjW
6681	so7pyNuzSa8A+2VVO31bC/PFjakd6K8lnPf5qSn2O6ZjP4j+xWoFbTFwi9Xl
6682	LX2YV+zqYGBmSr/3zk8NyEdzeOXYy2m43rS6NV8Nv+shVXctLAjdURRBcN0l
6683	rPEOXChZuC5ujEcGljSXyKmPt9e5jvJIXOLReWMw3+eqwYJvPGLbxHL0QH3u
6684	+mSHPSoekV7JjxHCsiPpcv2vPCLaYGjRAytTKwY1v8CZfe8Xo3/ZjZ1zwod4
6685	xC/D1qcA5gY55djACqO+PwZgpe1o4Uq4Xni7axHy4M7axb8LS+fI9BOp0+c1
6686	HkI9sfDZijM0r4ar67KxX2FDysYrcOEmbu599KM0GVpaQq/3aLjpo9+4RT56
6687	6dRszcbNIzwiKeWwPWFBnVljLuYTFf2Q+xH7M8LyvNJ/ecSk94rPAVgwcHBr
6688	CvIgFXYSNlz4MVFPcxzXe05Z7cN8DHvo9fewtMi8+A3y4Q71zNGBlRvrTq+h
6689	+abpHN+L+7ftrTsnnYr7D50JzkB9W/YZe3uYb+jkOxv7K3RDQ8Qm6O/h9VOp
6690	6Fec8G+NK/W3mshMzMPZMmP2c/wPE/+J5kGYXzEpKOoEzPh3PiSDmM99dH4M
6691	rExuXpT/D4/wO7iz6P82U9HfF/0B/YSVlUTR+0OzJYq3PMJN3dWXBctCYmzP
6692	vUb/2rcs7tD1V68detvDIzLFlgQ29hdYiQ8WdqL+L2MhG6nTRrTaFDySlO54
6693	qYL2pyXMKWjlEbfS4F4DzEPsghb9I+cRL0FG2i+wQPim7CnM/46jV02ddiV1
6694	HtZzPuceG6e+YMnreMYjqhtfJE7Ii0QEhp7owPexVfVqFSyrqgo3UPJIr7uH
6695	2AdmBk+qTrzA+WzKFs2n6xMDqxagf64gnq9G8xZdS6n+m0davGu0bqA+Myt1
6696	jPUO88W3nfeHZdZ13X/38UhWwtI1nehf9mdTNNOP83bP0ziIztNaa/cZNilR
6697	Vd+jebVp2PXBnMynwjk0H52KQVN4m/9v6nl47iGr79uko95A4v7rE6jN8g5a
6698	I99grfSPyXjuYUoOP9F9g3lym7MmwDKvU0Yh6J9z5PP5s3juEZTNZa1+jvN7
6699	9ELKWuofu7fbI6/ean2/6TCpDn67uAb56vXNUaOmr+JqoqTPb4bM/wHnSp4c
6700
6701	"]], InsetBox[
6702	TagBox[
6703	StyleBox[
6704	TagBox["\<\"G\"\>",
6705	DisplayForm],
6706	FontFamily->"Helvetica",
6707	FontSize->9.996694214876035],
6708	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6709	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
6710	{-1, 1}],
6711	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
6712	14.000000000003638`, 10.000000000001819`}}],
6713	PolygonBox[{{17.46093276775842, 12.884110639798687`}, {
6714	16.282993472375775`, 12.423177872040263`}, {16.79514099210736,
6715	11.808600848362362`}}], InsetBox[
6716	TagBox[
6717	StyleBox[
6718	TagBox["\<\"t\"\>",
6719	DisplayForm],
6720	FontFamily->"Helvetica",
6721	FontSize->9.996694214876035],
6722	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6723	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
6724	{1, -1}],
6725	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
6726	10.}}], PolygonBox[{{16.539067232241567`, 7.8841106397986875`}, {
6727	17.71700652762421, 7.423177872040263}, {17.204859007892626`,
6728	6.808600848362362}}], InsetBox[
6729	TagBox[
6730	StyleBox[
6731	TagBox["\<\"t\"\>",
6732	DisplayForm],
6733	FontFamily->"Helvetica",
6734	FontSize->9.996694214876035],
6735	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6736	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
6737	{-1, -1}], LineBox[CompressedData["
6738	1:eJw9lgs4lGkbxyeHJbW7KtZphnm972uxCn0S8dVtUaImQiTr1Mgh1iGKlEOs
6739	Ux8yWqykIUr4HFKxUityppXSUsoMKRE7Ouqkfeb7rp65rrnm+l3vPM/7HO77
6740	//8TPiE7fSUYDEYx+op/p4Y/o88PwPjfhwKRYrbO4XbEodoZNgMkDBn9FR6Z
6741	iNg+teKnChLKC3v/22+GWPtP3ngWCWVWBtKnRbro/zrLPiaQUMRJaqZKEZ/w
6742	umaJWD6YuemSK2K+78kbGSTYecTysuQR27dwZ86RcMletPlevw6ar+JxRS8J
6743	jyKqP+znIc7vqAt4T0JJ7pXDE56IlfePaRpSECPY4hi8HrHNWrvoYAoyA4Lr
6744	e1QQy3e33K6ioESne4W1DGKv7t6Q5xRIpMVLVn7WBkb82EKODg0GkZNeOyXQ
6745	85aK9QXeNMiNd/I1vkFcG/K1Eo+GjNmbyjwCseyo84tGGrzMJgvubhCvxyAw
6746	9i4NfE57420XxMPvqtMnEHc59dkeFD93uxo6ScNwQXOnKAcx5Keq3adh6yP/
6747	pqPV4vWmucm20jAYEzbf3ybez8NdFkU0WHOnTr+9jThq8audoTQsPrv3wfMv
6748	8fy/WBpvoOEPX335/kHEgr+trRYp2EHEmR4Qjy+fGVz5BwUd8uafPpUjZrcW
6749	uMdRMKYlV5uTKD5P0+XjFhQIXukN3HFE7J/51HYpBZY2L8kBVcT890LZYRKW
6750	pgmeMu6j8xmOKjKvJUGLKZdllINY0KdVlENCnA90x9ggNlF6FpBIwkH+28qV
6751	H79H79++3DEe3adz0/sttYhPCC/GpJMQKerg7/VDHGWWcKCYhNaaQwczSMQ2
6752	HlHmN0lw9+sKuPxEC53PuznneRIo44kVsRcRK0fr92tRkCe8VqCbilj0L0lH
6753	HwrcVtQNnPBHHLXT3LmYgpqzek++dRKPnyXVhBSkJ9js/o8tYsFU9oQ6DZZn
6754	DLXC7BBPtXtLutLwneKgyRVnxCbnX0qk08AY1Lg34yeeP+DA7xdp8Cwti7WN
6755	R8xwauQO0GAsyijoKES8kHa5WUiD/Mdrit9fRdySWLrkCQ1zTSYvWCOIh5ds
6756	l3pIg+7RsBverxDLyn6r3UkD19VipkMO7Zfhmu9Rhu7v532VLqqI/QcjWNE0
6757	hIbwmgMIxPYys9utaHisUnKjVh2x4IfJ9UtpUPLeX7xtBWL5mTL/HgqmN5sb
6758	31kQr6exLDedAo2UykmnITHHpyduoyCjjTe75zxigx9rHq6kwHgoPfhJiJgL
6759	YzUFJOSUxf+8x0C8ft3pY1dICNwX6h0zjc5BZKHfm0dCQ8mplm18xKHs15xf
6760	SNAbiLog7YSYnce/H0fCK9rc76WMmFPiKlJI6JK9+tHrOiWux9X+hSS8NMzv
6761	PBqNmO/jsOYaCUojSc7WZoiVMxJ4UyRs5rIPBUgjrl0rusSk4K3+qsRNIyQw
6762	BhxJZxcKktqL8usaEIt0R6d/pWBuTUySEaobRnm8UusQBe9aDze0/orY/tS8
6763	sgINYUK75NGT4vFm5EYODZmr9GsyTiPuOt5RnUDDcgfzqUPViOGp6toqGmr2
6764	bVgy3o6YX6zwopeG43WF8z1CxCZ7LmSN0aB9S6x/iFP5C4boftunfb5Zp07h
6765	53Xu7YusDRQe7xTeppTqQOH5W1MH7MNRnX55/9/C+mhyP4XX5zKSZPPvQAqv
6766	P/xkUkyvB4X313fPy49jQ+H9B+Q8P9KiReHzUfEcS81FOvjl/GymD1c0oT76
6767	cr5B2X4mx5JJfP55TVaSZyxIfD9Bp9vyly9o4vsj+5J3va/UxPdbzuZuqvfU
6768	xPc/uS6rKElRE9dH85vY7NI/CVw/unMRPJUTBK6vO5+DVpa6Erj+DBWdVCt1
6769	CVyfkUfauvVkCFy/W31OetTPsXF9Bx37aeMOIRvXv1Av2DL3ERv3R7HTb07l
6770	k2zcP88tryuYvmbj/jLenLmxaBmB+2+vsOPrcS0C96d9p8X0sBWB+1etKszX
6771	dC+B+3v+7e6Ey3EE7n/7njEdhXwC64NZyurOrRUE1g8WdWsk8xKB9aVTteHc
6772	gcsE1p86jTsqokoC69NXFzn6IXkE1q8uoYXv0CEC65tZBnMuYTuB9U/KfX2u
6773	rQqB9bFoVWpa+Cgb6+f9ShPPwnw21lepLdbSjTvYWH9HPsg4zUqysT633IgN
6774	lg3RwPodwZkR5o6oY32vithosGinjvVftVy50bOHhf1BwCnzdHVlYf8Yn54+
6775	M7zAxP5i5JsiLVXNxP4j8YaRoRLNxP7041X+mK8bE/vXWa6DLDgwsb8ZX19z
6776	U96dif2PmcVkcaOY2B/1e1YflzrLxP4p75Acqj7MxP7qc97ZL3AVC/tv3LOI
6777	THd7FvZnhvy6nl3pLOzf5yojbz1oZmF/r2oNud4ywcL+71VotHHPBxbOB4Va
6778	iwsXGOo4P7hPBo1GzrNwviitp34L7GPh/NHdHrKbzmbhfHJkN0/OFFg4vzzm
6779	lMhqP2DifOMyqR7uyGXi/CN7ROKB4JEazkdnqjoS8jhqOD/5nHqTfKVBFeer
6780	iE9Fr9vVVXH+4nz2K+WmquB8psByUFV8p4zzm8DtYdWySMRR/893s3fF+qeE
6781	898/7akEag==
6782	"]], InsetBox[
6783	TagBox[
6784	StyleBox[
6785	TagBox["\<\"G\"\>",
6786	DisplayForm],
6787	FontFamily->"Helvetica",
6788	FontSize->9.996694214876035],
6789	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6790	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
6791	{PointSize[0.04], PointBox[{6., 10.}],
6792	PointBox[{13.99999999999999, 10.}]}, InsetBox[
6793	TagBox[
6794	StyleBox[
6795	TagBox["\<\"T2 C1 N6\"\>",
6796	DisplayForm],
6797	FontFamily->"Helvetica",
6798	FontSize->7.997355371900828],
6799	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6800	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
6801	AspectRatio->1,
6802	PlotRange->{{-1, 21}, {-1, 21}}], {44, 22}, {0, 0}, {22, 22}],
6803	InsetBox[
6804	GraphicsBox[
6805	{Thickness[0.005], LineBox[CompressedData["
6806	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
6807	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
6808	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
6809	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
6810	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
6811	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
6812	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
6813	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
6814	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
6815	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
6816	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
6817	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
6818	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
6819	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
6820	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
6821	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
6822	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
6823	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
6824	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
6825	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
6826	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
6827	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
6828	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
6829	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
6830	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
6831	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
6832	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
6833	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
6834	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
6835	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
6836	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
6837	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
6838	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
6839	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
6840	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
6841	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
6842	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
6843	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
6844	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
6845	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
6846	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
6847	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
6848	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
6849	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
6850	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
6851	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
6852	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
6853	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
6854	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
6855	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
6856	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
6857	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
6858	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
6859	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
6860	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
6861	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
6862	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
6863	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
6864	"]], InsetBox[
6865	TagBox[
6866	StyleBox[
6867	TagBox["\<\"G\"\>",
6868	DisplayForm],
6869	FontFamily->"Helvetica",
6870	FontSize->9.996694214876035],
6871	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6872	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
6873	{0, 1}], LineBox[CompressedData["
6874	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
6875	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
6876	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
6877	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
6878	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
6879	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
6880	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
6881	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
6882	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
6883	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
6884	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
6885	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
6886	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
6887	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
6888	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
6889	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
6890	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
6891	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
6892	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
6893	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
6894	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
6895	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
6896	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
6897	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
6898	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
6899	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
6900	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
6901	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
6902	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
6903	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
6904	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
6905	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
6906	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
6907	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
6908	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
6909	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
6910	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
6911	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
6912	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
6913	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
6914	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
6915	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
6916	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
6917	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
6918	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
6919	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
6920	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
6921	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
6922	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
6923	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
6924	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
6925	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
6926	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
6927	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
6928	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
6929	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
6930	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
6931	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
6932	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
6933	"]], InsetBox[
6934	TagBox[
6935	StyleBox[
6936	TagBox["\<\"G\"\>",
6937	DisplayForm],
6938	FontFamily->"Helvetica",
6939	FontSize->9.996694214876035],
6940	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6941	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
6942	{0, 1}], LineBox[{{20.000000000002956`, 15.}, {10.000000000002956`, 14.}}],
6943	PolygonBox[{{15.597022314125994`, 14.559702231412594`}, {
6944	14.363176198265606`, 14.83831264467139}, {14.442779173482407`,
6945	14.0422828925034}}], InsetBox[
6946	TagBox[
6947	StyleBox[
6948	TagBox["\<\"t\"\>",
6949	DisplayForm],
6950	FontFamily->"Helvetica",
6951	FontSize->9.996694214876035],
6952	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6953	9.996694214876035]& ], {14.84576923551745, 15.437507644825478`}, \
6954	{0, -1}],
6955	LineBox[{{19.999999999997726`, 4.999999999996362}, {9.999999999997726,
6956	5.999999999996362}}],
6957	PolygonBox[{{14.402977685874006`, 5.559702231412599}, {
6958	15.636823801734392`, 5.838312644671396}, {15.557220826517593`,
6959	5.042282892503405}}], InsetBox[
6960	TagBox[
6961	StyleBox[
6962	TagBox["\<\"t\"\>",
6963	DisplayForm],
6964	FontFamily->"Helvetica",
6965	FontSize->9.996694214876035],
6966	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6967	9.996694214876035]& ], {15.154230764482548`, 6.437507644825483}, \
6968	{0, -1}], LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
6969	InsetBox[
6970	TagBox[
6971	StyleBox[
6972	TagBox["\<\"F\"\>",
6973	DisplayForm],
6974	FontFamily->"Helvetica",
6975	FontSize->9.996694214876035],
6976	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6977	9.996694214876035]& ], {9.3048, 9.999999999999995}, {1, 0}],
6978	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
6979	PointBox[{10., 6.}]}, InsetBox[
6980	TagBox[
6981	StyleBox[
6982	TagBox["\<\"T3 G1 N7\"\>",
6983	DisplayForm],
6984	FontFamily->"Helvetica",
6985	FontSize->7.997355371900828],
6986	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
6987	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
6988	AspectRatio->1,
6989	PlotRange->{{-1, 21}, {-1, 21}}], {0, 0}, {0, 0}, {22, 22}], InsetBox[
6990	GraphicsBox[
6991	{Thickness[0.005], LineBox[CompressedData["
6992	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
6993	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
6994	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
6995	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
6996	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
6997	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
6998	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
6999	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
7000	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
7001	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
7002	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
7003	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
7004	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
7005	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
7006	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
7007	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
7008	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
7009	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
7010	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
7011	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
7012	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
7013	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
7014	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
7015	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
7016	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
7017	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
7018	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
7019	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
7020	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
7021	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
7022	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
7023	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
7024	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
7025	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
7026	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
7027	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
7028	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
7029	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
7030	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
7031	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
7032	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
7033	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
7034	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
7035	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
7036	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
7037	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
7038	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
7039	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
7040	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
7041	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
7042	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
7043	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
7044	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
7045	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
7046	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
7047	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
7048	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
7049	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
7050	"]], InsetBox[
7051	TagBox[
7052	StyleBox[
7053	TagBox["\<\"G\"\>",
7054	DisplayForm],
7055	FontFamily->"Helvetica",
7056	FontSize->9.996694214876035],
7057	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7058	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
7059	{0, 1}], LineBox[CompressedData["
7060	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
7061	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
7062	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
7063	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
7064	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
7065	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
7066	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
7067	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
7068	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
7069	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
7070	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
7071	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
7072	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
7073	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
7074	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
7075	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
7076	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
7077	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
7078	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
7079	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
7080	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
7081	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
7082	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
7083	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
7084	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
7085	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
7086	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
7087	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
7088	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
7089	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
7090	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
7091	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
7092	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
7093	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
7094	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
7095	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
7096	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
7097	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
7098	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
7099	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
7100	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
7101	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
7102	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
7103	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
7104	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
7105	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
7106	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
7107	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
7108	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
7109	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
7110	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
7111	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
7112	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
7113	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
7114	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
7115	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
7116	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
7117	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
7118	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
7119	"]], InsetBox[
7120	TagBox[
7121	StyleBox[
7122	TagBox["\<\"G\"\>",
7123	DisplayForm],
7124	FontFamily->"Helvetica",
7125	FontSize->9.996694214876035],
7126	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7127	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
7128	{0, 1}], LineBox[{{20.000000000002956`, 15.}, {10.000000000002956`, 14.}}],
7129	PolygonBox[{{15.597022314125994`, 14.559702231412594`}, {
7130	14.363176198265606`, 14.83831264467139}, {14.442779173482407`,
7131	14.0422828925034}}], InsetBox[
7132	TagBox[
7133	StyleBox[
7134	TagBox["\<\"t\"\>",
7135	DisplayForm],
7136	FontFamily->"Helvetica",
7137	FontSize->9.996694214876035],
7138	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7139	9.996694214876035]& ], {14.84576923551745, 15.437507644825478`}, \
7140	{0, -1}],
7141	LineBox[{{19.999999999997726`, 4.999999999996362}, {9.999999999997726,
7142	5.999999999996362}}],
7143	PolygonBox[{{14.402977685874006`, 5.559702231412599}, {
7144	15.636823801734392`, 5.838312644671396}, {15.557220826517593`,
7145	5.042282892503405}}], InsetBox[
7146	TagBox[
7147	StyleBox[
7148	TagBox["\<\"t\"\>",
7149	DisplayForm],
7150	FontFamily->"Helvetica",
7151	FontSize->9.996694214876035],
7152	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7153	9.996694214876035]& ], {15.154230764482548`, 6.437507644825483}, \
7154	{0, -1}], LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
7155	PolygonBox[{{10., 10.599999999999994`}, {9.6, 9.399999999999995}, {
7156	10.4, 9.399999999999995}}], InsetBox[
7157	TagBox[
7158	StyleBox[
7159	TagBox["\<\"t\"\>",
7160	DisplayForm],
7161	FontFamily->"Helvetica",
7162	FontSize->9.996694214876035],
7163	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7164	9.996694214876035]& ], {9.0548, 9.999999999999995}, {1, 0}],
7165	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
7166	PointBox[{10., 6.}]}, InsetBox[
7167	TagBox[
7168	StyleBox[
7169	TagBox["\<\"T3 C1 N8\"\>",
7170	DisplayForm],
7171	FontFamily->"Helvetica",
7172	FontSize->7.997355371900828],
7173	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7174	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
7175	AspectRatio->1,
7176	PlotRange->{{-1, 21}, {-1, 21}}], {22, 0}, {0, 0}, {22, 22}], InsetBox[
7177	GraphicsBox[
7178	{Thickness[0.005], LineBox[CompressedData["
7179	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
7180	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
7181	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
7182	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
7183	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
7184	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
7185	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
7186	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
7187	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
7188	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
7189	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
7190	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
7191	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
7192	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
7193	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
7194	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
7195	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
7196	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
7197	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
7198	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
7199	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
7200	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
7201	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
7202	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
7203	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
7204	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
7205	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
7206	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
7207	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
7208	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
7209	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
7210	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
7211	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
7212	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
7213	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
7214	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
7215	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
7216	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
7217	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
7218	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
7219	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
7220	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
7221	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
7222	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
7223	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
7224	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
7225	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
7226	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
7227	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
7228	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
7229	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
7230	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
7231	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
7232	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
7233	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
7234	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
7235	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
7236	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
7237	"]], InsetBox[
7238	TagBox[
7239	StyleBox[
7240	TagBox["\<\"G\"\>",
7241	DisplayForm],
7242	FontFamily->"Helvetica",
7243	FontSize->9.996694214876035],
7244	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7245	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
7246	{0, 1}], LineBox[CompressedData["
7247	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
7248	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
7249	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
7250	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
7251	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
7252	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
7253	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
7254	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
7255	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
7256	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
7257	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
7258	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
7259	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
7260	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
7261	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
7262	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
7263	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
7264	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
7265	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
7266	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
7267	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
7268	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
7269	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
7270	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
7271	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
7272	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
7273	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
7274	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
7275	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
7276	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
7277	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
7278	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
7279	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
7280	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
7281	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
7282	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
7283	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
7284	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
7285	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
7286	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
7287	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
7288	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
7289	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
7290	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
7291	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
7292	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
7293	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
7294	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
7295	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
7296	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
7297	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
7298	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
7299	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
7300	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
7301	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
7302	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
7303	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
7304	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
7305	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
7306	"]], InsetBox[
7307	TagBox[
7308	StyleBox[
7309	TagBox["\<\"G\"\>",
7310	DisplayForm],
7311	FontFamily->"Helvetica",
7312	FontSize->9.996694214876035],
7313	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7314	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
7315	{0, 1}], LineBox[{{20.00000000000182, 15.}, {10., 6.}}],
7316	PolygonBox[{{15.4459764877483, 10.90137883897347}, {14.28643761960272,
7317	10.395938819525396`}, {14.82160940490068, 9.801303502527663}}],
7318	InsetBox[
7319	TagBox[
7320	StyleBox[
7321	TagBox["\<\"t\"\>",
7322	DisplayForm],
7323	FontFamily->"Helvetica",
7324	FontSize->9.996694214876035],
7325	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7326	9.996694214876035]& ], {16.937558817093933`, 13.081023536561338`}, \
7327	{1, -1}], LineBox[{{20.00000000000182, 5.}, {10., 14.}}],
7328	PolygonBox[{{14.5540235122517, 9.901378838973464}, {15.71356238039728,
7329	9.395938819525393}, {15.17839059509932, 8.80130350252766}}],
7330	InsetBox[
7331	TagBox[
7332	StyleBox[
7333	TagBox["\<\"t\"\>",
7334	DisplayForm],
7335	FontFamily->"Helvetica",
7336	FontSize->9.996694214876035],
7337	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7338	9.996694214876035]& ], {17.562441182905612`, 8.08102353656179}, \
7339	{-1, -1}], LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
7340	InsetBox[
7341	TagBox[
7342	StyleBox[
7343	TagBox["\<\"F\"\>",
7344	DisplayForm],
7345	FontFamily->"Helvetica",
7346	FontSize->9.996694214876035],
7347	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7348	9.996694214876035]& ], {9.404800000000002, 9.999999999999995}, \
7349	{1, 0}],
7350	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
7351	PointBox[{10., 6.}]}, InsetBox[
7352	TagBox[
7353	StyleBox[
7354	TagBox["\<\"T4 G1 N9\"\>",
7355	DisplayForm],
7356	FontFamily->"Helvetica",
7357	FontSize->7.997355371900828],
7358	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7359	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
7360	AspectRatio->1,
7361	PlotRange->{{-1, 21}, {-1, 21}}], {44, 0}, {0, 0}, {22, 22}], InsetBox[
7362	TagBox[
7363	StyleBox[
7364	TagBox["\<\"G\"\>",
7365	DisplayForm],
7366	FontFamily->"Helvetica",
7367	FontSize->11.99603305785124],
7368	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7369	11.99603305785124]& ], {24., 69.96}, {0, 0}], InsetBox[
7370	TagBox[
7371	StyleBox[
7372	TagBox["\<\"G\"\>",
7373	DisplayForm],
7374	FontFamily->"Helvetica",
7375	FontSize->11.99603305785124],
7376	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7377	11.99603305785124]& ], {28.5, 69.96}, {0, 0}], InsetBox[
7378	TagBox[
7379	StyleBox[
7380	TagBox["\<\"\[RightArrow]\"\>",
7381	DisplayForm],
7382	FontFamily->"Helvetica",
7383	FontSize->11.99603305785124],
7384	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7385	11.99603305785124]& ], {33., 69.96}, {0, 0}], InsetBox[
7386	TagBox[
7387	StyleBox[
7388	TagBox["\<\"t\"\>",
7389	DisplayForm],
7390	FontFamily->"Helvetica",
7391	FontSize->11.99603305785124],
7392	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7393	11.99603305785124]& ], {37.5, 69.96}, {0, 0}], InsetBox[
7394	TagBox[
7395	StyleBox[
7396	TagBox["\<\"t\"\>",
7397	DisplayForm],
7398	FontFamily->"Helvetica",
7399	FontSize->11.99603305785124],
7400	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7401	11.99603305785124]& ], {42., 69.96}, {0, 0}]},
7402	AspectRatio->1.0999999999999999`,
7403	PlotRange->{{0, 66}, {0, 72.6}}], TraditionalForm]], "Print",
7404	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
7405	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
7406	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
7407	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
7408	3.500720184873517^9, 3.5012370488350353`^9, 3.501249426552867*^9,
7409	3.5013992516790648`^9, 3.503388667046302^9},
7410	ImageCache->GraphicsData["CompressedBitmap", "\<\
7411	eJztnQm85lMZx19z17mzmH3fN2Osw5ixD4aGBjEmxsgYZhjKllRKClNEITMJ
7412	yTaVKCVLJVEyKil7CaFSlKWYIiX173zP//n973nf+3+Xe+/7vve93P/nY9z3
7413	v5zznOec8+zPefY5/OSjjzzu8JOPWX74hPknHX7i0ccs/8CEd5xwkrtVt0Em
7414	s8Fd7r+XJ2T4O8pk9I+/1vFPJrOp/19d9Mc//jHacMMN/a9e/t/G6Je//GW0
7415	xRZbRJtvvnk0derUaL/99ov+9Kc/Ndnjr371q9E222wTbbbZZtHWW28d7bzz
7416	ztHll18ef90QzZo1KxoxYkS0wQYbRKNHj44OO+wwdzdfb3XRtttuGw0ePDjr
7417	Hr3edttt/teRHYW0r4cUcHhlxowZ0V577RX95je/8XhIATM/lL1DKP110003
7418	RdOnT4823nhjj4RHHnkkFdK0NiuCyOY2IJ5xxhkePEb+qU99arviE//8889H
7419	69evT1o4++yzo/nz5zfaJw4234nDcDJTTzzxRJvZC5tutBEH9/x1ww03RBMm
7420	TOBb90X8nQMyWrx4cdFZLwLml770JQ/mc889l3zy85//PPrRj36UfGLNxjPR
7421	vxB0/vd//vOfaODAgdE999zjf1988cXMVqkTXmkEasW89NJL/tkbb7wRveMd
7422	74iuueaazLb5p11gPfXUU9Hw4cOzwB83blz04IMPtgGrvaD+97//9Qtw7dq1
7423	WXPtUBC1tLREf/vb31LnuhBs48ePjx544IGs99p+21IIDn/vhRdeiJqamsKZ
7424	YJ/xa0VKs71seMcdd5x/DzDGjBnj9yd/M5RKo0/t33rrrdG8efP8rzn5Z1iv
7425	v/nmm9FHPvKRaNGiRcm9v/71r4w+C5wdd9zRUyPXZTJTxUC88soroz322EPD
7426	y9Tbd3vuuWe0Zs2avOgsFbamvHD0LwSHv/e///0v2mSTTaJbbrnF//70pz8d
7427	HXzwwfmJS0P09a9/PVqxwgOs58kiqxTK1Pedd97pGQL86oMf/CCrrND+rbd/
7428	d9llF79H4Ed/+ctf0pDYXAJk//73vz1F+cUvftFmMq+77rpoyy23zDuZ7QAl
7429	/3wWBkVIuu+++6Jhw4b5rTdt2jS4QSoFqTOQFi5c6BFrz9LmMj92+hcCyc8l
7430	O5QR33zzzf43TGzUqFElkN2rr7462m233bI2A3Tk/vvvLxlRn/vc59g4yWoN
7431	5+xf//pXNGjQINpLnbNS4chPYvsXgsP/DeMcO3Zs9PDDD/vfjiMhhRWarz//
7432	+c+eSf72t79tZdGlYqalKERuVYZE//HHH/e9RYUJqeQIZvvVV1+NdH3729+O
7433	Jk+eLBSxsdnArQy+yQuc5557boKOH/zgBx4dEBbtCLqCG44cOdJDFE6npuTY
7434	Y4+N3ve+9/lfyzsP4rPPPpt88rOf/Sz64Q9/mAteKB3lgc7/jSzW0NAQ/f73
7435	v/e/v/Od70RTpkxJm2StzauuuipaunRpgISOIq84eDCYoUOHRnfffbf/fdFF
7436	F0VnnXWW7dAZBtd2222X6Am93MUP18Whhx7qsQlgaBlwk9mzZ9OYAdAnuvba
7437	a6M5c+b453zOcxY6F5vQyabRkCFDsgYLgOhkjtXYYOuzgP7d735X50GIVz7C
7438	Jy8d3lloWzy0YjKoB/DpRx99NBfS/ID2zgKU6wtf+IJXv+hu0003ZZZsieaB
7439	tNFDGl6oZq7X5rKitC2kt99+ux80kKJquLbEYf3zddX5e4ItbwjaAQcc4Jdn
7440	3759/f/BhNuzmQvK9M4JcZfjDSPsc14577zzPA8URplDsOd2Wea8Cr17fAhK
7441	nZ8E2GWUUP86z16zmy7fe9b9OHuECsIjp2IkdCl8/bNlfi+ne9QDHv3jH/9I
7442	ZJtvfvObnlT279/fCyeOdCXNV+r9AlhZU+K9D2bPK+Kw5mFNifdODptojn78
7443	4x9H/fr1y1pNf//736Prr78+Wrly5fllfe2E7E0J4t797nd7IbNPnz6ezkAk
7444	b7rppmTDdfYd69JD0kEaEtO96N57740++9nPRh/+8IejM888M/re977np/Vz
7445	/q3GfM+LPL7A+tgwOvDAA/1EYW/A3AYHPu2006Ltt98+WrfOw4KlxXNp5C3I
7446	DhoyPOBDvpV6TwccQ4t+8pOf8F9ff3uAJ86daL6yrZ9iixQVkl3Mr76GlTqP
7447	NruM1Azy5gS0OgS1uXPnek0SYfb111/3nX/gAx/wz5955hkvMqEc0+Guu+7q
7448	33/Pe97DSt3PGkXhQEx65ZVX3GgiL+pwj3H99Kc/9WOiiVNPPTVatmyZX1pY
7449	EFHBMP4gXqFXOzD6WpO/+tWvBLlRqLc51McHUB9yyCEQiEy/eJIlVXziE5/w
7450	VtiXXnrJRPEGv7Nnzpzp9UEnSfrBxiS2T/TYY49Fy5cv94OjWczY+++/vx8k
7451	toKddtopOvzww1FvEpUHkR11BwuU4xQ7Wzcvv/yyt1g4ddKT2oceesjUnEFe
7452	GIYEY5G88cYbvVDLyj7iiCOid77znb4bBotih6z1oQ99yKtEIIqVj13NIWtU
7453	zygrO8pDrWvYDRB/+ctfdjvCr7BG+wLqQqvo4W4BSt9Dm0L03WeffZJXv/KV
7454	r3hB+6ijjmJp1xmcrHjQcOmll/oVDyp22GEHDzfw8zef/OEPf0hEAWzEDtXe
7455	kgh/dGpDZuug6xNPPBGe6X5lPB84/fTTo0suucTjEPvY3nvvnWxc0M+OYtdd
7456	cMEF0de+9rXorrvu8nh47bXXMpN7RtplIz3AusbuAeX7/ve/n9kwewFC+VC0
7457	0Rx33333BrsNaUbXRl9yO0FjOPnkkz060C30KvsUczSqliPVotJwZFgt2/f8
7458	88/3hpb3vve9frt/9KMf9WP42Mc+lpgr4LW8y5i/+MUveo+Na7q39fzss8/6
7459	25guYo9As/8Ewo8GhJX3sssui44++mjsDxjmG/ycNkQHHXSQRzRYsaFmNusZ
7460	fncd/k52j22HgcFtN5M2kkUNbdbl/q63LfL000/Lx+iRtXbt2sR4Tec8e/HF
7461	FxEWNLwnn3zSw4qV1ylTug1vGTBggCcTTmKOG2nxaGafYQ/mK8RJLBfcR7AB
7462	C04n7mWvu+3rhRPkb2QiuNxJJ53k7WlwQ/7vcB4LJYP9LmaHY2LDm4jIDk73
7463	3XdfT59Ep5hw6BqCrWM57HrvbkbdwlCAZyGmd3W+DbsyW/Rgrwd7OdjbwTYb
7464	PI3NhrQzMHuzIQxxIfy4vzVgzA2IY1wETLi+kwHDWeUVcJ9oZDDNRx55xKvq
7465	TooT2YH7gX2nrSf+CBw7aPVOF8gIA3BARnrMMcd4LgnvBgPAjkDIUB1djCdv
7466	aFRfX+/pii6wT+9owWgxn/zkJ72KQVwJzJhx8n90xeOPP96TMlg8euWvf/1r
7467	7wLuayMBu5gxWUirV6+e2YOqtweq6kJUmXG5zpMQtqZj1o41Zm0eWCdOGqiN
7468	g0bDRLQklIUL9vmNb3wjo2cQKdgl14IFCzw/r7NnGLjQNLjwlTrkJ98hJsjy
7469	DoHAUCTUiZciYN55553CkdOHvKu1tZk6z6EVVRYPusW7YkU/QTe0hzXB2mDw
7470	oN/pXQt6Bt29B13ndSO7MrPtPbgk9hWn5mYGZy9vfO+4a0455ZRWXhU7C9kQ
7471	SInwpfXr12dFEaBv47mbM2eOPuFVNHwuOODSpUuT8SJI4tzhwjrgGGfSHFZA
7472	1HwMSW77iigsWbIk+u53v+t7dyiWx4Cdyw5msL1SdvQBPePqVuPSEsXKja7j
7473	AM0MiZeoAg/gSfAo12Gi1LAR2XDwNLdfBTesC3i52OVOfkrGhNiIiMmFEube
7474	TfYqOhJo4mI/O1Qm32EqYsxcsBgsYHqGvmWjkzyWWdoDdhXAxlftKKetn3rf
7475	zvvf/34vpLi/h8ZLaLgNiqeoAtdff31C+SCIyNU4st12USc0QCwCuwUy/M9/
7476	/jMBHBoMHrjYUU4hT4DDk4okz4XY7gSZJDjkjjvu8LsT5XhlD0ipIDUmIGFS
7477	pkt0P9e+jIHyAjhKYfNqPsE6b6OAob/88svJmmUhYcyDHl188cW6TagCQH/r
7478	W9+CygkugpQhrVz8fcsttySoQmJlKfLrxLdkj01hj8ncoBu8/vrrmZkGgYzk
7479	KMYj4gnY2B6hIkAN4o5iKFDhgQS/kZOFBIUTn7yTAL8gcCOTpI37I92yaQWu
7480	8T4eLvSoLexeaOMdGeNvO+sVHYroMQQ8J4I2prR8TkVeFZtmXaDQEd21md2T
7481	IHrvvfdmYh9NZl5KE2tKvCehFRMPzcIRNrF7ofFidOe7Cg362DidqJMs1VDV
7482	G5O/qwkGM0SImAz+c8TrhM69qikgFQBnxY033pjZyO5BFiWkj80P2Hi7h08d
7483	Rgga39+J9+RJfe2116J3vetdGHEzU+1eKJSNKw4SThG6gmgUAqnYewr4hYah
7484	0J9xxhmZSYZkeBRWMOPz44tDpSCfYlAVe693AAGkAPeOg1Cfh+xpYvWg6mP3
7485	8L1CsGHEY+0eBBtGDMGeVD2QFBkA+3G839PA0XYvpIGT84OkcCdEid69e5v2
7486	0KdPHxupXZnjyvxtP7sncvjMM88YqY7JIcQEcjiletjsb/cwVsB5kMsl1rKR
7487	RDanVg8kKWbwT6wX69atywy1e5BXbC6Q12n5QSqVkg+wexhTsM+4NWUWjGyC
7488	uVHnuxpo99wO8taiSy+9NLkHIUTBhRBO73xXg+weBO7II4+MPv7xj9tGbvLk
7489	BR82MTQ5xM6WZxtOM6LzEA2xew4SDxEGqZjgNXhbKssBsQi17jOf+UyyKkPu
7490	UgYZQasIIxZzADVTPibzQuKWGbyirbbaCk1SkIRMpQyQDLN7EDEWnluACfde
7491	tWpVYnaTTQPSb5bAhACG+8hA2jblUXNK9+emz3Sd4YJgfILOFSnK307c/HRK
7492	600prYt+YB1nAxOlIPEMfzXx+uHgIHsE7bAq+nV+cOekLB6JbDCIurq6rO7Z
7493	fXZlzipxiCPsHlYqyCYZwFJQcSjyLbYEdjUUfUD5hhWuxEbrEl+LFi4ZiU4y
7494	zZQ6WzEDavZxJjAlwgS4YGZYbzBrOzVetKoY3xvWsVGF78k4QKKtRjVnzpy0
7495	V9MGNMpWsRMMvIAAeWNgmJ3cXA9OaSbPVJBg0Mv/W+db0hjr2jkQcpaxKHH/
7496	vPPOy301Xze9UroZbYNDwya3CpmaNnAIO5o+KAWKDq6zNDRjpuEeO7rU6Rhp
7497	SIB8ETnFdFx99dVyKECCNODN2gepVnixJanpgvsonbhU6OON3pDI3447ebrW
7498	2NiYCV1+EIIODKEQGISWWTBByeDGg2sKZXOPA2yipHE6cS4BO1xqm6aDHeMy
7499	/lee1XwrsxiIK1euTH2vtY/GsA9/WftiKKF4rxBOgoOhskbVvcnPJqEcokIo
7500	ljfbSsaCiHsN9vjkk09u2vneJB+FErdUL5x7pGxhqt6k812J/IWGCjFdBgal
7501	dPqJpcaVRQ4lekaStIR7iDMWLNydG3e+q1CSPvjgg70krXuEhaO74j8og3St
7502	XMaQnrm/B9tthG5oGiZmd9uUlFhrLJyrNS6ls+Or/J3EXZG7c889NxHnsN3j
7503	jyGdydTB2BRQWv7X2JTujuvi77XwQ1OGFHKc8nBXnO5TwuEWzzXLD2r1v5W2
7504	INp56623JuYSAmgQHQmJN3PJGHtULJ8tratju+hbUcrQoqz3SDvhnlMGZKTS
7505	EEvNkSsEble30WL3QsYx3u4R14tuAuOYmH92p5Q4G515r7fdC803E4NvYTpu
7506	D5utOxlpmCM4ucC+KNd7ktBChqX3yFTBa4N8MT4Es2iGYRqdPa5LPpU4FnJJ
7507	GeMhl3jGV69eLWO8mFahXMZCzKda38m5lsORN7LbcGT8VMS0uNsFvDLt9TXB
7508	JTGmwSXlayICjLSgN954oxy+JpF5RxwSDiUP2hVXXEEyiedQZbBJSagPOYWc
7509	iwQVwykIjByZ3VXo6l+T915TeM+vVaKbRa3lAyYQWtTazI46miQtqOTCos+a
7510	2jxDcBellO+fVC8o5QMPPCDfvxLUcHJCSOEjqBquqUxaqOdnKvA+lhwddTXL
7511	QCVhFWrpsClTi2JUaIbNT5alI8ThkSC4nRk0EbLEqzo9vsE6CQP6zqzBlqZa
7512	SzmmSvF8dH8C1q699lrT2Wx7xJohaVoEHyPMtSZL9fFJUujWREFeeOGFPqSY
7513	CHwoPHo3hmji61FitS/axpo1+ymCkmJaQNgkip7j5mBqTlyRXke8tAa0tAe8
7514	tEg98aHQaittBN5Emw4eRe/FUsYg77didIwScKCJcEEugi8wcmB5wNBO7BnP
7515	kep5l4xPwE4CMWJhZOLEieg5xlb6eAoSZkWccMIJ/qgZGDDOC7AE23GcwI3M
7516	UUkn7oAdyDX+5TTkwx1abGUT9sYJkEgd7v6inpF1dmQNbUYGR1AkRGhAlzIP
7517	QcLQTcSqkxEsSH+0AQxOSAGAAxJZiHBCCA5fYcjAl4S2TIow3JPAKfCC4Yh9
7518	AMF27E5OCChec3NzVqwV3BBeztgdfvRqmPcWY7XJh1IAETstfZZafI/MEvo6
7519	qMYcyizBYG2WSHbQRsSSjGUTiPbqGXRXD3q63QtNqbJmYfjnnAT2mSVieRW/
7520	Fx5MZV8iJbCU2ay4FwELoRTJGimZAGzyWNhdmIa5OKSB7Gd4MinJDtNhcgDC
7521	uOMFiZeSJoHXYSgZGroVCEcRd5iKJe3eqXPHBkV0JkzJKbmZmDE0eGzhQGPv
7522	i5zM7hlfl4xvy5RlKJsuLmJWMUYLS77VIQhkOhL9TysO2FgA6Os1GDpA0Eab
7523	Q2oDVsaJAIJ5EW8xUf7JZ/V+yFhv4SOrVq0S+Kiq+JFJHRD4+AvZ82DGEXkF
7524	V4JmHQaIp+DRRx9NAoZhJVJIQDQRAdL4iWvM9sNv6N1sHIXJtMK++D90goki
7525	eBXSQ/QWYJDsA+lhYpjmyT34eVvgRzpzuG3kdQE48IEebQcxuKGxhYn6YGjQ
7526	dtQhtjvDg6AgFPGMkKQ333xTGw2lHJMwMdpOHtJu50BHDt0jrlFDw3rFXBB5
7527	5mDWbaQqcIf30nWsUeHgxFrCBaEi6FDPSPEkeEjYQC+IDauxWtfY2OiPAUSA
7528	IzHMaX1NRtWgkzBM6CRpbyGdBHnKwi6yUIbZgujB2tsRa5tbz8Wc/oq4kUkJ
7529	07SdvZOJfd+KuNMQITDEiGBuTGS4+IALHZnpqIJu41VjWhA4nRgnkBkCQiUX
7530	wqIjZklqW3gyQJDSjD6C5sUFtXJaU4IBjLuwWi4mGfoyyUaGXRMs8CvWigf6
7531	xQLdZLGQVM1i4TDpcLGIFjPrLJbPf/7zfrEwlxjmlZhNWwGeetD0lkRTGrdS
7532	8IPOR77vvvt0Mpp5DbXLpINDkND2nQ6d0AFsfjBl6JkTFXUbHs2Fa9rpR2Hq
7533	llrGNHjVVVe1STHNGSqOfSKSMA8hyl544YXJJ9gTcOFwgs2JJ57oI11MjUyb
7534	eCRjeUp5ZpAkcYM94+va8aWpIoqhJaTUjonWIY2Ki0RXgvjzf1T5hx9+ONkM
7535	WA90kiORKJz9pt51+ARXcIYLGF29enXqGLGTkjBPrN+uu+4aIhHRE53PTY7w
7536	DUAwZn4t7QG2QsAuzl4NkDNsiFx4o0499dQEZtJtVB0ILZpDswUAxh2axX40
7537	d+5cfcLRkixfvEcoJK755BP2IZ4mjuJya/aEHgh+cUz2ZHDqODZkLixpTiFL
7538	AIFqYTPmwu/j+FjSKoWNSCHAz+r+1rRjfoZ7k1x8yluii5Oy8YUYo0lABHE8
7539	PumJfD/4ND1Cnp1GkfSEdgFlx27oJu/0mm7uo/GYm+wpFlWsCbTs1AZhCYKP
7540	GEPY0rkVeXVVDIfiQeA68lOtKfFe7ODNOrR5hQGQ48pcnX777vgjVXsI/WJr
7541	Uu79NPv10MmxJuVezushX12Tcq8qrx9hj4qpdueX+N5d1QA6nOCev6v/d/6C
7542	LfGWZromTpyY6WUFNUgzs8sk3TKWCswuaFiX8t6RnQa3JV/pQP9S0EZaE2kg
7543	pVU5POecc7zordqK2HIdfytQGq0LsN22MCM5TCgbgE7XiCMFSh8KGxxAAzSQ
7544	ftH8dhcSLFylrz6l+7S1UAikthUEm8IKgv4Kvyu1wCHeJh0zBiPHu7RgwYK0
7545	ua4ixhQKi90DdwAXFvrddtut0JwK0ZhNyOHE9RqWkSpeO3DDorUDCxUBTMNa
7546	IZhKLRYYftueYoFYAzhdnV/L2wlbuWotcm/AgAFhrUXqNfGrQKk0jYCQD9YV
7547	R2zrXmk15foVrRGYVvDvqE7AklYYsD7vt8VrGGI1Qe/lIkMZGfGggw5KW2Sd
7548	R1dxcAAFEq+Sivjj5s+fX2A7atk4Qu63TbjkylcYsE2hv7Q5LBWUlrzvFS8I
7549	yN9EtcGWYULEHTsdOW2+Oo+Z4uDgb0FC5sRtvDfMp1MaSpgvvDTao1pFpdUF
7550	LFyfUPOVU+iv0HwVA6V3ynv1NpPFCgLa86O7DBN13kGAi5lfO+SfGHFUjKac
7551	nSiGDUucM2dOhyv8Fa4/KH4fluxLm6t2QtcqwfTOqvKX5/NE8i1W7a/AdHYN
7552	/iTE4OEMMp29pGC7sIQahMCMZ2ijjTbyjxH4HdrKV9UvW+TQpFtZPv9reWeh
7553	7FewrF++bxvygtzQZuIdNBmVTeSQd7syy2oAwW2LEUKy8farICGJsLYi/PMa
7554	UrFr7W+HYQ4ehwDjwfykv1vnpUz0DX7F6QHx4eLBu518VSXAGrxPAi8r9kwi
7555	KMgUi53LhXNuRTvxDiOy4PKKW230hDCl3Rpr1vzA4uOQUQJk8Ua/8sorcXhg
7556	aQm5EopAPJ+7PWtRG92lWYsnkdSGPwVtlV8K1y2WsiuVTHmqnL81uMbbs8A1
7557	0WaomNXTS9L7i6XxytSLb5ngCSeoJlEHtdregOxhIxVwJHDYbKmpvGJJEBdE
7558	A1xIjiEM65ZNDwx3QaPfY0hJGEjwNBI38+STT4ZnTAjzIX2BBrWevVsrzdhx
7559	9vHO6O3D/qGhYJCdQyIUIgyyPZ+Qt6gwizDZOCQemAYgHsO7SZuWcKWFQQgU
7560	AbJE+ZHOve+++yaEA1sRSh3YjNlq0TRlnQse0pfhb8muLDvRKrdy3rJZafxv
7561	DAWXX355QoyQLtHWo0RCKZwXrVKDECy+g2BpD+Tpq5t2NSwLj1iGCV7i4sRw
7562	3uIsQ1FpcsFh7/yKTyuI6RdJPkTLOvo1wmDP01SXtGRZyLEhwZtxUD8guKgb
7563	L730kvRVwltFz99n90ICNsoWeEoTmWq2YUnjUjfJpWIxEAsgYwm/OY4SazU8
7564	lxB9wsJgSzpDXtIXh4uPqdG2LBU/Nku1eKsBEVHEKRG/zVrnIlCARGe2i6MT
7565	RwRrRxfkww5lnVLDrY0OB9zgDZrEa3Fx5hgHeoqWEguCck0szDJrFcZE/Dst
7566	Bht9ak03Z6dINNtbRM2TF8iFyMFbzz33nOgefknss1CmpfYJS43T6BA/MB+R
7567	4Ox2/tRu0OLYcPAN3olCcA+NElxz5plnJnQBo5edKGnUvNEL5JY45P9DAlm/
7568	fv3UdjanYzCIoaIZYgY3K28X8aEehZXkTQp3mYMraChWJlxteGrAtnrG+iBJ
7569	bIbdCyNO0vSzje0eWxM3ZJhez28Cq3hjSjv7j03QMV/C2k2C9fbbb79phbqL
7570	h1uaJl7qkG2LxupJs3efUXeCEAO0AdWpI0jfycPKDi+G8Om2JAiEnDRpUjLd
7571	cAfcLCSUbVFalxsbkkgKQ/JhlTEADpOdUb5uNLJiqn4pI7OTgWJVuMWfTYh8
7572	C0FlFGRdi7ywh4Bk7dq109qF2wbPYUEEWwxLLsrnlu3rUk2RQqQiQiQlkQ4x
7573	o3zd6NSKYvaEQiOzQ6/kOYIns2UUNoG97o477hC+eMygOKNxak5P+fA6LdjM
7574	yKUMzEG8Vft7nGZrRKd5IPZxYSAn9xN77EZl601HiZVqoMgzzsnZCIb4G43w
7575	IYRIMe4LTRs+bkQ5SJUACE/qrbN/IVNCsCYCiRcdG6FiVvu7m2rYJesC9qEL
7576	XwEs58orr8xMK09XSuINF+6mKU1PDXHX4KM6iP1BliDQikPbRM9Ra2RnU/PF
7577	VqYQjPAh+XmbDvbFrBNNwwlm6otVABaihCeVp6/QaDIjpd1pIdrqPYUm3Bvx
7578	y6kTim/mYBOUJnaR61kZa8WQJiBkXYBfzO5QT5Ag4gMI+lFPROdAosjoKFdP
7579	RQ0mU1I6sqILI6wFiACEAQ2Uc8SgG6TMIrDfdtttE0pEnoZOfivaHJnYu7Sv
7580	C7QlK6+ZEHsWDcYOfk3seBcTjQIUMopMTmnezrWVOQtCwCOiK9DjnOKSqN4o
7581	OczZ6aefnlqSIw1pqkEE9wusFLu0s7s9K9qMHSMc24ca/TqG4yvxjPxjt0U1
7582	YSxdFh+/9rB7IeHbtaaa2SQcW4OXRrDpcrEMZs+enVi8ZIKDyu9u90Sabr75
7583	5oQm5aQbbNEtmx6ZjRdWDemOpJKxowhZDsk45IVfu9k9vCEiN/KGhEkVM7tZ
7584	u6NDdMQnX9IFQS1uazfaWoTu4g22xeWj+V577bW51mBIV5RFH6aOzOzGrRuC
7585	YjWmxYsMmA/APfnbaEzwRA5IID2IMHj3zg4GEwQHTQiC47RS+VBD6rldN2zZ
7586	kDLWUMwXxHpxSqyqkTkBPTy7ES5OnlpwaFV8lmZTeMtvdDY2k8UZqWmlN7Z9
7587	G/Wag2jMjzr6guUO/XNTpLw54qNU1UBn2M20nnPPt8P4JFI5pMB439pdZuG3
7588	wRcG5qxBLvJZ3Uwm8lqx4yg3L/Ae0jGxFLyhaS6WizarQzC1hDD5C/UYRQXZ
7589	EVTwt8OqyCNrGF2GQyx4DOIdZpqsd0QMPcKl0ZolEhfs5rwL6AqI5rCVuprA
7590	QqPvC76H1YVTx2AKDhNKgkHXQCgnlo5X4ABYG3EX6h2ECWoy6HgPDGToKZwD
7591	rHfwWnKeKc4tEMw7BA3cfvvt9k6zJwn4AbBo0g5CnUBywp0oByCRTw02eYX/
7592	9+rVq64TyBuevboRGQGAztkoSE7CIVYrM99l1CXvk1/DG5KqsXIhdXOoeS+r
7593	lmzvJBeHf9RX7Fld8oyCeGkHAOcn3+3FQUvSLqhGnWKyMXdCl/AHZJXlbfZh
7594	oVjs4AoIHuwuJAwm1C1TvcaSYDcBDUI7FxyZYFenRTfY6iIID9VP21nCHJau
7595	XnmBrhQyeiftcsISZASiwKakHQ69cXKTwTXQY4KFgoDBoTS0R1+I8yCQC+yQ
7596	gsHuQS1jfBB78sI4oly7DBsLOd8684YdixPGjSl5B1MVjJcdyDvk6OC5u//+
7597	+xNcEcrTXlwZh9CpooX8OgoRItpbB0rocB+0OOQsiIDbyuGuJorEQZqQzssu
7598	u8xr8pyz2MtOW2Qk4eXecY1W6ll98sxIa9p55GnsVObIsmKpIemWIKWZM2f6
7599	o8y1TrGzscZQcDTPrBeCsomQ1nuAxNpyayx5j7MosMuFzASQIL0U9lTIKmuZ
7600	4CjOvXdrNoY29nVCE1iutYKs7G410Keeeso323qcZzwoDjWA9TlqpkNS2JPs
7601	U7IU3Z6SbokcgLkeOqx7hDkMGjTIH7JdqpRUQAiLowFK8+gNtHehRFADZGpI
7602	ctopzjNtusJnBPMzeNfWju3utm/BbtnS+NXg5SxM165kLRRvFgyaFQIN6+ym
7603	m27SY0gYVh4YCOQOi5/Dux4ja0Bl4QiEYLCar7nmGqVUKjIDjoSExARKTO7U
7604	cEvDshYACwUJyPGUZKlR9pw1BXtzjDRcaqAA8v/AAw9oWcFNQB7LSvfomd23
7605	//77mwEo73xuHa6m4j5MqbfwQM65CrdNeMLy1tZrqMFBqRGAHSHYodPdNSRN
7606	ExpEAgFBJUothM1SqB4WraHxHvJYa23cmHzBRnF8aUOxrhAdmeY84Gc6D382
7607	ujTHLHf6Zck7WHWbhHG8+cjFTpLQbYRXxHIy6JYsWdJgiMGUy7KWMtgarlev
7608	U+k8x3TrTIsjzzhjl2KSgF7MCSuDEIwH6xq/drJ7+CcQxh577DGztNRGey2G
7609	NEwLII0LAQwmJ6SxmZUovHDhQt1GJDUDIqRL6OckT0RRLuYRBSg8qgeCxIUa
7610	efHFFydrMRzRzGzEl+qf1QBxniDV8Wtnu8ex6Eh71Hbctobb1YQwmZyKwUWA
7611	AFQzXMVcKAbub91GDIN3czlhWxPCeRhXX321v02WDdYNTQhEASMfFxOHZUlE
7612	JBzZlvl3whBrCrKNkgpLwP/OvO9i7yM6sVOdSJ2Z0wVt9LFnIglwP3imUwsS
7613	pMJHyWWClq5cuVK3MZ1zMAaR2wmuG7z+bYWNvLCHZV1IRWGhF3qDx+Ls7ZMy
7614	ithvkWyA0OcrXkoaM9Ie84bgiI40bdo0vzIgUhzYOdcgVXfICg6E2bXZrGp3
7615	QMvJYue+mw6hG+wTEGQB8boNeUIrRlRKRKS4bDkGvrPOOisRHwCK0guQeEf6
7616	+6YPY7MQ90Xdx2EFQCBDlayz2Ya3Qdd0sDF+ba1ZFo7xNAsF6M5dqWyeFHJ+
7617	TUjp3grWSgku5GsWrYGSYRFzVDBJ9GHnwYy5EFRgDu49DRh5AsjIo93mLdmV
7618	OWVVTRN7BEnE8XqOW0OWoQXT9jzDdZ/uap9w1L1I+B411cyM7LFBSnVKjUgs
7619	QiybGysqZzzCTeWoZBWj/JAxunuNtGHxASqRzS4h7QeiA2+BqsGTOK1U9AuE
7620	YcnDFLa7oRJChc8Wpca1sXNNN2cxNLFDuLdPZWKGCTBD8uTISoQVFgtc8uyz
7621	z87sa60TyIMuB8WQTiCbPb/mdJM2rfSpskHxBmPpdHsgIaYgGfcH9ICo+FWr
7622	Vlnzjd4ixZ7BPEKUIwVcHn/88Tk13ZxVupV5RqdzcjKXaAFqpQJjeU6vDoX7
7623	WqcYNzjtAFEYCW7evHmZ2TXdXM6Y0UfRS0NKgTiCzMOFvcFpR8kygiYSPB2a
7624	urD1axlt3c3aHZ+NDpRBkBo2jwkKOsFOY3dxYpSaR0SUcV3NkwmCmB2C3V3a
7625	NXTEGl2zP/KOZBasTKwtzKmI/WiBTigVhUWrtoNirKc4uJjJQpBuaGhQZzpU
7626	mZc2fwv1YhH/cbRRi+dJUGAaVywb3mIMkISZ0LHjUQfblEG4MTaoVpDTdQ3u
7627	WmvKFohKTmKDwZXTGhHZ4HMspKiTJIxR9BDDJJglg44MqltuuWXTmmrG5lDu
7628	B7RrmAZRvyK46BIIUfJfooY5Xe899olOAMHsNKOmmhmbPTYckrlkFAYK9viM
7629	yCm3SjKK3s05y2B6TTVjrhSdUMMXMHqE4DvvvFMR12iLuH3YtY4kHmZ9hznT
7630	U2ughay02GbvKUY/UbFPYjegYPgLnnnmGVW/VpopDsFJXfKphZjKtAbdsKpf
7631	ie0Q7zVbFCmNpeyWakZNhZnBE2qkDSutreOqOBGHicMQL28o2TmsVC4cRjh7
7632	1q9fr9bC2ORxNdWMRcmI60FdeBvKGZ5Qgs2cogVc6FVupS6xtZwTYiwDVU4g
7633	5ehu38HQbEyBY7IRooBWYWKmb4pCgmBHyzIH2/th3LEM5Qq/ff75522/d592
7634	7ZwTLTm8p7jZQC0CJ9QikabqvQgB9SZwxunZ6iSMNZZzTXEwmOiGdePW7Syc
7635	2HrmFxMhU6Cb+CgdH4D7CCvMJZdcokOU0uqHKjADc1zccO9Smsx0ZZtWFdp2
7636	Es57Yq6TOMQ4gYWjPpHIYeEOyZnDUxpXZBJWc4A555xzDOPds2l2DeIoVU3i
7637	d+J1iE0br4DWCzLbgw8+uCyl8SEBjIRp4itzy1hJDt23dXDDDjK1JHFCoeBy
7638	qiqXCvEcZo0XiwTV4uRsCmCEfIXCvfWXkMXu3FdrzUYKvepNYRGsorwijvJ/
7639	t70zaVM03O7hvkIyeuihh7LqoVnbyShqsd3WCnx2PIWt1PhNZD6dU5nW4gi7
7640	B0FTtbQ+wbc68qKphtqz8zb9QGvo/NGev7vX3/lLfzSkFRyxJduYr85KrwKf
7641	tqdYSdr3+WtuFAK1jDVVGrPALFJNZnneZkqtBlNRJCPQghAVsUHm4+TxAjUn
7642	0sq0iIK1Lb9SF5ZfyTpKO99B8LrCQid1Kd+llYYpBFtFaq9kl3lZmdJ9Xcp7
7643	+avVlIqulkKw+d9Eujn9X01w5gUuQH7N6djkllqGpdjk5pZhKcfkllaGpTQ4
7644	wjIvaQf5l6NUTXth034mNg6fTQemUWgpVoslbTrSQMwpftKpaUyDrZRyJ2lw
7645	pNWSSYOjM/VqOoojwYa/lvyfRYsWtZfUpqGquQRw0irDdMWUpcEhtId1XjpT
7646	D6Zz+IiLMbPLpk+fjiWog8wwrIBSCmbSKqCUizZ2thKLZiis9FJohopVhOko
7647	PtQWXj0zPRSig8pnyilLovXRttZKU1atlZzPElGyWI2VnO/yV4MpClnJNVb6
7648	FwUqT1WXtNXU4VI1paCveIkamN+rr74qwovnevLkyeFcFywI0+CD0XPqjphT
7649	rU/BEiu53+QvVtKUBXDudys6Cl7Zy6jkq9qyvBCEpRR8KRcis8HFbsroaZPE
7650	HNqkxLZRYP9ODWnNtfa3W1v4M3D54OfE4+xUAPOHFs67jMMi6vzM2YmFZqtq
7651	9H7RlHY712y7qsnEZwxDANHWOImEUJaLLroo9oiWlty32PrlPlGSCH1XXHFF
7652	XxsGYeJ5esmUrZtK1ZoJBUtC4pwen8S6F8twO9Dfa/AAY2oGYMz97ndibi53
7653	u5WtNiMGxbE1JB7xSz7RYhlmiwpAPaxC7SoCsczVZ5RHS9o21BtkQ20x+jz9
7654	9NMyoJea6rXQniE5MwKIv0Ywonpdqa0y16xptKVHdhM4J+2etDIixTnbiPkC
7655	FJoZktLdQQVAHlXBtkfa+5WrWqMEJnIfCEIG8dddd52UJcLwOSSEU2NeeOEF
7656	wR8mVy3KA39rLnylWh9l67I8NW7kUkNMsTxPb8PDRSXNhH3I0iI2J/6saBLT
7657	PjkDEGlgAGOq3+VoW60VqJAjBEJAMYhykcZ77733JkSbIxAtottGUzhTaUHK
7658	UMhQYijjqtyfZqt6tXKEUUwW9MZ/dqaxjTCOfsa4T0IcxJl8LqxSnKXhVvnS
7659	YEAw2HBAEyrbvI55q15NnHqjK5iPsPzZScaK+yGPkFvkEj3xxBPS0kkjIhAK
7660	GJ1seEjKkCBSDGlSpTsYbzgrWwUdYRnkQ1octpNMVHg4neOVcHOsxlkGjIID
7661	GxYHsGIgCGGdUrmmJ9qzMlTc6WcQwZIdZfAYnTVrllqRgMmaf3cORPAaQbRF
7662	eZoRzspYZ6dv0J0S78n/Wrx4cUaWW6JyAAWShk7Cb1R8ynbuZU2jBdiVyBNp
7663	Q9iyyv3FmdBlrtUjpGEHQTDhdDwWJsRXwiJyAywS9oiXlmlnL8JrMHdyost8
7664	e1flvC3dJnVRb9UFfero4fJW/ZFkxa5HpXG4zoQ0EAjgjE6pFP0BOE40OO20
7665	0yxFt9kPACs8whlZAiHwjmZuU5VetrQRl7060FBDPXSZLQvInP3gdIKEhiGt
7666	coIvv3azvRPCy3+cN4VNgdIScyvQppZlmaoY5YweLqXANSYSg4sIHuFwLDwo
7667	AWZkFD58CxBFnSMD5Bgp48Ss+F+gE+XYuUr96MTq9hX0afLR+sjUmMNZIwMH
7668	DvQJ2Rw1sYl9V2IhH6GUBQxtgNkpcUj0A1qAZRklFDkL4kvyEAueCSdScftg
7669	SRNaEg4ZpZE2UVbnVrm/HWzDllTOp8mve8x4SuZnljFtc6p6KdWDxoVYjU/1
7670	Uo9OGRKhYZ0wGAiom19prjAjmA6wuSWhvG3oD54tTN6YuWHnsHBWJ6ybFbdr
7671	tTuMz0gruaSPViXhmzgN+KVKTQXK98h8BsohT/EH8b+YRhgTK4CZRXqRSAh3
7672	42AnNpKOx2VUQMk3jA4ytWeF21ehgnaU51EhLpg29xwFtEIU+UrwSGUl+wAZ
7673	hgvZtlUEqPM8ihOuQqojgJGLBPDCMrY1zwbf7lo9jd7HR7cwR7YYXh3HS1V0
7674	K6WWzjhDEekHGEzRiV2r8u7D00hJ4+AdxCOWZaBxzsgZRjiHiyrW8h72rH11
7675	cuKUbaz82AuwGxCfpuTIlHo5Qg1aBvOKtu1WmmgD1gWCkDim0lFe6Zd0AmAm
7676	AW+UMg4YO+M4sNIdzLdP2leHh7MAWTycYaFdlVIKRylySNDAw7k1Ah1qx+to
7677	nG5mtP0l3LqRJUX5gBsiGcK9uHJNL7TlV1J1nSZvLuFsUtgnixhKgpnbkehE
7678	fUwpfaOqY0jKFiwH19TiZLGx3vk1MQVYFjXALi9PMwfYs1JL2kwwasKkoxuR
7679	JYERG57mCJjsLukVb6ZZZ9AaOBMXrralS5cmGinCCXElhC+AeGgzMX6tFvx4
7680	IBx9FA5kRQXbXmSDLk9tHGEB0yJLilZRJTFFSlwjwhACbWj1HhxyBUnHgB9Q
7681	QnR4DsTcF8RHVaEPeRYrVy1HvImgYawIHKqdplg6TUpzwEZkms8444zkID8k
7682	kVzgh6Z3vF/Ve5xrn1Sowo7sCohDLAAWAjyR2I/w8DsCjPg1oMAIhqV0s6TC
7683	7UsIr2iVHSEJYVu6JOKp4y+Jbop+iPuLnYCAzoAYKJJ1S55BEcw6IqXbJVXu
7684	L7bkVbAijxCIBgonwT+GbI4ZMR5QX89FCCCD5GCWhwBjmmBLARSDCY7PrcsZ
7685	o+gxYxyVAsmSrgdhT1uUXVKrR3ZvqDrpKQgv1113nYgXchzwo3gnWlJfDwu2
7686	X6om5xytnTVs4HXDHpMX8V3QsdBd/bo9KmQhwy57lT3khMPEj8P0WbdmK6r3
7687	Wjr2KBvUuJQelleu6T2t6VqqNmTOr5E2H4XirkYY+Ey1hf14Mwdxr1L6MRqy
7688	0GKcxGDBUNXd2BLB2qXG4Nnd+no7l9KxvRejvbTgtHh11Sc2Zc6TcOiTE4vW
7689	Eefhb8yK21OZtHIW41OgmVcbYOgQ2Z76MCVU+pBoVCyYL56vZi9WISJg07Yj
7690	/ryAiUTpdrli0EMmAiTYZfBtQQjyL50uB2NWO1ZwGeueWJ0MxQ8WixXUIbjo
7691	0Tim0Q24MPWgbyCLqbxVruQEMwJJhoUjqt/lohKnukzVQLbKxm2pgYfDrVWs
7692	h0hxiMlcGALWrVunSPFwbI6OLKtKL/uXOGmllriYmX/5jbE5xaFADAsWZxgo
7693	FjY+5yx4x6j7pQO6tOwtvqudCC61uISVYBA1DIMGRxokaC2EcWEFddxK3MLs
7694	qh52p1/2D+BmaFhBHNyHVqrhfVJQ3N6CD1uEgy8a8idmwpk7aHExWHGPiNCs
7695	XSR1lGfKUG6YDvghVe1t7xT8l6FegxU6kKheKPJP4huWPkUMygWoioZccDM3
7696	7uTcJ1hRMJAl1evqnaXNUDlqKlhRg81tcMRDM7GwVZwNRIVgGaAQnJwxNA33
7697	4XIcaHDOGLAoujEcV/YW9yphAspboiBGTosXkVmPkHJ6VwwaeTtYcNgC7m8Z
7698	GRB/0dtxiTope2j6cI6pZOPyS5WnnIF8+5AuZI577rknyQBAjUAmAXWPPvqo
7699	rKxAzzaGKkrjgPHAUQzGoyrS6oH2ahlKHmjY7EqqCLU2FaeDY2UGW05dmhQA
7700	o2lwRGBFp1vYzxZ9eQsbTLOlQJwgmjpKF+5LFpfDpWobE39Jg7YvfdT+5HQ4
7701	Dy17izF/rUhRgynWNOsDXReeQrgi/AcKQVgSIUfE+zQa5DKBEdnO+iFdYGo6
7702	5OoZHEBr+bWo+l3K6Vfe4giTrVWMTFBYJ+okAfTIengQIFluqkKSpYqPbj0q
7703	EoshEGLDTmVjQ8dRzRz85giudC/yAZa3lIKiExACWLith4g0+PlhG7OImdrW
7704	SMr4tF5yJhR1ZlDuX97mpO9XqHDCOOudgAggltjCer/77ru1tGFXdgqtN7UR
7705	d7mV9YSmyyyFPRnw/o0Fle9CvLBC5RSkieGnRi6GfcHW0MSYRg7Yf/HFFzUS
7706	lh8bEnkOs5kbaDISAghsDWZCexnuR97Ys3pd7WhdVaWwwij7ghYI4MWB6IiB
7707	VDhggDlgrQpoBCSPW/Bex49jA0Zv3y0qG+o6TBVRDOQgXUKsUW/2qHaHcfxr
7708	OYs0yEuIGmZRnIlGp4qJxOpBClG9NFP4/NBy+bW9fSWyyqZz386rXNOq8VOe
7709	Yg5KjcVWhUO7tYpqnGGhs2uRY7A3a9pRxZAsAMrN3C7laWaWNVOeYg46L4CV
7710	IZULQEA+PtsbbrghUbkweeicFUfJ5qfDt13ZWxQxKU+Jh0G2R2AB0AxCCEId
7711	ij1GAgNeYCcfaFdKtYLcuyHtFYCKBMHucl9uU8nGN7fbnS4MIWMtOwl25HZP
7712	omIgOSk16KGHHgpT4Ag6Q9ZckA7eVhVpNVYnO1NOQqNlLhShrOWDEo2RBUkF
7713	OtOaVNcGkC3L04wiwspQVEJHgaDtYKhAvUd/QuNxn0t/QuDTgTowDXTmgww4
7714	DBgAh3DigNu47C0qjLQ8pSZiU01vTyJhjytWrPDqBnQcbwLRG+SuYY+ReKKI
7715	fbYeDkWn71mhgmxgnXQ+tbLNT7SBVbrMhKroQi9hNPjPpAjRLulo+NbcMhMB
7716	QuFlEeOedLRK/BC1LhjApEo1PN4arlChCZ2GJtOzo1BJ8xge0F9YgMwjZoB9
7717	0rE+NACeqc4BvjKt6+SJihaa0Cpky4FvhsJFiJnrVGsdck2sIhdpWq6zjGz1
7718	4VSMzBkKNNo9H1mVXlSAswLlKGI63ewtDKxenKLY/6Dj0Gsy7xw910CAAIZH
7719	S0g5CHUaSNsYzjYDGVrV3mRAr2DlCr/KvGWRFtz+lCIE62REgB+ccYDgxEKF
7720	7TmNZu+U7sYGg4HMQLHdYDSHQV+ZinWmfVXp0hYwZIsSTPQkpgPTLoMCchzE
7721	Eq4w/6I/8SttOOPTh6NQ7Cp1pyqA1S1wAfAmkyeDA/E6ZQCB3MnvJsRlD2Si
7722	fUW6HxvIBqIjbJS5hkO7obxNV67MhUU9Bi3HeTkYErgcx1EkSDHEj7f3GIPS
7723	isNqFQqwbKxsN2UsitEcrFzsYXASx+jTJnD70l+NDzFMhDXkewgssmXa6zuU
7724	+J4165FUQ0dK9vzd83et/e1tgG53E0+MdQpXBfF+hE+g6mGUdDLqsNJeU4A/
7725	0RM6ojQmKvVegSRIxWLeR6ffjuHJeH7n6ALGIJ6giRIYBEVDQSI/BBtS3759
7726	LSWrtHcFIOdKADeeGgFIcigRtFBTR01Gp982AK+0htDtQMSxxx6bpMshuWRi
7727	NCeyYLH3BBgxVGRTcPqK2BXfSSMck3JvbTZIMEwOKIASFgKp2HteGOsNmtwD
7728	vD4EuoVHd/IiH4Rwhfdy4ELhQHDil0RqJB4oN/+hwMPphrTzfYXfE87DN7h7
7729	h3cMRFy2dg5Ym8oyiW9qSHteVqcovxw/AXAjOg+cl639MRVp0LQ+VbMIXHaO
7730	Vke7D6djdMo9xWmiWtPMsmXLHArcr1H5HuRsJZR91iNLbHTKPd+Bj0QelfyV
7731	0wQWYVxtTnVOljSatgnQydIv9t7s9qFI1AqzCxsTWVsUiKgNzFN2LEFCrUp5
7732	d077wBAtJ70fZz/7lVOlRKSxAAS0vMhr6hyDrOTVMSn3rHP+7Wpmltng/5JW
7733	BJI=\
7734	\>"]],
7735
7736	Cell[BoxData[
7737	FormBox[
7738	GraphicsBox[{InsetBox[
7739	GraphicsBox[
7740	{Thickness[0.005], LineBox[CompressedData["
7741	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
7742	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
7743	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
7744	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
7745	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
7746	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
7747	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
7748	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
7749	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
7750	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
7751	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
7752	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
7753	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
7754	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
7755	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
7756	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
7757	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
7758	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
7759	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
7760	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
7761	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
7762	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
7763	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
7764	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
7765	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
7766	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
7767	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
7768	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
7769	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
7770	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
7771	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
7772	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
7773	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
7774	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
7775	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
7776	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
7777	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
7778	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
7779	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
7780	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
7781	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
7782	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
7783	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
7784	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
7785	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
7786	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
7787	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
7788	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
7789	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
7790	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
7791	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
7792	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
7793	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
7794	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
7795	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
7796	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
7797	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
7798	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
7799	"]], InsetBox[
7800	TagBox[
7801	StyleBox[
7802	TagBox["\<\"G\"\>",
7803	DisplayForm],
7804	FontFamily->"Helvetica",
7805	FontSize->9.996694214876035],
7806	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7807	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
7808	{0, 1}], LineBox[CompressedData["
7809	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
7810	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
7811	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
7812	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
7813	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
7814	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
7815	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
7816	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
7817	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
7818	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
7819	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
7820	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
7821	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
7822	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
7823	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
7824	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
7825	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
7826	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
7827	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
7828	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
7829	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
7830	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
7831	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
7832	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
7833	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
7834	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
7835	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
7836	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
7837	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
7838	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
7839	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
7840	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
7841	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
7842	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
7843	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
7844	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
7845	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
7846	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
7847	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
7848	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
7849	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
7850	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
7851	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
7852	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
7853	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
7854	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
7855	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
7856	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
7857	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
7858	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
7859	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
7860	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
7861	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
7862	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
7863	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
7864	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
7865	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
7866	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
7867	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
7868	"]], InsetBox[
7869	TagBox[
7870	StyleBox[
7871	TagBox["\<\"G\"\>",
7872	DisplayForm],
7873	FontFamily->"Helvetica",
7874	FontSize->9.996694214876035],
7875	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7876	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
7877	{0, 1}], LineBox[{{20.00000000000182, 15.}, {10., 6.}}],
7878	PolygonBox[{{15.4459764877483, 10.90137883897347}, {14.28643761960272,
7879	10.395938819525396`}, {14.82160940490068, 9.801303502527663}}],
7880	InsetBox[
7881	TagBox[
7882	StyleBox[
7883	TagBox["\<\"t\"\>",
7884	DisplayForm],
7885	FontFamily->"Helvetica",
7886	FontSize->9.996694214876035],
7887	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7888	9.996694214876035]& ], {16.937558817093933`, 13.081023536561338`}, \
7889	{1, -1}], LineBox[{{20.00000000000182, 5.}, {10., 14.}}],
7890	PolygonBox[{{14.5540235122517, 9.901378838973464}, {15.71356238039728,
7891	9.395938819525393}, {15.17839059509932, 8.80130350252766}}],
7892	InsetBox[
7893	TagBox[
7894	StyleBox[
7895	TagBox["\<\"t\"\>",
7896	DisplayForm],
7897	FontFamily->"Helvetica",
7898	FontSize->9.996694214876035],
7899	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7900	9.996694214876035]& ], {17.562441182905612`, 8.08102353656179}, \
7901	{-1, -1}], LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
7902	PolygonBox[{{10., 9.399999999999995}, {9.6, 10.599999999999994`}, {
7903	10.4, 10.599999999999994`}}], InsetBox[
7904	TagBox[
7905	StyleBox[
7906	TagBox["\<\"t\"\>",
7907	DisplayForm],
7908	FontFamily->"Helvetica",
7909	FontSize->9.996694214876035],
7910	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7911	9.996694214876035]& ], {9.154800000000002, 9.999999999999995}, \
7912	{1, 0}],
7913	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
7914	PointBox[{10., 6.}]}, InsetBox[
7915	TagBox[
7916	StyleBox[
7917	TagBox["\<\"T4 C1 N10\"\>",
7918	DisplayForm],
7919	FontFamily->"Helvetica",
7920	FontSize->7.997355371900828],
7921	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7922	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
7923	AspectRatio->1,
7924	PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[
7925	TagBox[
7926	StyleBox[
7927	TagBox["\<\"G\"\>",
7928	DisplayForm],
7929	FontFamily->"Helvetica",
7930	FontSize->11.99603305785124],
7931	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7932	11.99603305785124]& ], {24., 69.96}, {0, 0}], InsetBox[
7933	TagBox[
7934	StyleBox[
7935	TagBox["\<\"G\"\>",
7936	DisplayForm],
7937	FontFamily->"Helvetica",
7938	FontSize->11.99603305785124],
7939	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7940	11.99603305785124]& ], {28.5, 69.96}, {0, 0}], InsetBox[
7941	TagBox[
7942	StyleBox[
7943	TagBox["\<\"\[RightArrow]\"\>",
7944	DisplayForm],
7945	FontFamily->"Helvetica",
7946	FontSize->11.99603305785124],
7947	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7948	11.99603305785124]& ], {33., 69.96}, {0, 0}], InsetBox[
7949	TagBox[
7950	StyleBox[
7951	TagBox["\<\"t\"\>",
7952	DisplayForm],
7953	FontFamily->"Helvetica",
7954	FontSize->11.99603305785124],
7955	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7956	11.99603305785124]& ], {37.5, 69.96}, {0, 0}], InsetBox[
7957	TagBox[
7958	StyleBox[
7959	TagBox["\<\"t\"\>",
7960	DisplayForm],
7961	FontFamily->"Helvetica",
7962	FontSize->11.99603305785124],
7963	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
7964	11.99603305785124]& ], {42., 69.96}, {0, 0}]},
7965	AspectRatio->1.0999999999999999`,
7966	PlotRange->{{0, 66}, {0, 72.6}}], TraditionalForm]], "Print",
7967	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
7968	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
7969	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
7970	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
7971	3.500720184873517^9, 3.5012370488350353`^9, 3.501249426552867*^9,
7972	3.5013992516790648`^9, 3.503388667265033^9}]
7973	}, Open ]],
7974
7975	Cell[BoxData[
7976	FormBox[
7977	RowBox[{
7978	RowBox[{"FeynArtsGraphics", "(",
7979	RowBox[{
7980	RowBox[{"{",
7981	RowBox[{"\<\"G\"\>", ",", "\<\"G\"\>"}], "}"}], "\[Rule]",
7982	RowBox[{"{",
7983	RowBox[{"\<\"t\"\>", ",", "\<\"t\"\>"}], "}"}]}], ")"}],
7984	"\[InvisibleApplication]",
7985	RowBox[{"(",
7986	RowBox[{
7987	TagBox[
7988	RowBox[{"(", "\[NoBreak]", GridBox[{
7989	{
7990	FormBox[
7991	InterpretationBox[
7992
7993	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 G1 N1\"\>",
7994	"\[InvisibleSpace]", "\<\"]\"\>"}],
7995	SequenceForm["[", "T1 G1 N1", "]"],
7996	Editable->False],
7997	TraditionalForm],
7998	FormBox[
7999	InterpretationBox[
8000
8001	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C1 N2\"\>",
8002	"\[InvisibleSpace]", "\<\"]\"\>"}],
8003	SequenceForm["[", "T1 C1 N2", "]"],
8004	Editable->False],
8005	TraditionalForm],
8006	FormBox[
8007	InterpretationBox[
8008
8009	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2 G1 N3\"\>",
8010	"\[InvisibleSpace]", "\<\"]\"\>"}],
8011	SequenceForm["[", "T2 G1 N3", "]"],
8012	Editable->False],
8013	TraditionalForm]},
8014	{
8015	FormBox[
8016	InterpretationBox[
8017
8018	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2 C1 N4\"\>",
8019	"\[InvisibleSpace]", "\<\"]\"\>"}],
8020	SequenceForm["[", "T2 C1 N4", "]"],
8021	Editable->False],
8022	TraditionalForm],
8023	FormBox[
8024	InterpretationBox[
8025
8026	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2 G2 N5\"\>",
8027	"\[InvisibleSpace]", "\<\"]\"\>"}],
8028	SequenceForm["[", "T2 G2 N5", "]"],
8029	Editable->False],
8030	TraditionalForm],
8031	FormBox[
8032	InterpretationBox[
8033
8034	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2 C1 N6\"\>",
8035	"\[InvisibleSpace]", "\<\"]\"\>"}],
8036	SequenceForm["[", "T2 C1 N6", "]"],
8037	Editable->False],
8038	TraditionalForm]},
8039	{
8040	FormBox[
8041	InterpretationBox[
8042
8043	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T3 G1 N7\"\>",
8044	"\[InvisibleSpace]", "\<\"]\"\>"}],
8045	SequenceForm["[", "T3 G1 N7", "]"],
8046	Editable->False],
8047	TraditionalForm],
8048	FormBox[
8049	InterpretationBox[
8050
8051	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T3 C1 N8\"\>",
8052	"\[InvisibleSpace]", "\<\"]\"\>"}],
8053	SequenceForm["[", "T3 C1 N8", "]"],
8054	Editable->False],
8055	TraditionalForm],
8056	FormBox[
8057	InterpretationBox[
8058
8059	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T4 G1 N9\"\>",
8060	"\[InvisibleSpace]", "\<\"]\"\>"}],
8061	SequenceForm["[", "T4 G1 N9", "]"],
8062	Editable->False],
8063	TraditionalForm]}
8064	},
8065	GridBoxAlignment->{
8066	"Columns" -> {{Left}}, "ColumnsIndexed" -> {},
8067	"Rows" -> {{Baseline}}, "RowsIndexed" -> {}},
8068	GridBoxSpacings->{"Columns" -> {
8069	Offset[0.27999999999999997`], {
8070	Offset[0.7]},
8071	Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {},
8072	"Rows" -> {
8073	Offset[0.2], {
8074	Offset[0.4]},
8075	Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
8076	Function[BoxForm`e$,
8077	MatrixForm[BoxForm`e$]]], ",",
8078	TagBox[
8079	RowBox[{"(", "\[NoBreak]", GridBox[{
8080	{
8081	FormBox[
8082	InterpretationBox[
8083
8084	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T4 C1 N10\"\>",
8085	"\[InvisibleSpace]", "\<\"]\"\>"}],
8086	SequenceForm["[", "T4 C1 N10", "]"],
8087	Editable->False],
8088	TraditionalForm], "Null", "Null"},
8089	{"Null", "Null", "Null"},
8090	{"Null", "Null", "Null"}
8091	},
8092	GridBoxAlignment->{
8093	"Columns" -> {{Left}}, "ColumnsIndexed" -> {},
8094	"Rows" -> {{Baseline}}, "RowsIndexed" -> {}},
8095	GridBoxSpacings->{"Columns" -> {
8096	Offset[0.27999999999999997`], {
8097	Offset[0.7]},
8098	Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {},
8099	"Rows" -> {
8100	Offset[0.2], {
8101	Offset[0.4]},
8102	Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
8103	Function[BoxForm`e$,
8104	MatrixForm[BoxForm`e$]]]}], ")"}]}], TraditionalForm]], "Output",
8105	CellChangeTimes->{3.4777465415753^9, 3.4778113186507^9, 3.4778115990982*^9,
8106	3.479117520198227^9, 3.479122912293442^9, 3.479127334271197*^9,
8107	3.499668102818342^9, 3.499668186796363^9, 3.500119782564604*^9,
8108	3.5001848229144583`^9, 3.500185290541686^9, 3.5001868277615*^9,
8109	3.500720186098106^9, 3.5012370520085173`^9, 3.501249429232916*^9,
8110	3.501399254897502^9, 3.5033886673718157`^9}]
8111	}, Open ]],
8112
8113	Cell[CellGroupData[{
8114
8115	Cell[BoxData[
8116	RowBox[{
8117	RowBox[{"Amplgg", " ", "=", " ",
8118	RowBox[{"CreateFeynAmp", "[", "INTopogg", "]"}]}], ";"}]], "Input",
8119	CellChangeTimes->{{3.446964688702283^9, 3.446964713617584^9}, {
8120	3.4777465768328^9, 3.4777465817878^9}, {3.5013992630098877`*^9,
8121	3.501399264850178*^9}}],
8122
8123	Cell[CellGroupData[{
8124
8125	Cell[BoxData[
8126	FormBox["\<\"\"\>", TraditionalForm]], "Print",
8127	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
8128	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
8129	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
8130	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
8131	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
8132	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
8133	3.500720186964265^9, 3.5012370958969297`^9, 3.501249429590145*^9,
8134	3.501399265638015^9, 3.50338867030129^9}],
8135
8136	Cell[BoxData[
8137	FormBox[
8138	InterpretationBox[
8139	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
8140	RowBox[{"{",
8141	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
8142	SequenceForm[
8143	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
8144	Editable->False], TraditionalForm]], "Print",
8145	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
8146	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
8147	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
8148	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
8149	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
8150	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
8151	3.500720186964265^9, 3.5012370958969297`^9, 3.501249429590145*^9,
8152	3.501399265638015^9, 3.503388670396833^9}],
8153
8154	Cell[BoxData[
8155	FormBox[
8156	InterpretationBox[
8157	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
8158	"\[InvisibleSpace]", "\<\": \"\>",
8159	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
8160	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes amplitudes"],
8161	Editable->False], TraditionalForm]], "Print",
8162	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
8163	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
8164	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
8165	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
8166	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
8167	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
8168	3.500720186964265^9, 3.5012370958969297`^9, 3.501249429590145*^9,
8169	3.501399265638015^9, 3.503388670409238^9}],
8170
8171	Cell[BoxData[
8172	FormBox[
8173	InterpretationBox[
8174	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
8175	"\[InvisibleSpace]", "\<\": \"\>",
8176	"\[InvisibleSpace]", "\<\"2 Generic, 2 Classes amplitudes\"\>"}],
8177	SequenceForm["> Top. ", 2, ": ", "2 Generic, 2 Classes amplitudes"],
8178	Editable->False], TraditionalForm]], "Print",
8179	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
8180	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
8181	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
8182	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
8183	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
8184	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
8185	3.500720186964265^9, 3.5012370958969297`^9, 3.501249429590145*^9,
8186	3.501399265638015^9, 3.5033886704150867`^9}],
8187
8188	Cell[BoxData[
8189	FormBox[
8190	InterpretationBox[
8191	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
8192	"\[InvisibleSpace]", "\<\": \"\>",
8193	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
8194	SequenceForm["> Top. ", 3, ": ", "1 Generic, 1 Classes amplitudes"],
8195	Editable->False], TraditionalForm]], "Print",
8196	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
8197	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
8198	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
8199	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
8200	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
8201	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
8202	3.500720186964265^9, 3.5012370958969297`^9, 3.501249429590145*^9,
8203	3.501399265638015^9, 3.503388670653047^9}],
8204
8205	Cell[BoxData[
8206	FormBox[
8207	InterpretationBox[
8208	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
8209	"\[InvisibleSpace]", "\<\": \"\>",
8210	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
8211	SequenceForm["> Top. ", 4, ": ", "1 Generic, 1 Classes amplitudes"],
8212	Editable->False], TraditionalForm]], "Print",
8213	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
8214	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
8215	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
8216	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
8217	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
8218	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
8219	3.500720186964265^9, 3.5012370958969297`^9, 3.501249429590145*^9,
8220	3.501399265638015^9, 3.5033886707653437`^9}],
8221
8222	Cell[BoxData[
8223	FormBox[
8224	InterpretationBox[
8225	RowBox[{"\<\"in total: \"\>",
8226	"\[InvisibleSpace]", "\<\"5 Generic, 5 Classes amplitudes\"\>"}],
8227	SequenceForm["in total: ", "5 Generic, 5 Classes amplitudes"],
8228	Editable->False], TraditionalForm]], "Print",
8229	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
8230	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
8231	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
8232	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
8233	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
8234	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
8235	3.500720186964265^9, 3.5012370958969297`^9, 3.501249429590145*^9,
8236	3.501399265638015^9, 3.503388670879325^9}]
8237	}, Open ]]
8238	}, Open ]],
8239
8240	Cell[CellGroupData[{
8241
8242	Cell[BoxData[{
8243	RowBox[{
8244	RowBox[{
8245	"SetDirectory", "[", "\"\</home/degrande/eta/FeynProg/FormCalc-6.2\>\"",
8246	"]"}], ";"}], "\[IndentingNewLine]",
8247	RowBox[{"<<", " ", "FormCalc`"}]}], "Input",
8248	CellChangeTimes->{
8249	3.4777456682883^9, {3.4778119018507^9, 3.4778119054056997`*^9}, {
8250	3.4778119371527^9, 3.4778119527257^9}, {3.478434390853149*^9,
8251	3.478434394596879^9}, {3.499668112516885^9, 3.499668113089447*^9}, {
8252	3.4996681644825993`^9, 3.499668165126392^9}, {3.5001868068055573`*^9,
8253	3.500186807376361*^9}}],
8254
8255	Cell[CellGroupData[{
8256
8257	Cell[BoxData[
8258	FormBox["\<\"\"\>", TraditionalForm]], "Print",
8259	CellChangeTimes->{
8260	3.4778119597987003`^9, 3.4778120637597^9, 3.478434395661687*^9,
8261	3.478435582118547^9, 3.478435888622634^9, 3.478436917398712*^9,
8262	3.478438958877307^9, 3.478439329598132^9, 3.479117548181937*^9,
8263	3.479122924582738^9, 3.4791273434512^9, 3.479547801779126*^9,
8264	3.499668113681034^9, {3.499668165596154^9, 3.499668191248694*^9},
8265	3.500119791013183^9, 3.500184828501986^9, 3.500186836942271*^9,
8266	3.500720188703435^9, 3.501237098717702^9, 3.501249431967148*^9,
8267	3.501399267387126^9, 3.5033886740726547`^9}],
8268
8269	Cell[BoxData[
8270	FormBox["\<\"FormCalc 6.2\"\>", TraditionalForm]], "Print",
8271	CellChangeTimes->{
8272	3.4778119597987003`^9, 3.4778120637597^9, 3.478434395661687*^9,
8273	3.478435582118547^9, 3.478435888622634^9, 3.478436917398712*^9,
8274	3.478438958877307^9, 3.478439329598132^9, 3.479117548181937*^9,
8275	3.479122924582738^9, 3.4791273434512^9, 3.479547801779126*^9,
8276	3.499668113681034^9, {3.499668165596154^9, 3.499668191248694*^9},
8277	3.500119791013183^9, 3.500184828501986^9, 3.500186836942271*^9,
8278	3.500720188703435^9, 3.501237098717702^9, 3.501249431967148*^9,
8279	3.501399267387126^9, 3.503388674144681^9}],
8280
8281	Cell[BoxData[
8282	FormBox["\<\"by Thomas Hahn\"\>", TraditionalForm]], "Print",
8283	CellChangeTimes->{
8284	3.4778119597987003`^9, 3.4778120637597^9, 3.478434395661687*^9,
8285	3.478435582118547^9, 3.478435888622634^9, 3.478436917398712*^9,
8286	3.478438958877307^9, 3.478439329598132^9, 3.479117548181937*^9,
8287	3.479122924582738^9, 3.4791273434512^9, 3.479547801779126*^9,
8288	3.499668113681034^9, {3.499668165596154^9, 3.499668191248694*^9},
8289	3.500119791013183^9, 3.500184828501986^9, 3.500186836942271*^9,
8290	3.500720188703435^9, 3.501237098717702^9, 3.501249431967148*^9,
8291	3.501399267387126^9, 3.5033886741525497`^9}],
8292
8293	Cell[BoxData[
8294	FormBox["\<\"last revised 11 Aug 10\"\>", TraditionalForm]], "Print",
8295	CellChangeTimes->{
8296	3.4778119597987003`^9, 3.4778120637597^9, 3.478434395661687*^9,
8297	3.478435582118547^9, 3.478435888622634^9, 3.478436917398712*^9,
8298	3.478438958877307^9, 3.478439329598132^9, 3.479117548181937*^9,
8299	3.479122924582738^9, 3.4791273434512^9, 3.479547801779126*^9,
8300	3.499668113681034^9, {3.499668165596154^9, 3.499668191248694*^9},
8301	3.500119791013183^9, 3.500184828501986^9, 3.500186836942271*^9,
8302	3.500720188703435^9, 3.501237098717702^9, 3.501249431967148*^9,
8303	3.501399267387126^9, 3.503388674160263^9}]
8304	}, Open ]]
8305	}, Open ]],
8306
8307	Cell[CellGroupData[{
8308
8309	Cell[BoxData[
8310	RowBox[{
8311	RowBox[{"Mgg", " ", "=", " ",
8312	RowBox[{"CalcFeynAmp", "[",
8313	RowBox[{"Amplgg", ",",
8314	RowBox[{"FermionChains", "\[Rule]", "Chiral"}]}], "]"}]}],
8315	";"}]], "Input",
8316	CellChangeTimes->{{3.4778119845017^9, 3.4778120345607^9}, {
8317	3.478435376938886^9, 3.478435418868291^9}, {3.478438964655293*^9,
8318	3.478438969526842^9}, 3.47954781796^9}],
8319
8320	Cell[CellGroupData[{
8321
8322	Cell[BoxData[
8323	FormBox["\<\"\"\>", TraditionalForm]], "Print",
8324	CellChangeTimes->{
8325	3.478434402570528^9, 3.478435422620416^9, 3.478435588542779*^9,
8326	3.478435896246393^9, 3.478436924110362^9, 3.478438969665351*^9,
8327	3.478439333076723^9, 3.479117552259757^9, 3.479122928826005*^9,
8328	3.479127346493529^9, {3.47954780726633^9, 3.479547818642441*^9},
8329	3.499668117837504^9, 3.499668192781815^9, 3.500119794018145*^9,
8330	3.500184830337043^9, 3.50018530137351^9, 3.500186838923935*^9,
8331	3.500720190059483^9, 3.501237101716735^9, 3.5012494334855556`*^9,
8332	3.5013992687394533`^9, 3.503388675703277^9}],
8333
8334	Cell[BoxData[
8335	FormBox[
8336	InterpretationBox[
8337	RowBox[{"\<\"preparing FORM code in \"\>",
8338	"\[InvisibleSpace]", \
8339	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc12.frm\"\>"}],
8340	SequenceForm[
8341	"preparing FORM code in ",
8342	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc12.frm"],
8343	Editable->False], TraditionalForm]], "Print",
8344	CellChangeTimes->{
8345	3.478434402570528^9, 3.478435422620416^9, 3.478435588542779*^9,
8346	3.478435896246393^9, 3.478436924110362^9, 3.478438969665351*^9,
8347	3.478439333076723^9, 3.479117552259757^9, 3.479122928826005*^9,
8348	3.479127346493529^9, {3.47954780726633^9, 3.479547818642441*^9},
8349	3.499668117837504^9, 3.499668192781815^9, 3.500119794018145*^9,
8350	3.500184830337043^9, 3.50018530137351^9, 3.500186838923935*^9,
8351	3.500720190059483^9, 3.501237101716735^9, 3.5012494334855556`*^9,
8352	3.5013992687394533`^9, 3.503388675777027^9}],
8353
8354	Cell["running FORM... ", "Print",
8355	CellChangeTimes->{
8356	3.478434402570528^9, 3.478435422620416^9, 3.478435588542779*^9,
8357	3.478435896246393^9, 3.478436924110362^9, 3.478438969665351*^9,
8358	3.478439333076723^9, 3.479117552259757^9, 3.479122928826005*^9,
8359	3.479127346493529^9, {3.47954780726633^9, 3.479547818642441*^9},
8360	3.499668117837504^9, 3.499668192781815^9, 3.500119794018145*^9,
8361	3.500184830337043^9, 3.50018530137351^9, 3.500186838923935*^9,
8362	3.500720190059483^9, 3.501237101716735^9, 3.5012494334855556`*^9,
8363	3.5013992687394533`^9, 3.5033886760077057`^9}],
8364
8365	Cell[BoxData[
8366	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
8367	CellChangeTimes->{
8368	3.478434402570528^9, 3.478435422620416^9, 3.478435588542779*^9,
8369	3.478435896246393^9, 3.478436924110362^9, 3.478438969665351*^9,
8370	3.478439333076723^9, 3.479117552259757^9, 3.479122928826005*^9,
8371	3.479127346493529^9, {3.47954780726633^9, 3.479547818642441*^9},
8372	3.499668117837504^9, 3.499668192781815^9, 3.500119794018145*^9,
8373	3.500184830337043^9, 3.50018530137351^9, 3.500186838923935*^9,
8374	3.500720190059483^9, 3.501237101716735^9, 3.5012494334855556`*^9,
8375	3.5013992687394533`^9, 3.503388676772092^9}]
8376	}, Open ]]
8377	}, Open ]],
8378
8379	Cell[BoxData[
8380	RowBox[{
8381	RowBox[{"col", "=",
8382	RowBox[{"ColourME", "[", "Mgg", "]"}]}], ";"}]], "Input",
8383	CellChangeTimes->{{3.478434696113564^9, 3.478434729084623^9}, {
8384	3.478435197289632^9, 3.478435232835993^9}, {3.478436054623279*^9,
8385	3.478436055525961^9}, {3.478439375412303^9, 3.478439375575861*^9},
8386	3.47954782272826*^9}],
8387
8388	Cell[CellGroupData[{
8389
8390	Cell[BoxData[{
8391	RowBox[{
8392	RowBox[{"_Hel", "=", "0"}], ";"}], "\[IndentingNewLine]",
8393	RowBox[{
8394	RowBox[{"hel", "=",
8395	RowBox[{"HelicityME", "[", "Mgg", "]"}]}], ";"}]}], "Input",
8396	CellChangeTimes->{{3.478435272631223^9, 3.478435280805309^9}, {
8397	3.478435549596737^9, 3.478435557227066^9}, {3.478436067208497*^9,
8398	3.478436071671449^9}, {3.478436592499899^9, 3.478436607261712*^9}, {
8399	3.478439379367485^9, 3.478439379534112^9}, 3.479547824572277*^9}],
8400
8401	Cell[CellGroupData[{
8402
8403	Cell[BoxData[
8404	FormBox[
8405	InterpretationBox[
8406	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "256",
8407	"\[InvisibleSpace]", "\<\" helicity matrix elements\"\>"}],
8408	SequenceForm["> ", 256, " helicity matrix elements"],
8409	Editable->False], TraditionalForm]], "Print",
8410	CellChangeTimes->{3.478439379863814^9, 3.479117581923581^9,
8411	3.479122941157755^9, 3.479127401956545^9, 3.479547825368561*^9,
8412	3.4996681230126467`^9, 3.499668196463399^9, 3.5001198026540613`*^9,
8413	3.5001848354441223`^9, 3.500185308027774^9, 3.50018684249712*^9,
8414	3.500720192951681^9, 3.501237107803631^9, 3.501249435522855*^9,
8415	3.501399271134717^9, 3.503388681839294^9}],
8416
8417	Cell[BoxData[
8418	FormBox["\<\"\"\>", TraditionalForm]], "Print",
8419	CellChangeTimes->{3.478439379863814^9, 3.479117581923581^9,
8420	3.479122941157755^9, 3.479127401956545^9, 3.479547825368561*^9,
8421	3.4996681230126467`^9, 3.499668196463399^9, 3.5001198026540613`*^9,
8422	3.5001848354441223`^9, 3.500185308027774^9, 3.50018684249712*^9,
8423	3.500720192951681^9, 3.501237107803631^9, 3.501249435522855*^9,
8424	3.501399271134717^9, 3.503388681941927^9}],
8425
8426	Cell[BoxData[
8427	FormBox[
8428	InterpretationBox[
8429	RowBox[{"\<\"preparing FORM code in \"\>",
8430	"\[InvisibleSpace]", \
8431	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc12.frm\"\>"}],
8432	SequenceForm[
8433	"preparing FORM code in ",
8434	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc12.frm"],
8435	Editable->False], TraditionalForm]], "Print",
8436	CellChangeTimes->{3.478439379863814^9, 3.479117581923581^9,
8437	3.479122941157755^9, 3.479127401956545^9, 3.479547825368561*^9,
8438	3.4996681230126467`^9, 3.499668196463399^9, 3.5001198026540613`*^9,
8439	3.5001848354441223`^9, 3.500185308027774^9, 3.50018684249712*^9,
8440	3.500720192951681^9, 3.501237107803631^9, 3.501249435522855*^9,
8441	3.501399271134717^9, 3.503388681954525^9}],
8442
8443	Cell["running FORM... ", "Print",
8444	CellChangeTimes->{3.478439379863814^9, 3.479117581923581^9,
8445	3.479122941157755^9, 3.479127401956545^9, 3.479547825368561*^9,
8446	3.4996681230126467`^9, 3.499668196463399^9, 3.5001198026540613`*^9,
8447	3.5001848354441223`^9, 3.500185308027774^9, 3.50018684249712*^9,
8448	3.500720192951681^9, 3.501237107803631^9, 3.501249435522855*^9,
8449	3.501399271134717^9, 3.5033886820772543`^9}],
8450
8451	Cell[BoxData[
8452	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
8453	CellChangeTimes->{3.478439379863814^9, 3.479117581923581^9,
8454	3.479122941157755^9, 3.479127401956545^9, 3.479547825368561*^9,
8455	3.4996681230126467`^9, 3.499668196463399^9, 3.5001198026540613`*^9,
8456	3.5001848354441223`^9, 3.500185308027774^9, 3.50018684249712*^9,
8457	3.500720192951681^9, 3.501237107803631^9, 3.501249435522855*^9,
8458	3.501399271134717^9, 3.5033886828197412`^9}]
8459	}, Open ]]
8460	}, Open ]],
8461
8462	Cell[BoxData[
8463	RowBox[{
8464	RowBox[{"Mgg2", "=",
8465	RowBox[{
8466	RowBox[{
8467	RowBox[{"SquaredME", "[", "Mgg", "]"}], "/.", "hel"}], "/.", "col"}]}],
8468	";"}]], "Input",
8469	CellChangeTimes->{{3.478436009927547^9, 3.478436018997932^9}, {
8470	3.478436082403898^9, 3.478436090700395^9}, {3.478436177508675*^9,
8471	3.47843618204671^9}, {3.478437003898071^9, 3.47843701110685*^9}, {
8472	3.478437477803822^9, 3.478437504302616^9}, {3.478439384069483*^9,
8473	3.478439384257797^9}, {3.479118059131767^9, 3.479118076021708*^9}, {
8474	3.479118109146226^9, 3.479118116650997^9}, {3.479118202216882*^9,
8475	3.479118216760961^9}, 3.479119017869164^9, 3.479119745593796*^9,
8476	3.479123731953217^9, 3.479127413095424^9, {3.479183735054553*^9,
8477	3.479183738211356^9}, 3.479184069931285^9}],
8478
8479	Cell[CellGroupData[{
8480
8481	Cell["CtG", "Section",
8482	CellChangeTimes->{{3.500720327799191^9, 3.500720328826457^9}}],
8483
8484	Cell[BoxData[
8485	RowBox[{
8486	RowBox[{"Mgg3", "=",
8487	RowBox[{"Normal", "[",
8488	RowBox[{"Series", "[",
8489	RowBox[{
8490	RowBox[{
8491	RowBox[{
8492	RowBox[{"Mgg2", "/.", "M$FACouplings"}], "/.",
8493	RowBox[{"{",
8494	RowBox[{
8495	RowBox[{"CphiG", "->", "0"}], ",",
8496	RowBox[{"CG", "\[Rule]", "0"}], ",",
8497	RowBox[{"Lambda", "\[Rule]",
8498	RowBox[{"1", "/", "Linv"}]}], ",",
8499	RowBox[{
8500	RowBox[{"Conjugate", "[", "Lambda", "]"}], "->",
8501	RowBox[{"1", "/", "Linv"}]}], ",",
8502	RowBox[{
8503	RowBox[{"Conjugate", "[", "v", "]"}], "\[Rule]", "v"}]}], "}"}]}],
8504	"/.",
8505	RowBox[{"{",
8506	RowBox[{
8507	RowBox[{
8508	RowBox[{"Linv", "^", "4"}], "\[Rule]", "0"}], ",",
8509	RowBox[{
8510	RowBox[{"Linv", "^", "6"}], "\[Rule]", "0"}]}], "}"}]}], ",",
8511	RowBox[{"{",
8512	RowBox[{"Linv", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}]}],
8513	";"}]], "Input",
8514	CellChangeTimes->{{3.500120264683782^9, 3.500120270634116^9}, {
8515	3.50012037229132^9, 3.500120418987548^9}, {3.5001206930421867`*^9,
8516	3.500120721959036^9}, {3.500120848018794^9, 3.500120861852392*^9}, {
8517	3.5001209888233223`^9, 3.5001209942671537`^9}}],
8518
8519	Cell[CellGroupData[{
8520
8521	Cell[BoxData[
8522	RowBox[{
8523	RowBox[{"Mgg4", "=",
8524	RowBox[{"PolarizationSum", "[", "Mgg3", "]"}]}], ";"}]], "Input",
8525	CellChangeTimes->{{3.479118824157723^9, 3.479118845390859^9},
8526	3.479184075522476^9, 3.479184702412253^9, {3.479184749867283*^9,
8527	3.479184750460338^9}, {3.479189331731915^9, 3.479189334149471*^9},
8528	3.479189365494795^9, {3.499668236444878^9, 3.4996682500534763`*^9},
8529	3.4996812040209303`^9, {3.500119934667719^9, 3.500119939113467*^9}}],
8530
8531	Cell[CellGroupData[{
8532
8533	Cell[BoxData[
8534	FormBox["\<\"\"\>", TraditionalForm]], "Print",
8535	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
8536	3.50012517444248^9, 3.5001848869617853`^9, 3.5001853366222754`*^9,
8537	3.500186870653371^9, 3.500720226897994^9, 3.501399413052071*^9}],
8538
8539	Cell[BoxData[
8540	FormBox[
8541	InterpretationBox[
8542	RowBox[{"\<\"preparing FORM code in \"\>",
8543	"\[InvisibleSpace]", \
8544	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm\"\>"}],
8545	SequenceForm[
8546	"preparing FORM code in ",
8547	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm"],
8548	Editable->False], TraditionalForm]], "Print",
8549	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
8550	3.50012517444248^9, 3.5001848869617853`^9, 3.5001853366222754`*^9,
8551	3.500186870653371^9, 3.500720226897994^9, 3.501399413075502*^9}],
8552
8553	Cell["running FORM... ", "Print",
8554	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
8555	3.50012517444248^9, 3.5001848869617853`^9, 3.5001853366222754`*^9,
8556	3.500186870653371^9, 3.500720226897994^9, 3.5013994137712708`*^9}],
8557
8558	Cell[BoxData[
8559	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
8560	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
8561	3.50012517444248^9, 3.5001848869617853`^9, 3.5001853366222754`*^9,
8562	3.500186870653371^9, 3.500720226897994^9, 3.501399416246995*^9}]
8563	}, Open ]]
8564	}, Open ]],
8565
8566	Cell[CellGroupData[{
8567
8568	Cell[BoxData[
8569	RowBox[{"Mgg5", "=",
8570	RowBox[{"FullSimplify", "[",
8571	RowBox[{
8572	RowBox[{
8573	RowBox[{
8574	RowBox[{"Normal", "[",
8575	RowBox[{"Series", "[",
8576	RowBox[{"Mgg4", ",",
8577	RowBox[{"{",
8578	RowBox[{"Linv", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}], "//.",
8579
8580	RowBox[{"Abbr", "[", "]"}]}], "/.",
8581	RowBox[{"{",
8582	RowBox[{
8583	RowBox[{"Den", "[",
8584	RowBox[{"a_", ",", "b_"}], "]"}], "\[Rule]",
8585	RowBox[{"1", "/",
8586	RowBox[{"(",
8587	RowBox[{"a", "-", "b"}], ")"}]}]}], "}"}]}], "/.",
8588	RowBox[{"{",
8589	RowBox[{"U", "\[Rule]",
8590	RowBox[{
8591	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}],
8592	"]"}]}]], "Input",
8593	CellChangeTimes->{{3.500121033903965^9, 3.500121114625811^9}, {
8594	3.5001211824541607`^9, 3.5001212364853497`^9}, 3.500121270669372*^9, {
8595	3.5001215329435596`^9, 3.5001215499458303`^9}}],
8596
8597	Cell[BoxData[
8598	FormBox[
8599	RowBox[{"-",
8600	RowBox[{
8601	FractionBox["1",
8602	RowBox[{"3", " ", "GS", " ",
8603	SuperscriptBox["S", "2"], " ",
8604	SuperscriptBox[
8605	RowBox[{"(",
8606	RowBox[{"MT2", "-", "T"}], ")"}], "2"], " ",
8607	SuperscriptBox[
8608	RowBox[{"(",
8609	RowBox[{
8610	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}]],
8611	RowBox[{"128", " ", "Alfas2", " ",
8612	SuperscriptBox["\[Pi]", "2"], " ",
8613	RowBox[{"(",
8614	RowBox[{
8615	RowBox[{"9", " ",
8616	SuperscriptBox["MT2", "2"]}], "-",
8617	RowBox[{"9", " ",
8618	RowBox[{"(",
8619	RowBox[{"S", "+",
8620	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
8621	RowBox[{"4", " ",
8622	SuperscriptBox["S", "2"]}], "+",
8623	RowBox[{"9", " ",
8624	SuperscriptBox["T", "2"]}], "+",
8625	RowBox[{"9", " ", "S", " ", "T"}]}], ")"}], " ",
8626	RowBox[{"(",
8627	RowBox[{
8628	RowBox[{"GS", " ",
8629	RowBox[{"(",
8630	RowBox[{
8631	RowBox[{"2", " ",
8632	SuperscriptBox["MT2", "4"]}], "-",
8633	RowBox[{"8", " ", "T", " ",
8634	SuperscriptBox["MT2", "3"]}], "+",
8635	RowBox[{
8636	RowBox[{"(",
8637	RowBox[{
8638	RowBox[{"3", " ",
8639	SuperscriptBox["S", "2"]}], "+",
8640	RowBox[{"4", " ", "T", " ", "S"}], "+",
8641	RowBox[{"12", " ",
8642	SuperscriptBox["T", "2"]}]}], ")"}], " ",
8643	SuperscriptBox["MT2", "2"]}], "-",
8644	RowBox[{
8645	RowBox[{"(",
8646	RowBox[{
8647	SuperscriptBox["S", "3"], "+",
8648	RowBox[{"2", " ", "T", " ",
8649	SuperscriptBox["S", "2"]}], "+",
8650	RowBox[{"8", " ",
8651	SuperscriptBox["T", "2"], " ", "S"}], "+",
8652	RowBox[{"8", " ",
8653	SuperscriptBox["T", "3"]}]}], ")"}], " ", "MT2"}], "+",
8654	RowBox[{"T", " ",
8655	RowBox[{"(",
8656	RowBox[{"S", "+", "T"}], ")"}], " ",
8657	RowBox[{"(",
8658	RowBox[{
8659	SuperscriptBox["S", "2"], "+",
8660	RowBox[{"2", " ", "T", " ", "S"}], "+",
8661	RowBox[{"2", " ",
8662	SuperscriptBox["T", "2"]}]}], ")"}]}]}], ")"}]}], "-",
8663	RowBox[{"8", " ",
8664	SqrtBox["2"], " ",
8665	SuperscriptBox["Linv", "2"], " ", "MT", " ",
8666	SuperscriptBox["S", "2"], " ",
8667	RowBox[{"(",
8668	RowBox[{"MT2", "-", "T"}], ")"}], " ",
8669	RowBox[{"(",
8670	RowBox[{
8671	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], " ", "v", " ",
8672	RowBox[{"Re", "(", "CtG", ")"}]}]}], ")"}]}]}]}],
8673	TraditionalForm]], "Output",
8674	CellChangeTimes->{
8675	3.500121036185227^9, 3.500121128547367^9, 3.500121203492289*^9, {
8676	3.500121256618002^9, 3.5001212748748693`^9}, {3.500121542945138*^9,
8677	3.500121555852314^9}, 3.500125179787794^9, 3.500184899087121*^9,
8678	3.500185339312373^9, 3.500186882665247^9, 3.5007202357056837`*^9,
8679	3.5013994211521673`*^9}]
8680	}, Open ]],
8681
8682	Cell[CellGroupData[{
8683
8684	Cell[BoxData[
8685	RowBox[{
8686	RowBox[{
8687	RowBox[{"Simplify", "[",
8688	RowBox[{
8689	RowBox[{"Coefficient", "[",
8690	RowBox[{"Mgg5", ",", "Linv", ",", "2"}], "]"}], "/.",
8691	RowBox[{"{",
8692	RowBox[{
8693	RowBox[{"Alfas2", "\[Rule]",
8694	RowBox[{
8695	RowBox[{"(",
8696	RowBox[{
8697	RowBox[{"gS", "^", "2"}], "/",
8698	RowBox[{"(",
8699	RowBox[{"4", "\[Pi]"}], ")"}]}], ")"}], "^", "2"}]}], ",",
8700	RowBox[{"GS", "\[Rule]", "gS"}]}], "}"}]}], "]"}], "/", "256"}], "*",
8701	"4"}]], "Input",
8702	CellChangeTimes->{{3.50012203175807^9, 3.500122085944367^9}, {
8703	3.500186303411706^9, 3.500186330919297^9}}],
8704
8705	Cell[BoxData[
8706	FormBox[
8707	FractionBox[
8708	RowBox[{
8709	SqrtBox["2"], " ",
8710	SuperscriptBox["gS", "3"], " ", "MT", " ",
8711	RowBox[{"(",
8712	RowBox[{
8713	RowBox[{"9", " ",
8714	SuperscriptBox["MT2", "2"]}], "-",
8715	RowBox[{"9", " ",
8716	RowBox[{"(",
8717	RowBox[{"S", "+",
8718	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
8719	RowBox[{"4", " ",
8720	SuperscriptBox["S", "2"]}], "+",
8721	RowBox[{"9", " ",
8722	SuperscriptBox["T", "2"]}], "+",
8723	RowBox[{"9", " ", "S", " ", "T"}]}], ")"}], " ", "v", " ",
8724	RowBox[{"Re", "(", "CtG", ")"}]}],
8725	RowBox[{"3", " ",
8726	RowBox[{"(",
8727	RowBox[{"MT2", "-", "T"}], ")"}], " ",
8728	RowBox[{"(",
8729	RowBox[{
8730	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}]}]],
8731	TraditionalForm]], "Output",
8732	CellChangeTimes->{3.500122086278297^9, 3.5001251802730503`^9,
8733	3.500184902946899^9, 3.5001853459062643`^9, 3.5001863317168818`*^9,
8734	3.500186883040023^9, 3.500720236206966^9, 3.501399421477417*^9}]
8735	}, Open ]],
8736
8737	Cell[BoxData[
8738	FormBox[
8739	FractionBox[
8740	RowBox[{
8741	SqrtBox["2"], " ",
8742	SuperscriptBox["gS", "3"], " ", "MT", " ",
8743	RowBox[{"(",
8744	RowBox[{
8745	RowBox[{"9", " ",
8746	SuperscriptBox["MT2", "2"]}], "-",
8747	RowBox[{"9", " ",
8748	RowBox[{"(",
8749	RowBox[{"S", "+",
8750	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
8751	RowBox[{"4", " ",
8752	SuperscriptBox["S", "2"]}], "+",
8753	RowBox[{"9", " ",
8754	SuperscriptBox["T", "2"]}], "+",
8755	RowBox[{"9", " ", "S", " ", "T"}]}], ")"}], " ", "v", " ",
8756	RowBox[{"Re", "(", "CtG", ")"}]}],
8757	RowBox[{"3", " ",
8758	RowBox[{"(",
8759	RowBox[{"MT2", "-", "T"}], ")"}], " ",
8760	RowBox[{"(",
8761	RowBox[{
8762	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}]}]],
8763	TraditionalForm]], "Input"]
8764	}, Closed]],
8765
8766	Cell[CellGroupData[{
8767
8768	Cell["CphiG", "Section",
8769	CellChangeTimes->{{3.500720336838606^9, 3.50072036628692^9}}],
8770
8771	Cell[BoxData[
8772	RowBox[{
8773	RowBox[{"Mgg3phiG", "=",
8774	RowBox[{"Normal", "[",
8775	RowBox[{"Series", "[",
8776	RowBox[{
8777	RowBox[{
8778	RowBox[{
8779	RowBox[{"Mgg2", "/.", "M$FACouplings"}], "/.",
8780	RowBox[{"{",
8781	RowBox[{
8782	RowBox[{
8783	RowBox[{"Conjugate", "[", "CphiG", "]"}], "->", "CphiG"}], ",",
8784	RowBox[{"CtG", "->", "0"}], ",",
8785	RowBox[{"CG", "\[Rule]", "0"}], ",",
8786	RowBox[{"Lambda", "\[Rule]",
8787	RowBox[{"1", "/", "Linv"}]}], ",",
8788	RowBox[{
8789	RowBox[{"Conjugate", "[", "Lambda", "]"}], "->",
8790	RowBox[{"1", "/", "Linv"}]}], ",",
8791	RowBox[{
8792	RowBox[{"Conjugate", "[", "v", "]"}], "\[Rule]", "v"}]}], "}"}]}],
8793	"/.",
8794	RowBox[{"{",
8795	RowBox[{
8796	RowBox[{
8797	RowBox[{"Linv", "^", "4"}], "\[Rule]", "0"}], ",",
8798	RowBox[{
8799	RowBox[{"Linv", "^", "6"}], "\[Rule]", "0"}]}], "}"}]}], ",",
8800	RowBox[{"{",
8801	RowBox[{"Linv", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}]}],
8802	";"}]], "Input",
8803	CellChangeTimes->{{3.500120264683782^9, 3.500120270634116^9}, {
8804	3.50012037229132^9, 3.500120418987548^9}, {3.5001206930421867`*^9,
8805	3.500120721959036^9}, {3.500120848018794^9, 3.500120861852392*^9}, {
8806	3.5001209888233223`^9, 3.5001209942671537`^9}, {3.500123028422268*^9,
8807	3.500123032939645^9}, {3.500125188809121^9, 3.5001251953886423`*^9}, {
8808	3.500125229712288^9, 3.500125249872898^9}}],
8809
8810	Cell[CellGroupData[{
8811
8812	Cell[BoxData[
8813	RowBox[{
8814	RowBox[{"Mgg4phiG", "=",
8815	RowBox[{"PolarizationSum", "[", "Mgg3phiG", "]"}]}], ";"}]], "Input",
8816	CellChangeTimes->{{3.479118824157723^9, 3.479118845390859^9},
8817	3.479184075522476^9, 3.479184702412253^9, {3.479184749867283*^9,
8818	3.479184750460338^9}, {3.479189331731915^9, 3.479189334149471*^9},
8819	3.479189365494795^9, {3.499668236444878^9, 3.4996682500534763`*^9},
8820	3.4996812040209303`^9, {3.500119934667719^9, 3.500119939113467*^9}, {
8821	3.5001231035869923`^9, 3.5001231093806458`^9}}],
8822
8823	Cell[CellGroupData[{
8824
8825	Cell[BoxData[
8826	FormBox["\<\"\"\>", TraditionalForm]], "Print",
8827	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
8828	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
8829	3.500184914061057^9, 3.500185355437488^9, 3.50018689154836*^9,
8830	3.50072031655987^9, 3.501237135345908^9, 3.501250105097187*^9,
8831	3.501399289415079*^9}],
8832
8833	Cell[BoxData[
8834	FormBox[
8835	InterpretationBox[
8836	RowBox[{"\<\"preparing FORM code in \"\>",
8837	"\[InvisibleSpace]", \
8838	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm\"\>"}],
8839	SequenceForm[
8840	"preparing FORM code in ",
8841	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm"],
8842	Editable->False], TraditionalForm]], "Print",
8843	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
8844	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
8845	3.500184914061057^9, 3.500185355437488^9, 3.50018689154836*^9,
8846	3.50072031655987^9, 3.501237135345908^9, 3.501250105097187*^9,
8847	3.501399289431369*^9}],
8848
8849	Cell["running FORM... ", "Print",
8850	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
8851	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
8852	3.500184914061057^9, 3.500185355437488^9, 3.50018689154836*^9,
8853	3.50072031655987^9, 3.501237135345908^9, 3.501250105097187*^9,
8854	3.5013992896726913`*^9}],
8855
8856	Cell[BoxData[
8857	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
8858	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
8859	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
8860	3.500184914061057^9, 3.500185355437488^9, 3.50018689154836*^9,
8861	3.50072031655987^9, 3.501237135345908^9, 3.501250105097187*^9,
8862	3.501399290099275*^9}]
8863	}, Open ]]
8864	}, Open ]],
8865
8866	Cell[CellGroupData[{
8867
8868	Cell[BoxData[
8869	RowBox[{"Mgg5phiG", "=",
8870	RowBox[{"FullSimplify", "[",
8871	RowBox[{
8872	RowBox[{
8873	RowBox[{
8874	RowBox[{"Normal", "[",
8875	RowBox[{"Series", "[",
8876	RowBox[{"Mgg4phiG", ",",
8877	RowBox[{"{",
8878	RowBox[{"Linv", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}], "//.",
8879
8880	RowBox[{"Abbr", "[", "]"}]}], "/.",
8881	RowBox[{"{",
8882	RowBox[{
8883	RowBox[{"Den", "[",
8884	RowBox[{"a_", ",", "b_"}], "]"}], "\[Rule]",
8885	RowBox[{"1", "/",
8886	RowBox[{"(",
8887	RowBox[{"a", "-", "b"}], ")"}]}]}], "}"}]}], "/.",
8888	RowBox[{"{",
8889	RowBox[{"U", "\[Rule]",
8890	RowBox[{
8891	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}],
8892	"]"}]}]], "Input",
8893	CellChangeTimes->{{3.500121033903965^9, 3.500121114625811^9}, {
8894	3.5001211824541607`^9, 3.5001212364853497`^9}, 3.500121270669372*^9, {
8895	3.5001215329435596`^9, 3.5001215499458303`^9}, {3.500123112825931*^9,
8896	3.500123116191039*^9}}],
8897
8898	Cell[BoxData[
8899	FormBox[
8900	RowBox[{
8901	RowBox[{"(",
8902	RowBox[{"16", " ", "\[Pi]", " ",
8903	RowBox[{"(",
8904	RowBox[{
8905	RowBox[{"3", " ",
8906	SqrtBox["2"], " ", "Alfas", " ", "CphiG", " ",
8907	SuperscriptBox["Linv", "2"], " ", "MT", " ",
8908	RowBox[{"(",
8909	RowBox[{
8910	RowBox[{"4", " ", "MT2"}], "-", "S"}], ")"}], " ",
8911	SuperscriptBox["S", "4"], " ",
8912	RowBox[{"(",
8913	RowBox[{"MT2", "-", "T"}], ")"}], " ",
8914	RowBox[{"(",
8915	RowBox[{"MT2", "-", "S", "-", "T"}], ")"}], " ", "v", " ",
8916	RowBox[{"Re", "(", "yt", ")"}]}], "-",
8917	RowBox[{"8", " ", "Alfas2", " ", "\[Pi]", " ",
8918	RowBox[{"(",
8919	RowBox[{"MH2", "-", "S"}], ")"}], " ",
8920	RowBox[{"(",
8921	RowBox[{
8922	RowBox[{"9", " ",
8923	SuperscriptBox["MT2", "2"]}], "-",
8924	RowBox[{"9", " ",
8925	RowBox[{"(",
8926	RowBox[{"S", "+",
8927	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
8928	RowBox[{"4", " ",
8929	SuperscriptBox["S", "2"]}], "+",
8930	RowBox[{"9", " ",
8931	SuperscriptBox["T", "2"]}], "+",
8932	RowBox[{"9", " ", "S", " ", "T"}]}], ")"}], " ",
8933	RowBox[{"(",
8934	RowBox[{
8935	RowBox[{"2", " ",
8936	SuperscriptBox["MT2", "4"]}], "-",
8937	RowBox[{"8", " ", "T", " ",
8938	SuperscriptBox["MT2", "3"]}], "+",
8939	RowBox[{
8940	RowBox[{"(",
8941	RowBox[{
8942	RowBox[{"3", " ",
8943	SuperscriptBox["S", "2"]}], "+",
8944	RowBox[{"4", " ", "T", " ", "S"}], "+",
8945	RowBox[{"12", " ",
8946	SuperscriptBox["T", "2"]}]}], ")"}], " ",
8947	SuperscriptBox["MT2", "2"]}], "-",
8948	RowBox[{
8949	RowBox[{"(",
8950	RowBox[{
8951	SuperscriptBox["S", "3"], "+",
8952	RowBox[{"2", " ", "T", " ",
8953	SuperscriptBox["S", "2"]}], "+",
8954	RowBox[{"8", " ",
8955	SuperscriptBox["T", "2"], " ", "S"}], "+",
8956	RowBox[{"8", " ",
8957	SuperscriptBox["T", "3"]}]}], ")"}], " ", "MT2"}], "+",
8958	RowBox[{"T", " ",
8959	RowBox[{"(",
8960	RowBox[{"S", "+", "T"}], ")"}], " ",
8961	RowBox[{"(",
8962	RowBox[{
8963	SuperscriptBox["S", "2"], "+",
8964	RowBox[{"2", " ", "T", " ", "S"}], "+",
8965	RowBox[{"2", " ",
8966	SuperscriptBox["T", "2"]}]}], ")"}]}]}], ")"}]}]}], ")"}]}],
8967	")"}], "/",
8968	RowBox[{"(",
8969	RowBox[{"3", " ",
8970	RowBox[{"(",
8971	RowBox[{"MH2", "-", "S"}], ")"}], " ",
8972	SuperscriptBox["S", "2"], " ",
8973	SuperscriptBox[
8974	RowBox[{"(",
8975	RowBox[{"MT2", "-", "T"}], ")"}], "2"], " ",
8976	SuperscriptBox[
8977	RowBox[{"(",
8978	RowBox[{
8979	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}], ")"}]}],
8980	TraditionalForm]], "Output",
8981	CellChangeTimes->{
8982	3.500121036185227^9, 3.500121128547367^9, 3.500121203492289*^9, {
8983	3.500121256618002^9, 3.5001212748748693`^9}, {3.500121542945138*^9,
8984	3.500121555852314^9}, 3.50012423264614^9, 3.5001252104076347`*^9,
8985	3.500125376363772^9, 3.500184918396678^9, 3.500185363954321*^9,
8986	3.500186900292087^9, 3.500720377112378^9, 3.501237143994937*^9,
8987	3.501250111402198^9, 3.501399297290761^9}]
8988	}, Open ]],
8989
8990	Cell[CellGroupData[{
8991
8992	Cell[BoxData[
8993	RowBox[{
8994	RowBox[{
8995	RowBox[{
8996	RowBox[{"(",
8997	RowBox[{
8998	RowBox[{"FullSimplify", "[",
8999	RowBox[{
9000	RowBox[{
9001	RowBox[{"Coefficient", "[",
9002	RowBox[{"Mgg5phiG", ",", "Linv", ",", "2"}], "]"}], "/.",
9003	RowBox[{"{",
9004	RowBox[{
9005	RowBox[{"Alfas", "\[Rule]",
9006	RowBox[{"(",
9007	RowBox[{
9008	RowBox[{"gS", "^", "2"}], "/",
9009	RowBox[{"(",
9010	RowBox[{"4", "\[Pi]"}], ")"}]}], ")"}]}], ",",
9011	RowBox[{"GS", "\[Rule]", "gS"}]}], "}"}]}], ",",
9012	RowBox[{"Assumptions", "\[Rule]",
9013	RowBox[{"{",
9014	RowBox[{"yt", "\[Element]", "Reals"}], "}"}]}]}], "]"}], "/.",
9015	RowBox[{"yt", "\[Rule]",
9016	RowBox[{
9017	RowBox[{"MT", "/", "v"}], "*",
9018	RowBox[{"Sqrt", "[", "2", "]"}]}]}]}], ")"}], "/", "256"}], "*",
9019	"4"}], "/.",
9020	RowBox[{"{",
9021	RowBox[{
9022	RowBox[{"S", "+", "T"}], "\[Rule]",
9023	RowBox[{
9024	RowBox[{"2", "MT2"}], "-", "U"}]}], "}"}]}]], "Input",
9025	CellChangeTimes->{{3.50012203175807^9, 3.500122085944367^9},
9026	3.5001231183600893`^9, {3.500125033132867^9, 3.500125044530876*^9}, {
9027	3.5001251127394114`^9, 3.5001251219076443`^9}, {3.5001255153819227`*^9,
9028	3.500125517885804^9}, 3.500184925533991^9, {3.500186199611189*^9,
9029	3.50018621277183^9}, {3.5007204866037827`^9, 3.500720545215563*^9}, {
9030	3.500720651783415^9, 3.50072065380229^9}, {3.5007206971635923`*^9,
9031	3.5007207185345707`^9}, {3.501237203081002^9, 3.501237203409219*^9}, {
9032	3.501250090925185^9, 3.501250095113491^9}}],
9033
9034	Cell[BoxData[
9035	FormBox[
9036	FractionBox[
9037	RowBox[{"CphiG", " ",
9038	SuperscriptBox["gS", "2"], " ", "MT2", " ",
9039	SuperscriptBox["S", "2"], " ",
9040	RowBox[{"(",
9041	RowBox[{"S", "-",
9042	RowBox[{"4", " ", "MT2"}]}], ")"}]}],
9043	RowBox[{"8", " ",
9044	RowBox[{"(",
9045	RowBox[{"MH2", "-", "S"}], ")"}], " ",
9046	RowBox[{"(",
9047	RowBox[{"MT2", "-", "T"}], ")"}], " ",
9048	RowBox[{"(",
9049	RowBox[{"MT2", "-", "U"}], ")"}]}]], TraditionalForm]], "Output",
9050	CellChangeTimes->{
9051	3.500122086278297^9, 3.500125008672204^9, 3.5001250478116302`*^9, {
9052	3.500125106366685^9, 3.500125113515643^9}, 3.5001252130924463`*^9,
9053	3.500125506697605^9, 3.500125539060231^9, {3.5001849226453257`*^9,
9054	3.5001849259513893`^9}, 3.500185367401535^9, 3.500186213475864*^9,
9055	3.500186902364727^9, 3.500720381914975^9, 3.500720506468848*^9,
9056	3.500720545907434^9, 3.500720654681629^9, 3.50072071944659*^9,
9057	3.501237146604053^9, 3.501237204467822^9, {3.501250095504642*^9,
9058	3.501250111939377^9}, 3.501399302265152^9}]
9059	}, Open ]]
9060	}, Closed]],
9061
9062	Cell[CellGroupData[{
9063
9064	Cell["CG", "Section",
9065	CellChangeTimes->{{3.5007207391466703`^9, 3.500720743283609^9}}],
9066
9067	Cell[BoxData[
9068	RowBox[{
9069	RowBox[{"Mgg3G", "=",
9070	RowBox[{"Normal", "[",
9071	RowBox[{"Series", "[",
9072	RowBox[{
9073	RowBox[{
9074	RowBox[{"Mgg2", "/.", "M$FACouplings"}], "/.",
9075	RowBox[{"{",
9076	RowBox[{
9077	RowBox[{"CphiG", "\[Rule]", "0"}], ",",
9078	RowBox[{"CtG", "->", "0"}], ",",
9079	RowBox[{"Lambda", "\[Rule]",
9080	RowBox[{"1", "/", "Linv"}]}], ",",
9081	RowBox[{
9082	RowBox[{"Conjugate", "[", "Lambda", "]"}], "->",
9083	RowBox[{"1", "/", "Linv"}]}], ",",
9084	RowBox[{
9085	RowBox[{"Conjugate", "[", "v", "]"}], "\[Rule]", "v"}]}], "}"}]}],
9086	",",
9087	RowBox[{"{",
9088	RowBox[{"Linv", ",", "0", ",", "4"}], "}"}]}], "]"}], "]"}]}],
9089	";"}]], "Input",
9090	CellChangeTimes->{{3.500120264683782^9, 3.500120270634116^9}, {
9091	3.50012037229132^9, 3.500120418987548^9}, {3.5001206930421867`*^9,
9092	3.500120721959036^9}, {3.500120848018794^9, 3.500120861852392*^9}, {
9093	3.5001209888233223`^9, 3.5001209942671537`^9}, {3.500123028422268*^9,
9094	3.500123032939645^9}, {3.500125188809121^9, 3.5001251953886423`*^9}, {
9095	3.500125229712288^9, 3.500125249872898^9}, {3.500125316928153*^9,
9096	3.500125331580917^9}, {3.503388714519079^9, 3.503388718252164*^9}}],
9097
9098	Cell[CellGroupData[{
9099
9100	Cell[BoxData[
9101	RowBox[{
9102	RowBox[{"Mgg4G", "=",
9103	RowBox[{"PolarizationSum", "[", "Mgg3G", "]"}]}], ";"}]], "Input",
9104	CellChangeTimes->{{3.479118824157723^9, 3.479118845390859^9},
9105	3.479184075522476^9, 3.479184702412253^9, {3.479184749867283*^9,
9106	3.479184750460338^9}, {3.479189331731915^9, 3.479189334149471*^9},
9107	3.479189365494795^9, {3.499668236444878^9, 3.4996682500534763`*^9},
9108	3.4996812040209303`^9, {3.500119934667719^9, 3.500119939113467*^9}, {
9109	3.5001231035869923`^9, 3.5001231093806458`^9}, {3.5001253379428*^9,
9110	3.500125341447617*^9}}],
9111
9112	Cell[CellGroupData[{
9113
9114	Cell[BoxData[
9115	FormBox["\<\"\"\>", TraditionalForm]], "Print",
9116	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
9117	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
9118	3.5001255634304533`^9, 3.500184943185277^9, 3.500185549151003*^9,
9119	3.5001869094329233`^9, 3.500720752251639^9, 3.501237425351446*^9,
9120	3.5012494660795927`^9, 3.501399511453821^9, 3.503388726572712*^9,
9121	3.503388789050849*^9}],
9122
9123	Cell[BoxData[
9124	FormBox[
9125	InterpretationBox[
9126	RowBox[{"\<\"preparing FORM code in \"\>",
9127	"\[InvisibleSpace]", \
9128	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc12.frm\"\>"}],
9129	SequenceForm[
9130	"preparing FORM code in ",
9131	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc12.frm"],
9132	Editable->False], TraditionalForm]], "Print",
9133	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
9134	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
9135	3.5001255634304533`^9, 3.500184943185277^9, 3.500185549151003*^9,
9136	3.5001869094329233`^9, 3.500720752251639^9, 3.501237425351446*^9,
9137	3.5012494660795927`^9, 3.501399511453821^9, 3.503388726572712*^9,
9138	3.503388789342754*^9}],
9139
9140	Cell["running FORM... ", "Print",
9141	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
9142	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
9143	3.5001255634304533`^9, 3.500184943185277^9, 3.500185549151003*^9,
9144	3.5001869094329233`^9, 3.500720752251639^9, 3.501237425351446*^9,
9145	3.5012494660795927`^9, 3.501399511453821^9, 3.503388726572712*^9,
9146	3.503388789611949*^9}],
9147
9148	Cell[BoxData[
9149	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
9150	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
9151	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
9152	3.5001255634304533`^9, 3.500184943185277^9, 3.500185549151003*^9,
9153	3.5001869094329233`^9, 3.500720752251639^9, 3.501237425351446*^9,
9154	3.5012494660795927`^9, 3.501399511453821^9, 3.503388726572712*^9,
9155	3.503388789830514*^9}]
9156	}, Open ]]
9157	}, Open ]],
9158
9159	Cell[CellGroupData[{
9160
9161	Cell[BoxData[
9162	RowBox[{"Mgg5G", "=",
9163	RowBox[{"FullSimplify", "[",
9164	RowBox[{
9165	RowBox[{
9166	RowBox[{
9167	RowBox[{"Normal", "[",
9168	RowBox[{"Series", "[",
9169	RowBox[{"Mgg4G", ",",
9170	RowBox[{"{",
9171	RowBox[{"Linv", ",", "0", ",", "4"}], "}"}]}], "]"}], "]"}], "//.",
9172
9173	RowBox[{"Abbr", "[", "]"}]}], "/.",
9174	RowBox[{"{",
9175	RowBox[{
9176	RowBox[{"Den", "[",
9177	RowBox[{"a_", ",", "b_"}], "]"}], "\[Rule]",
9178	RowBox[{"1", "/",
9179	RowBox[{"(",
9180	RowBox[{"a", "-", "b"}], ")"}]}]}], "}"}]}], "/.",
9181	RowBox[{"{",
9182	RowBox[{"U", "\[Rule]",
9183	RowBox[{
9184	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}],
9185	"]"}]}]], "Input",
9186	CellChangeTimes->{{3.500121033903965^9, 3.500121114625811^9}, {
9187	3.5001211824541607`^9, 3.5001212364853497`^9}, 3.500121270669372*^9, {
9188	3.5001215329435596`^9, 3.5001215499458303`^9}, {3.500123112825931*^9,
9189	3.500123116191039^9}, {3.5001253466558237`^9, 3.500125350665881*^9},
9190	3.503388979575439*^9}],
9191
9192	Cell[BoxData[
9193	FormBox[
9194	RowBox[{"-",
9195	RowBox[{
9196	FractionBox["1",
9197	RowBox[{"3", " ",
9198	SuperscriptBox["S", "2"], " ",
9199	SuperscriptBox[
9200	RowBox[{"(",
9201	RowBox[{"MT2", "-", "T"}], ")"}], "2"], " ",
9202	SuperscriptBox[
9203	RowBox[{"(",
9204	RowBox[{
9205	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}]],
9206	RowBox[{"32", " ", "\[Pi]", " ",
9207	RowBox[{"(",
9208	RowBox[{
9209	RowBox[{"27", " ", "Alfas", " ",
9210	SuperscriptBox["Linv", "2"], " ",
9211	RowBox[{"(",
9212	RowBox[{"MT2", "-", "T"}], ")"}], " ",
9213	RowBox[{"(",
9214	RowBox[{"MT2", "-", "S", "-", "T"}], ")"}], " ",
9215	RowBox[{"(",
9216	RowBox[{
9217	RowBox[{"6", " ", "CG", " ",
9218	SuperscriptBox["Linv", "2"], " ",
9219	SuperscriptBox[
9220	RowBox[{"(",
9221	RowBox[{"MT2", "-", "T"}], ")"}], "2"], " ",
9222	SuperscriptBox["CG", "\[Conjugate]"], " ",
9223	SuperscriptBox[
9224	RowBox[{"(",
9225	RowBox[{
9226	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}], "+",
9227
9228	RowBox[{"GS", " ", "MT2", " ",
9229	SuperscriptBox[
9230	RowBox[{"(",
9231	RowBox[{
9232	RowBox[{
9233	RowBox[{"-", "2"}], " ", "MT2"}], "+", "S", "+",
9234	RowBox[{"2", " ", "T"}]}], ")"}], "2"], " ",
9235	RowBox[{"Re", "(", "CG", ")"}]}]}], ")"}], " ",
9236	SuperscriptBox["S", "2"]}], "+",
9237	RowBox[{"4", " ", "Alfas2", " ", "\[Pi]", " ",
9238	RowBox[{"(",
9239	RowBox[{
9240	RowBox[{"9", " ",
9241	SuperscriptBox["MT2", "2"]}], "-",
9242	RowBox[{"9", " ",
9243	RowBox[{"(",
9244	RowBox[{"S", "+",
9245	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
9246	RowBox[{"4", " ",
9247	SuperscriptBox["S", "2"]}], "+",
9248	RowBox[{"9", " ",
9249	SuperscriptBox["T", "2"]}], "+",
9250	RowBox[{"9", " ", "S", " ", "T"}]}], ")"}], " ",
9251	RowBox[{"(",
9252	RowBox[{
9253	RowBox[{"2", " ",
9254	SuperscriptBox["MT2", "4"]}], "-",
9255	RowBox[{"8", " ", "T", " ",
9256	SuperscriptBox["MT2", "3"]}], "+",
9257	RowBox[{
9258	RowBox[{"(",
9259	RowBox[{
9260	RowBox[{"3", " ",
9261	SuperscriptBox["S", "2"]}], "+",
9262	RowBox[{"4", " ", "T", " ", "S"}], "+",
9263	RowBox[{"12", " ",
9264	SuperscriptBox["T", "2"]}]}], ")"}], " ",
9265	SuperscriptBox["MT2", "2"]}], "-",
9266	RowBox[{
9267	RowBox[{"(",
9268	RowBox[{
9269	SuperscriptBox["S", "3"], "+",
9270	RowBox[{"2", " ", "T", " ",
9271	SuperscriptBox["S", "2"]}], "+",
9272	RowBox[{"8", " ",
9273	SuperscriptBox["T", "2"], " ", "S"}], "+",
9274	RowBox[{"8", " ",
9275	SuperscriptBox["T", "3"]}]}], ")"}], " ", "MT2"}], "+",
9276	RowBox[{"T", " ",
9277	RowBox[{"(",
9278	RowBox[{"S", "+", "T"}], ")"}], " ",
9279	RowBox[{"(",
9280	RowBox[{
9281	SuperscriptBox["S", "2"], "+",
9282	RowBox[{"2", " ", "T", " ", "S"}], "+",
9283	RowBox[{"2", " ",
9284	SuperscriptBox["T", "2"]}]}], ")"}]}]}], ")"}]}]}], ")"}]}]}]}],
9285	TraditionalForm]], "Output",
9286	CellChangeTimes->{
9287	3.500121036185227^9, 3.500121128547367^9, 3.500121203492289*^9, {
9288	3.500121256618002^9, 3.5001212748748693`^9}, {3.500121542945138*^9,
9289	3.500121555852314^9}, 3.50012423264614^9, 3.5001252104076347`*^9,
9290	3.5001255716834993`^9, 3.5001849487019444`^9, 3.500185550528851*^9,
9291	3.500185883191223^9, 3.500186914156605^9, 3.5007207642325373`*^9,
9292	3.501237426507968^9, 3.5012494772640543`^9, 3.501399516736802*^9,
9293	3.503388735100582^9, 3.5033887928786716`^9, 3.50338898522186*^9}]
9294	}, Open ]],
9295
9296	Cell[CellGroupData[{
9297
9298	Cell[BoxData[
9299	RowBox[{"res2", "=",
9300	RowBox[{
9301	RowBox[{
9302	RowBox[{
9303	RowBox[{"Simplify", "[",
9304	RowBox[{
9305	RowBox[{"Coefficient", "[",
9306	RowBox[{"Mgg5G", ",", "Linv", ",", "2"}], "]"}], "/.",
9307	RowBox[{"{",
9308	RowBox[{
9309	RowBox[{"Alfas", "\[Rule]",
9310	RowBox[{"(",
9311	RowBox[{
9312	RowBox[{"gS", "^", "2"}], "/",
9313	RowBox[{"(",
9314	RowBox[{"4", "\[Pi]"}], ")"}]}], ")"}]}], ",",
9315	RowBox[{"GS", "\[Rule]", "gS"}]}], "}"}]}], "]"}], "/", "256"}], "*",
9316	"4"}], "/.",
9317	RowBox[{"{",
9318	RowBox[{
9319	RowBox[{
9320	RowBox[{
9321	RowBox[{
9322	RowBox[{"-", "2"}], "MT2"}], "+", "S"}], "\[Rule]",
9323	RowBox[{
9324	RowBox[{"-", "U"}], "-", "T"}]}], ",",
9325	RowBox[{
9326	RowBox[{
9327	RowBox[{"-", "S"}], "-", "T"}], "\[Rule]",
9328	RowBox[{
9329	RowBox[{
9330	RowBox[{"-", "2"}], "MT2"}], "+", "U"}]}]}], "}"}]}]}]], "Input",
9331	CellChangeTimes->{{3.50012203175807^9, 3.500122085944367^9},
9332	3.5001231183600893`^9, {3.500125033132867^9, 3.500125044530876*^9}, {
9333	3.5001251127394114`^9, 3.5001251219076443`^9}, 3.500125355223119*^9,
9334	3.500125584230616^9, {3.500185804733983^9, 3.500185870357251*^9}, {
9335	3.500185961569396^9, 3.500185997410247^9}, {3.500186164189497*^9,
9336	3.5001861644725027`^9}, {3.5007207767060757`^9,
9337	3.5007207919195433`^9}, {3.500720959484796^9, 3.500721004358191*^9}, {
9338	3.501237438050063^9, 3.5012374430075827`^9}, {3.501237521809498*^9,
9339	3.501237527829372^9}, {3.5033890963305807`^9, 3.503389100059205*^9}}],
9340
9341	Cell[BoxData[
9342	FormBox[
9343	RowBox[{"-",
9344	FractionBox[
9345	RowBox[{"9", " ",
9346	SuperscriptBox["gS", "3"], " ", "MT2", " ",
9347	SuperscriptBox[
9348	RowBox[{"(",
9349	RowBox[{"T", "-", "U"}], ")"}], "2"], " ",
9350	RowBox[{"Re", "(", "CG", ")"}]}],
9351	RowBox[{"8", " ",
9352	RowBox[{"(",
9353	RowBox[{"MT2", "-", "T"}], ")"}], " ",
9354	RowBox[{"(",
9355	RowBox[{"U", "-", "MT2"}], ")"}]}]]}], TraditionalForm]], "Output",
9356	CellChangeTimes->{
9357	3.500122086278297^9, 3.500125008672204^9, 3.5001250478116302`*^9, {
9358	3.500125106366685^9, 3.500125113515643^9}, 3.5001252130924463`*^9, {
9359	3.500125581322969^9, 3.500125584601881^9}, 3.500184948920966*^9,
9360	3.500185552032819^9, 3.50018580710303^9, {3.5001858520447702`*^9,
9361	3.500185888307157^9}, {3.500185962513139^9, 3.500185998047577*^9},
9362	3.500186165152343^9, 3.50018691604774^9, {3.500720778083675*^9,
9363	3.500720792477729^9}, 3.500721006661276^9, {3.501237426769576*^9,
9364	3.501237444717305^9}, 3.501237528876062^9, 3.501249489952922*^9,
9365	3.501399516920298^9, 3.5033887508779173`^9, 3.503388795308276*^9,
9366	3.503388990026944^9, 3.503389101272532^9}]
9367	}, Open ]],
9368
9369	Cell[CellGroupData[{
9370
9371	Cell[BoxData[
9372	RowBox[{"res4", "=",
9373	RowBox[{
9374	RowBox[{
9375	RowBox[{
9376	RowBox[{"Simplify", "[",
9377	RowBox[{
9378	RowBox[{"Coefficient", "[",
9379	RowBox[{"Mgg5G", ",", "Linv", ",", "4"}], "]"}], "/.",
9380	RowBox[{"{",
9381	RowBox[{
9382	RowBox[{"Alfas", "\[Rule]",
9383	RowBox[{"(",
9384	RowBox[{
9385	RowBox[{"gS", "^", "2"}], "/",
9386	RowBox[{"(",
9387	RowBox[{"4", "\[Pi]"}], ")"}]}], ")"}]}], ",",
9388	RowBox[{"GS", "\[Rule]", "gS"}]}], "}"}]}], "]"}], "/", "256"}], "*",
9389	"4"}], "/.",
9390	RowBox[{"{",
9391	RowBox[{
9392	RowBox[{
9393	RowBox[{
9394	RowBox[{
9395	RowBox[{"-", "2"}], "MT2"}], "+", "S"}], "\[Rule]",
9396	RowBox[{
9397	RowBox[{"-", "U"}], "-", "T"}]}], ",",
9398	RowBox[{
9399	RowBox[{
9400	RowBox[{"-", "S"}], "-", "T"}], "\[Rule]",
9401	RowBox[{
9402	RowBox[{
9403	RowBox[{"-", "2"}], "MT2"}], "+", "U"}]}]}], "}"}]}]}]], "Input",
9404	CellChangeTimes->{
9405	3.503388760496441^9, {3.503389103914072^9, 3.503389106612323*^9}}],
9406
9407	Cell[BoxData[
9408	FormBox[
9409	RowBox[{
9410	RowBox[{"-",
9411	FractionBox["27", "4"]}], " ", "CG", " ",
9412	SuperscriptBox["gS", "2"], " ",
9413	RowBox[{"(",
9414	RowBox[{"MT2", "-", "T"}], ")"}], " ",
9415	RowBox[{"(",
9416	RowBox[{"U", "-", "MT2"}], ")"}], " ",
9417	SuperscriptBox["CG", "\[Conjugate]"]}], TraditionalForm]], "Output",
9418	CellChangeTimes->{3.5033887610279617`^9, 3.503388798100388^9,
9419	3.503388993497251^9, 3.503389107161573^9}]
9420	}, Open ]],
9421
9422	Cell[CellGroupData[{
9423
9424	Cell[BoxData[
9425	RowBox[{"res0", "=",
9426	RowBox[{
9427	RowBox[{
9428	RowBox[{
9429	RowBox[{"Simplify", "[",
9430	RowBox[{
9431	RowBox[{"Coefficient", "[",
9432	RowBox[{"Mgg5G", ",", "Linv", ",", "0"}], "]"}], "/.",
9433	RowBox[{"{",
9434	RowBox[{
9435	RowBox[{"Alfas", "\[Rule]",
9436	RowBox[{"(",
9437	RowBox[{
9438	RowBox[{"gS", "^", "2"}], "/",
9439	RowBox[{"(",
9440	RowBox[{"4", "\[Pi]"}], ")"}]}], ")"}]}], ",",
9441	RowBox[{"GS", "\[Rule]", "gS"}]}], "}"}]}], "]"}], "/", "256"}], "*",
9442	"4"}], "/.",
9443	RowBox[{"{",
9444	RowBox[{
9445	RowBox[{
9446	RowBox[{
9447	RowBox[{
9448	RowBox[{"-", "2"}], "MT2"}], "+", "S"}], "\[Rule]",
9449	RowBox[{
9450	RowBox[{"-", "U"}], "-", "T"}]}], ",",
9451	RowBox[{
9452	RowBox[{
9453	RowBox[{"-", "S"}], "-", "T"}], "\[Rule]",
9454	RowBox[{
9455	RowBox[{
9456	RowBox[{"-", "2"}], "MT2"}], "+", "U"}]}]}], "}"}]}]}]], "Input",
9457	CellChangeTimes->{{3.503389133505823^9, 3.5033891361296177`^9}}],
9458
9459	Cell[BoxData[
9460	FormBox[
9461	RowBox[{"-",
9462	RowBox[{
9463	FractionBox["1",
9464	RowBox[{"3", " ",
9465	SuperscriptBox["S", "2"], " ",
9466	SuperscriptBox[
9467	RowBox[{"(",
9468	RowBox[{"MT2", "-", "T"}], ")"}], "2"], " ",
9469	SuperscriptBox[
9470	RowBox[{"(",
9471	RowBox[{
9472	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}]],
9473	RowBox[{"2", " ", "Alfas2", " ",
9474	SuperscriptBox["\[Pi]", "2"], " ",
9475	RowBox[{"(",
9476	RowBox[{
9477	RowBox[{"18", " ",
9478	SuperscriptBox["MT2", "6"]}], "-",
9479	RowBox[{"18", " ",
9480	RowBox[{"(",
9481	RowBox[{"S", "+",
9482	RowBox[{"6", " ", "T"}]}], ")"}], " ",
9483	SuperscriptBox["MT2", "5"]}], "+",
9484	RowBox[{
9485	RowBox[{"(",
9486	RowBox[{
9487	RowBox[{"35", " ",
9488	SuperscriptBox["S", "2"]}], "+",
9489	RowBox[{"126", " ", "T", " ", "S"}], "+",
9490	RowBox[{"270", " ",
9491	SuperscriptBox["T", "2"]}]}], ")"}], " ",
9492	SuperscriptBox["MT2", "4"]}], "-",
9493	RowBox[{"4", " ",
9494	RowBox[{"(",
9495	RowBox[{
9496	RowBox[{"9", " ",
9497	SuperscriptBox["S", "3"]}], "+",
9498	RowBox[{"35", " ", "T", " ",
9499	SuperscriptBox["S", "2"]}], "+",
9500	RowBox[{"81", " ",
9501	SuperscriptBox["T", "2"], " ", "S"}], "+",
9502	RowBox[{"90", " ",
9503	SuperscriptBox["T", "3"]}]}], ")"}], " ",
9504	SuperscriptBox["MT2", "3"]}], "+",
9505	RowBox[{
9506	RowBox[{"(",
9507	RowBox[{
9508	RowBox[{"21", " ",
9509	SuperscriptBox["S", "4"]}], "+",
9510	RowBox[{"88", " ", "T", " ",
9511	SuperscriptBox["S", "3"]}], "+",
9512	RowBox[{"246", " ",
9513	SuperscriptBox["T", "2"], " ",
9514	SuperscriptBox["S", "2"]}], "+",
9515	RowBox[{"396", " ",
9516	SuperscriptBox["T", "3"], " ", "S"}], "+",
9517	RowBox[{"270", " ",
9518	SuperscriptBox["T", "4"]}]}], ")"}], " ",
9519	SuperscriptBox["MT2", "2"]}], "-",
9520	RowBox[{"2", " ",
9521	RowBox[{"(",
9522	RowBox[{
9523	RowBox[{"2", " ",
9524	SuperscriptBox["S", "5"]}], "+",
9525	RowBox[{"13", " ", "T", " ",
9526	SuperscriptBox["S", "4"]}], "+",
9527	RowBox[{"52", " ",
9528	SuperscriptBox["T", "2"], " ",
9529	SuperscriptBox["S", "3"]}], "+",
9530	RowBox[{"106", " ",
9531	SuperscriptBox["T", "3"], " ",
9532	SuperscriptBox["S", "2"]}], "+",
9533	RowBox[{"117", " ",
9534	SuperscriptBox["T", "4"], " ", "S"}], "+",
9535	RowBox[{"54", " ",
9536	SuperscriptBox["T", "5"]}]}], ")"}], " ", "MT2"}], "+",
9537	RowBox[{"T", " ",
9538	RowBox[{"(",
9539	RowBox[{
9540	RowBox[{"4", " ",
9541	SuperscriptBox["S", "5"]}], "+",
9542	RowBox[{"21", " ", "T", " ",
9543	SuperscriptBox["S", "4"]}], "+",
9544	RowBox[{"52", " ",
9545	SuperscriptBox["T", "2"], " ",
9546	SuperscriptBox["S", "3"]}], "+",
9547	RowBox[{"71", " ",
9548	SuperscriptBox["T", "3"], " ",
9549	SuperscriptBox["S", "2"]}], "+",
9550	RowBox[{"54", " ",
9551	SuperscriptBox["T", "4"], " ", "S"}], "+",
9552	RowBox[{"18", " ",
9553	SuperscriptBox["T", "5"]}]}], ")"}]}]}], ")"}]}]}]}],
9554	TraditionalForm]], "Output",
9555	CellChangeTimes->{3.503389136514138*^9}]
9556	}, Open ]],
9557
9558	Cell[CellGroupData[{
9559
9560	Cell[BoxData[
9561	RowBox[{"res02", "=",
9562	RowBox[{"Simplify", "[",
9563	RowBox[{"Normal", "[",
9564	RowBox[{"Series", "[",
9565	RowBox[{
9566	RowBox[{
9567	RowBox[{"res0", "/.",
9568	RowBox[{"{",
9569	RowBox[{"U", "\[Rule]",
9570	RowBox[{
9571	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}], "/.",
9572	RowBox[{"{",
9573	RowBox[{"T", "\[Rule]",
9574	RowBox[{"MT2", "-",
9575	RowBox[{
9576	RowBox[{"S", "/", "2"}],
9577	RowBox[{"(",
9578	RowBox[{"1", "-",
9579	RowBox[{"\[Beta]", " ",
9580	RowBox[{"Cos", "[", "\[Theta]", "]"}]}]}], ")"}]}]}]}], "}"}]}],
9581	",",
9582	RowBox[{"{",
9583	RowBox[{"\[Beta]", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}],
9584	"]"}]}]], "Input",
9585	CellChangeTimes->{{3.503389198191732^9, 3.503389337685768^9}, {
9586	3.5033893958634043`^9, 3.503389400878978^9}}],
9587
9588	Cell[BoxData[
9589	FormBox[
9590	FractionBox[
9591	RowBox[{"Alfas2", " ",
9592	SuperscriptBox["\[Pi]", "2"], " ",
9593	RowBox[{"(",
9594	RowBox[{
9595	RowBox[{"7", " ",
9596	RowBox[{"(",
9597	RowBox[{
9598	RowBox[{
9599	RowBox[{"-", "32"}], " ",
9600	SuperscriptBox["MT2", "2"]}], "+",
9601	RowBox[{"8", " ", "S", " ", "MT2"}], "+",
9602	SuperscriptBox["S", "2"]}], ")"}]}], "-",
9603	RowBox[{
9604	RowBox[{"(",
9605	RowBox[{
9606	RowBox[{"736", " ",
9607	SuperscriptBox["MT2", "2"]}], "-",
9608	RowBox[{"128", " ", "S", " ", "MT2"}], "-",
9609	RowBox[{"23", " ",
9610	SuperscriptBox["S", "2"]}]}], ")"}], " ",
9611	SuperscriptBox["\[Beta]", "2"], " ",
9612	RowBox[{
9613	SuperscriptBox["cos", "2"], "(", "\[Theta]", ")"}]}]}], ")"}]}],
9614	RowBox[{"3", " ",
9615	SuperscriptBox["S", "2"]}]], TraditionalForm]], "Output",
9616	CellChangeTimes->{
9617	3.503389274053987^9, {3.503389306439292^9, 3.503389322115734*^9},
9618	3.503389401803505*^9}]
9619	}, Open ]],
9620
9621	Cell[CellGroupData[{
9622
9623	Cell[BoxData[
9624	RowBox[{"res22", "=",
9625	RowBox[{"Simplify", "[",
9626	RowBox[{"Normal", "[",
9627	RowBox[{"Series", "[",
9628	RowBox[{
9629	RowBox[{
9630	RowBox[{"res2", "/.",
9631	RowBox[{"{",
9632	RowBox[{"U", "\[Rule]",
9633	RowBox[{
9634	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}], "/.",
9635	RowBox[{"{",
9636	RowBox[{"T", "\[Rule]",
9637	RowBox[{"MT2", "-",
9638	RowBox[{
9639	RowBox[{"S", "/", "2"}],
9640	RowBox[{"(",
9641	RowBox[{"1", "-",
9642	RowBox[{"\[Beta]", " ",
9643	RowBox[{"Cos", "[", "\[Theta]", "]"}]}]}], ")"}]}]}]}], "}"}]}],
9644	",",
9645	RowBox[{"{",
9646	RowBox[{"\[Beta]", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}],
9647	"]"}]}]], "Input",
9648	CellChangeTimes->{{3.50338934844617^9, 3.503389351498057^9}, {
9649	3.5033894085701942`^9, 3.5033894151400414`^9}}],
9650
9651	Cell[BoxData[
9652	FormBox[
9653	RowBox[{
9654	FractionBox["9", "2"], " ",
9655	SuperscriptBox["gS", "3"], " ", "MT2", " ",
9656	SuperscriptBox["\[Beta]", "2"], " ",
9657	RowBox[{
9658	SuperscriptBox["cos", "2"], "(", "\[Theta]", ")"}], " ",
9659	RowBox[{"Re", "(", "CG", ")"}]}], TraditionalForm]], "Output",
9660	CellChangeTimes->{3.503389351876484^9, 3.5033894157919207`^9}]
9661	}, Open ]],
9662
9663	Cell[CellGroupData[{
9664
9665	Cell[BoxData[
9666	RowBox[{"res42", "=",
9667	RowBox[{"Simplify", "[",
9668	RowBox[{"Normal", "[",
9669	RowBox[{"Series", "[",
9670	RowBox[{
9671	RowBox[{
9672	RowBox[{"res4", "/.",
9673	RowBox[{"{",
9674	RowBox[{"U", "\[Rule]",
9675	RowBox[{
9676	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}], "/.",
9677	RowBox[{"{",
9678	RowBox[{"T", "\[Rule]",
9679	RowBox[{"MT2", "-",
9680	RowBox[{
9681	RowBox[{"S", "/", "2"}],
9682	RowBox[{"(",
9683	RowBox[{"1", "-",
9684	RowBox[{"\[Beta]", " ",
9685	RowBox[{"Cos", "[", "\[Theta]", "]"}]}]}], ")"}]}]}]}], "}"}]}],
9686	",",
9687	RowBox[{"{",
9688	RowBox[{"\[Beta]", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}],
9689	"]"}]}]], "Input",
9690	CellChangeTimes->{{3.503389360430931^9, 3.503389362812591^9}, {
9691	3.5033915499944487`^9, 3.503391553861639^9}}],
9692
9693	Cell[BoxData[
9694	FormBox[
9695	RowBox[{
9696	RowBox[{"-",
9697	FractionBox["27", "32"]}], " ", "CG", " ",
9698	SuperscriptBox["gS", "2"], " ",
9699	SuperscriptBox["S", "2"], " ",
9700	SuperscriptBox["CG", "\[Conjugate]"], " ",
9701	RowBox[{"(",
9702	RowBox[{
9703	RowBox[{
9704	RowBox[{"cos", "(",
9705	RowBox[{"2", " ", "\[Theta]"}], ")"}], " ",
9706	SuperscriptBox["\[Beta]", "2"]}], "+",
9707	SuperscriptBox["\[Beta]", "2"], "-", "2"}], ")"}]}],
9708	TraditionalForm]], "Output",
9709	CellChangeTimes->{3.5033893637103643`^9, 3.5033915547009697`^9}]
9710	}, Open ]]
9711	}, Open ]]
9712	}, Open ]],
9713
9714	Cell[CellGroupData[{
9715
9716	Cell["gg->gg", "Subtitle",
9717	CellChangeTimes->{{3.4778117833757^9, 3.4778117853882^9}, {
9718	3.5002736899442463`^9, 3.500273690293407^9}}],
9719
9720	Cell[BoxData[
9721	RowBox[{"Quit", "[", "]"}]], "Input",
9722	CellChangeTimes->{{3.448968342513181^9, 3.448968344880295^9}}],
9723
9724	Cell[CellGroupData[{
9725
9726	Cell[BoxData[{
9727	RowBox[{
9728	RowBox[{
9729	"SetDirectory", "[", "\"\</home/degrande/eta/FeynProg/FeynArts-3.5\>\"",
9730	"]"}], ";"}], "\[IndentingNewLine]",
9731	RowBox[{"<<", " ", "FeynArts`"}]}], "Input",
9732	CellChangeTimes->{3.4777456682883^9, 3.47843887392115^9,
9733	3.499668009622912*^9}],
9734
9735	Cell[CellGroupData[{
9736
9737	Cell[BoxData[
9738	FormBox["\<\"\"\>", TraditionalForm]], "Print",
9739	CellChangeTimes->{
9740	3.4777456743583^9, 3.4777482804298^9, 3.4778056214987*^9,
9741	3.4778059164856997`^9, 3.4778086978662^9, {3.4778087847572002`*^9,
9742	3.4778088073171997`^9}, 3.4778108541047^9, 3.4778115299907*^9,
9743	3.478438874714395^9, 3.478439311157875^9, 3.479117501605381*^9,
9744	3.479122890293128^9, 3.479127315286193^9, 3.479547739644739*^9,
9745	3.4996680105546^9, 3.4996681813378477`^9, 3.500119770747581*^9,
9746	3.500184813621686^9, 3.500186820640222^9, 3.500273697449279*^9,
9747	3.500273961063395^9, 3.500274611069228^9}],
9748
9749	Cell[BoxData[
9750	FormBox["\<\"FeynArts 3.5\"\>", TraditionalForm]], "Print",
9751	CellChangeTimes->{
9752	3.4777456743583^9, 3.4777482804298^9, 3.4778056214987*^9,
9753	3.4778059164856997`^9, 3.4778086978662^9, {3.4778087847572002`*^9,
9754	3.4778088073171997`^9}, 3.4778108541047^9, 3.4778115299907*^9,
9755	3.478438874714395^9, 3.478439311157875^9, 3.479117501605381*^9,
9756	3.479122890293128^9, 3.479127315286193^9, 3.479547739644739*^9,
9757	3.4996680105546^9, 3.4996681813378477`^9, 3.500119770747581*^9,
9758	3.500184813621686^9, 3.500186820640222^9, 3.500273697449279*^9,
9759	3.500273961063395^9, 3.5002746110927563`^9}],
9760
9761	Cell[BoxData[
9762	FormBox["\<\"by Hagen Eck, Sepp Kueblbeck, and Thomas Hahn\"\>",
9763	TraditionalForm]], "Print",
9764	CellChangeTimes->{
9765	3.4777456743583^9, 3.4777482804298^9, 3.4778056214987*^9,
9766	3.4778059164856997`^9, 3.4778086978662^9, {3.4778087847572002`*^9,
9767	3.4778088073171997`^9}, 3.4778108541047^9, 3.4778115299907*^9,
9768	3.478438874714395^9, 3.478439311157875^9, 3.479117501605381*^9,
9769	3.479122890293128^9, 3.479127315286193^9, 3.479547739644739*^9,
9770	3.4996680105546^9, 3.4996681813378477`^9, 3.500119770747581*^9,
9771	3.500184813621686^9, 3.500186820640222^9, 3.500273697449279*^9,
9772	3.500273961063395^9, 3.500274611107834^9}],
9773
9774	Cell[BoxData[
9775	FormBox["\<\"last revised 16 Apr 10\"\>", TraditionalForm]], "Print",
9776	CellChangeTimes->{
9777	3.4777456743583^9, 3.4777482804298^9, 3.4778056214987*^9,
9778	3.4778059164856997`^9, 3.4778086978662^9, {3.4778087847572002`*^9,
9779	3.4778088073171997`^9}, 3.4778108541047^9, 3.4778115299907*^9,
9780	3.478438874714395^9, 3.478439311157875^9, 3.479117501605381*^9,
9781	3.479122890293128^9, 3.479127315286193^9, 3.479547739644739*^9,
9782	3.4996680105546^9, 3.4996681813378477`^9, 3.500119770747581*^9,
9783	3.500184813621686^9, 3.500186820640222^9, 3.500273697449279*^9,
9784	3.500273961063395^9, 3.500274611122332^9}]
9785	}, Open ]]
9786	}, Open ]],
9787
9788	Cell[BoxData[
9789	RowBox[{
9790	RowBox[{"topo", " ", "=", " ",
9791	RowBox[{"CreateTopologies", "[",
9792	RowBox[{"0", ",",
9793	RowBox[{"2", "\[Rule]", "2"}]}], "]"}]}], ";"}]], "Input",
9794	CellChangeTimes->{
9795	3.47548813810296^9, 3.475488972088063^9, {3.4777456120408*^9,
9796	3.4777456332583^9}, 3.4778098132447^9, 3.4778110152581997`*^9}],
9797
9798	Cell[CellGroupData[{
9799
9800	Cell[BoxData[
9801	RowBox[{"Paint", "[", "topo", "]"}]], "Input",
9802	CellChangeTimes->{{3.4777456818157997`^9, 3.4777456889958^9}}],
9803
9804	Cell[CellGroupData[{
9805
9806	Cell[BoxData[
9807	FormBox[
9808	InterpretationBox[
9809	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
9810	"\[InvisibleSpace]", "\<\": \"\>",
9811	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
9812	SequenceForm["> Top. ", 1, ": ", "1 diagram"],
9813	Editable->False], TraditionalForm]], "Print",
9814	CellChangeTimes->{3.4777456900683002`*^9}],
9815
9816	Cell[BoxData[
9817	FormBox[
9818	InterpretationBox[
9819	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
9820	"\[InvisibleSpace]", "\<\": \"\>",
9821	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
9822	SequenceForm["> Top. ", 2, ": ", "1 diagram"],
9823	Editable->False], TraditionalForm]], "Print",
9824	CellChangeTimes->{3.4777456901158*^9}],
9825
9826	Cell[BoxData[
9827	FormBox[
9828	InterpretationBox[
9829	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
9830	"\[InvisibleSpace]", "\<\": \"\>",
9831	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
9832	SequenceForm["> Top. ", 3, ": ", "1 diagram"],
9833	Editable->False], TraditionalForm]], "Print",
9834	CellChangeTimes->{3.4777456901233*^9}],
9835
9836	Cell[BoxData[
9837	FormBox[
9838	InterpretationBox[
9839	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
9840	"\[InvisibleSpace]", "\<\": \"\>",
9841	"\[InvisibleSpace]", "\<\"1 diagram\"\>"}],
9842	SequenceForm["> Top. ", 4, ": ", "1 diagram"],
9843	Editable->False], TraditionalForm]], "Print",
9844	CellChangeTimes->{3.4777456902233*^9}],
9845
9846	Cell[BoxData[
9847	FormBox[
9848	GraphicsBox[{InsetBox[
9849	GraphicsBox[
9850	{Thickness[0.005],
9851	LineBox[{{-9.094947017729282*^-12, 15.000000000003638`}, {
9852	9.999999999983629, 10.000000000007276`}}],
9853	LineBox[{{-9.094947017729282*^-12, 4.999999999996362}, {
9854	9.999999999985448, 9.999999999989086}}],
9855	LineBox[{{20.000000000009095`, 15.000000000003638`}, {
9856	10.000000000009095`, 10.000000000003638`}}],
9857	LineBox[{{20., 5.}, {10., 10.}}],
9858	{PointSize[0.04], PointBox[{10., 10.}]}, InsetBox[
9859	TagBox[
9860	StyleBox[
9861	TagBox["\<\"T1\"\>",
9862	DisplayForm],
9863	FontFamily->"Helvetica",
9864	FontSize->7.997355371900828],
9865	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
9866	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
9867	AspectRatio->1,
9868	PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[
9869	GraphicsBox[
9870	{Thickness[0.005],
9871	LineBox[{{-5.4569682106375694`*^-12, 15.000000000005457`}, {
9872	5.999999999996362, 10.000000000001819`}}],
9873	LineBox[{{-9.094947017729282*^-12, 4.999999999992724}, {
9874	5.999999999994543, 9.999999999994543}}],
9875	LineBox[{{20.000000000005457`, 15.000000000003638`}, {
9876	14.000000000003638`, 10.000000000001819`}}],
9877	LineBox[{{19.99999999999818, 5.000000000001819}, {13.999999999998181`,
9878	10.}}], LineBox[{{5.999999999990206, 10.}, {13.999999999982222`,
9879	10.}}],
9880	{PointSize[0.04], PointBox[{6., 10.}],
9881	PointBox[{13.99999999999999, 10.}]}, InsetBox[
9882	TagBox[
9883	StyleBox[
9884	TagBox["\<\"T2\"\>",
9885	DisplayForm],
9886	FontFamily->"Helvetica",
9887	FontSize->7.997355371900828],
9888	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
9889	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
9890	AspectRatio->1,
9891	PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}],
9892	InsetBox[
9893	GraphicsBox[
9894	{Thickness[0.005],
9895	LineBox[{{6.139089236967266*^-12, 15.}, {10.000000000002046`,
9896	14.000000000003638`}}],
9897	LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, {
9898	9.999999999988404, 6.}}],
9899	LineBox[{{20.000000000002956`, 15.}, {10.000000000002956`, 14.}}],
9900	LineBox[{{19.999999999997726`, 4.999999999996362}, {9.999999999997726,
9901	5.999999999996362}}],
9902	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
9903	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
9904	PointBox[{10., 6.}]}, InsetBox[
9905	TagBox[
9906	StyleBox[
9907	TagBox["\<\"T3\"\>",
9908	DisplayForm],
9909	FontFamily->"Helvetica",
9910	FontSize->7.997355371900828],
9911	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
9912	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
9913	AspectRatio->1,
9914	PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}],
9915	InsetBox[
9916	GraphicsBox[
9917	{Thickness[0.005],
9918	LineBox[{{6.139089236967266*^-12, 15.}, {10.000000000002046`,
9919	14.000000000003638`}}],
9920	LineBox[{{-7.503331289626658*^-12, 5.000000000003638}, {
9921	9.999999999988404, 6.}}],
9922	LineBox[{{20.00000000000182, 15.}, {10., 6.}}],
9923	LineBox[{{20.00000000000182, 5.}, {10., 14.}}],
9924	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}],
9925	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
9926	PointBox[{10., 6.}]}, InsetBox[
9927	TagBox[
9928	StyleBox[
9929	TagBox["\<\"T4\"\>",
9930	DisplayForm],
9931	FontFamily->"Helvetica",
9932	FontSize->7.997355371900828],
9933	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
9934	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
9935	AspectRatio->1,
9936	PlotRange->{{-1, 21}, {-1, 21}}], {0, 22}, {0, 0}, {22, 22}], InsetBox[
9937	TagBox[
9938	StyleBox[
9939	TagBox["\<\"2\"\>",
9940	DisplayForm],
9941	FontFamily->"Helvetica",
9942	FontSize->11.99603305785124],
9943	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
9944	11.99603305785124]& ], {28.5, 69.96}, {0, 0}], InsetBox[
9945	TagBox[
9946	StyleBox[
9947	TagBox["\<\"\[RightArrow]\"\>",
9948	DisplayForm],
9949	FontFamily->"Helvetica",
9950	FontSize->11.99603305785124],
9951	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
9952	11.99603305785124]& ], {33., 69.96}, {0, 0}], InsetBox[
9953	TagBox[
9954	StyleBox[
9955	TagBox["\<\"2\"\>",
9956	DisplayForm],
9957	FontFamily->"Helvetica",
9958	FontSize->11.99603305785124],
9959	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
9960	11.99603305785124]& ], {37.5, 69.96}, {0, 0}]},
9961	AspectRatio->1.0999999999999999`,
9962	PlotRange->{{0, 66}, {0, 72.6}}], TraditionalForm]], "Print",
9963	CellChangeTimes->{3.4777456905458*^9}]
9964	}, Open ]],
9965
9966	Cell[BoxData[
9967	FormBox[
9968	RowBox[{
9969	RowBox[{"FeynArtsGraphics", "(",
9970	RowBox[{"2", "\[Rule]", "2"}], ")"}], "\[InvisibleApplication]",
9971	RowBox[{"(",
9972	TagBox[
9973	RowBox[{"(", "\[NoBreak]", GridBox[{
9974	{
9975	FormBox[
9976	InterpretationBox[
9977
9978	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1\"\>",
9979	"\[InvisibleSpace]", "\<\"]\"\>"}],
9980	SequenceForm["[", "T1", "]"],
9981	Editable->False],
9982	TraditionalForm],
9983	FormBox[
9984	InterpretationBox[
9985
9986	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2\"\>",
9987	"\[InvisibleSpace]", "\<\"]\"\>"}],
9988	SequenceForm["[", "T2", "]"],
9989	Editable->False],
9990	TraditionalForm],
9991	FormBox[
9992	InterpretationBox[
9993
9994	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T3\"\>",
9995	"\[InvisibleSpace]", "\<\"]\"\>"}],
9996	SequenceForm["[", "T3", "]"],
9997	Editable->False],
9998	TraditionalForm]},
9999	{
10000	FormBox[
10001	InterpretationBox[
10002
10003	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T4\"\>",
10004	"\[InvisibleSpace]", "\<\"]\"\>"}],
10005	SequenceForm["[", "T4", "]"],
10006	Editable->False],
10007	TraditionalForm], "Null", "Null"},
10008	{"Null", "Null", "Null"}
10009	},
10010	GridBoxAlignment->{
10011	"Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}},
10012	"RowsIndexed" -> {}},
10013	GridBoxSpacings->{"Columns" -> {
10014	Offset[0.27999999999999997`], {
10015	Offset[0.7]},
10016	Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> {
10017	Offset[0.2], {
10018	Offset[0.4]},
10019	Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
10020	Function[BoxForm`e$,
10021	MatrixForm[BoxForm`e$]]], ")"}]}], TraditionalForm]], "Output",
10022	CellChangeTimes->{3.4777456905908003`*^9}]
10023	}, Closed]],
10024
10025	Cell[CellGroupData[{
10026
10027	Cell[BoxData[
10028	RowBox[{
10029	RowBox[{"INTopogg", " ", "=", " ",
10030	RowBox[{"InsertFields", "[",
10031	RowBox[{"topo", ",",
10032	RowBox[{
10033	RowBox[{"{",
10034	RowBox[{
10035	RowBox[{"V", "[", "5", "]"}], ",",
10036	RowBox[{"V", "[", "5", "]"}]}], "}"}], "\[Rule]",
10037	RowBox[{"{",
10038	RowBox[{
10039	RowBox[{"V", "[", "5", "]"}], ",",
10040	RowBox[{"V", "[", "5", "]"}]}], "}"}]}], ",",
10041	RowBox[{"Model", "\[Rule]", "\"\<SMQCD\>\""}]}], "]"}]}], ";"}]], "Input",\
10042
10043	CellChangeTimes->{{3.500273709507674^9, 3.5002737549383707`^9}}],
10044
10045	Cell[CellGroupData[{
10046
10047	Cell[BoxData[
10048	FormBox["\<\"\"\>", TraditionalForm]], "Print",
10049	CellChangeTimes->{3.500273756379764^9, 3.500273963410111^9}],
10050
10051	Cell[BoxData[
10052	FormBox[
10053	InterpretationBox[
10054	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
10055	"\[InvisibleSpace]", "\<\"generic\"\>",
10056	"\[InvisibleSpace]", "\<\" model file \"\>",
10057	"\[InvisibleSpace]", \
10058	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/Lorentz.gen\"\>"}],
10059
10060	SequenceForm[
10061	"", "loading ", "generic", " model file ",
10062	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/Lorentz.gen"],
10063	Editable->False], TraditionalForm]], "Print",
10064	CellChangeTimes->{3.500273756379764^9, 3.500273963447311^9}],
10065
10066	Cell[BoxData[
10067	FormBox["\<\"> $SVMixing is OFF\"\>", TraditionalForm]], "Print",
10068	CellChangeTimes->{3.500273756379764^9, 3.500273963471134^9}],
10069
10070	Cell[BoxData[
10071	FormBox[
10072	InterpretationBox[
10073	RowBox[{"\<\"generic model \"\>", "\[InvisibleSpace]",
10074	RowBox[{"{", "\<\"Lorentz\"\>", "}"}],
10075	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
10076	SequenceForm["generic model ", {"Lorentz"}, " initialized"],
10077	Editable->False], TraditionalForm]], "Print",
10078	CellChangeTimes->{3.500273756379764^9, 3.500273963489868^9}],
10079
10080	Cell[BoxData[
10081	FormBox["\<\"\"\>", TraditionalForm]], "Print",
10082	CellChangeTimes->{3.500273756379764^9, 3.500273963508074^9}],
10083
10084	Cell[BoxData[
10085	FormBox[
10086	InterpretationBox[
10087	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
10088	"\[InvisibleSpace]", "\<\"classes\"\>",
10089	"\[InvisibleSpace]", "\<\" model file \"\>",
10090	"\[InvisibleSpace]", \
10091	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/SMQCD.mod\"\>"}],
10092	SequenceForm[
10093	"", "loading ", "classes", " model file ",
10094	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/SMQCD.mod"],
10095	Editable->False], TraditionalForm]], "Print",
10096	CellChangeTimes->{3.500273756379764^9, 3.500273963526723^9}],
10097
10098	Cell[BoxData[
10099	FormBox[
10100	InterpretationBox[
10101	RowBox[{"\<\" \"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
10102	"\[InvisibleSpace]", "\<\"classes\"\>",
10103	"\[InvisibleSpace]", "\<\" model file \"\>",
10104	"\[InvisibleSpace]", \
10105	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/SM.mod\"\>"}],
10106	SequenceForm[
10107	" ", "loading ", "classes", " model file ",
10108	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/SM.mod"],
10109	Editable->False], TraditionalForm]], "Print",
10110	CellChangeTimes->{3.500273756379764^9, 3.5002739635450277`^9}],
10111
10112	Cell[BoxData[
10113	FormBox[
10114	InterpretationBox[
10115	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "49",
10116	"\[InvisibleSpace]", "\<\" particles (incl. antiparticles) in \"\>",
10117	"\[InvisibleSpace]", "18", "\[InvisibleSpace]", "\<\" classes\"\>"}],
10118	SequenceForm[
10119	"> ", 49, " particles (incl. antiparticles) in ", 18, " classes"],
10120	Editable->False], TraditionalForm]], "Print",
10121	CellChangeTimes->{3.500273756379764^9, 3.5002739635627623`^9}],
10122
10123	Cell[BoxData[
10124	FormBox["\<\"> $CounterTerms are ON\"\>", TraditionalForm]], "Print",
10125	CellChangeTimes->{3.500273756379764^9, 3.50027396373092^9}],
10126
10127	Cell[BoxData[
10128	FormBox[
10129	InterpretationBox[
10130	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "93",
10131	"\[InvisibleSpace]", "\<\" vertices\"\>"}],
10132	SequenceForm["> ", 93, " vertices"],
10133	Editable->False], TraditionalForm]], "Print",
10134	CellChangeTimes->{3.500273756379764^9, 3.500273964000469^9}],
10135
10136	Cell[BoxData[
10137	FormBox[
10138	InterpretationBox[
10139	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "120",
10140	"\[InvisibleSpace]", "\<\" counter terms of order 1\"\>"}],
10141	SequenceForm["> ", 120, " counter terms of order 1"],
10142	Editable->False], TraditionalForm]], "Print",
10143	CellChangeTimes->{3.500273756379764^9, 3.500273964015028^9}],
10144
10145	Cell[BoxData[
10146	FormBox[
10147	InterpretationBox[
10148	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "6",
10149	"\[InvisibleSpace]", "\<\" counter terms of order 2\"\>"}],
10150	SequenceForm["> ", 6, " counter terms of order 2"],
10151	Editable->False], TraditionalForm]], "Print",
10152	CellChangeTimes->{3.500273756379764^9, 3.500273964028825^9}],
10153
10154	Cell[BoxData[
10155	FormBox[
10156	InterpretationBox[
10157	RowBox[{"\<\"classes model \"\>", "\[InvisibleSpace]",
10158	RowBox[{"{", "\<\"SMQCD\"\>", "}"}],
10159	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
10160	SequenceForm["classes model ", {"SMQCD"}, " initialized"],
10161	Editable->False], TraditionalForm]], "Print",
10162	CellChangeTimes->{3.500273756379764^9, 3.500273964043117^9}],
10163
10164	Cell[BoxData[
10165	FormBox["\<\"\"\>", TraditionalForm]], "Print",
10166	CellChangeTimes->{3.500273756379764^9, 3.500273964058158^9}],
10167
10168	Cell[BoxData[
10169	FormBox[
10170	InterpretationBox[
10171	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
10172	RowBox[{"{",
10173	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
10174	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
10175	Editable->False], TraditionalForm]], "Print",
10176	CellChangeTimes->{3.500273756379764^9, 3.500273964073674^9}],
10177
10178	Cell[BoxData[
10179	FormBox[
10180	InterpretationBox[
10181	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
10182	"\[InvisibleSpace]", "\<\": \"\>",
10183	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
10184	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes insertions"],
10185	Editable->False], TraditionalForm]], "Print",
10186	CellChangeTimes->{3.500273756379764^9, 3.500273964089271^9}],
10187
10188	Cell[BoxData[
10189	FormBox[
10190	InterpretationBox[
10191	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
10192	"\[InvisibleSpace]", "\<\": \"\>",
10193	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
10194	SequenceForm["> Top. ", 2, ": ", "1 Generic, 1 Classes insertions"],
10195	Editable->False], TraditionalForm]], "Print",
10196	CellChangeTimes->{3.500273756379764^9, 3.500273964104808^9}],
10197
10198	Cell[BoxData[
10199	FormBox[
10200	InterpretationBox[
10201	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
10202	"\[InvisibleSpace]", "\<\": \"\>",
10203	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
10204	SequenceForm["> Top. ", 3, ": ", "1 Generic, 1 Classes insertions"],
10205	Editable->False], TraditionalForm]], "Print",
10206	CellChangeTimes->{3.500273756379764^9, 3.500273964120309^9}],
10207
10208	Cell[BoxData[
10209	FormBox[
10210	InterpretationBox[
10211	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
10212	"\[InvisibleSpace]", "\<\": \"\>",
10213	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
10214	SequenceForm["> Top. ", 4, ": ", "1 Generic, 1 Classes insertions"],
10215	Editable->False], TraditionalForm]], "Print",
10216	CellChangeTimes->{3.500273756379764^9, 3.5002739641357822`^9}],
10217
10218	Cell[BoxData[
10219	FormBox[
10220	InterpretationBox[
10221	RowBox[{"\<\"in total: \"\>",
10222	"\[InvisibleSpace]", "\<\"4 Generic, 4 Classes insertions\"\>"}],
10223	SequenceForm["in total: ", "4 Generic, 4 Classes insertions"],
10224	Editable->False], TraditionalForm]], "Print",
10225	CellChangeTimes->{3.500273756379764^9, 3.5002739641513767`^9}]
10226	}, Open ]]
10227	}, Closed]],
10228
10229	Cell[CellGroupData[{
10230
10231	Cell[BoxData[
10232	RowBox[{
10233	RowBox[{"INTopogg", " ", "=", " ",
10234	RowBox[{"InsertFields", "[",
10235	RowBox[{"topo", ",",
10236	RowBox[{
10237	RowBox[{"{",
10238	RowBox[{
10239	RowBox[{"V", "[", "4", "]"}], ",",
10240	RowBox[{"V", "[", "4", "]"}]}], "}"}], "\[Rule]",
10241	RowBox[{"{",
10242	RowBox[{
10243	RowBox[{"V", "[", "4", "]"}], ",",
10244	RowBox[{"V", "[", "4", "]"}]}], "}"}]}], ",",
10245	RowBox[{"GenericModel", "\[Rule]", "\"\<TopEffTh_FA/TopEffTh_FA\>\""}],
10246	",",
10247	RowBox[{"Model", "\[Rule]", "\"\<TopEffTh_FA/TopEffTh_FA\>\""}], ",",
10248	RowBox[{"ExcludeParticles", "\[Rule]",
10249	RowBox[{"{",
10250	RowBox[{
10251	RowBox[{"V", "[", "1", "]"}], ",",
10252	RowBox[{"V", "[", "2", "]"}]}], "}"}]}]}], "]"}]}], ";"}]], "Input",
10253	CellChangeTimes->{
10254	3.446963657162187^9, {3.475488153382761^9, 3.47548819550466*^9}, {
10255	3.475488277812788^9, 3.47548833038444^9}, {3.475488827421314*^9,
10256	3.475488830123555^9}, {3.4777458116422997`^9, 3.4777459014372997`*^9}, {
10257	3.4777462405453^9, 3.4777462574853^9}, {3.4777462970928*^9,
10258	3.4777463288428^9}, {3.4777464988353^9, 3.4777465257553*^9}, {
10259	3.4778060791882^9, 3.4778060871157^9}, 3.4778061256857*^9, {
10260	3.4778062251731997`^9, 3.4778062269357^9}, {3.4996680230902777`*^9,
10261	3.4996680967055798`^9}, 3.500185283170471^9, 3.500274623084931*^9}],
10262
10263	Cell[CellGroupData[{
10264
10265	Cell[BoxData[
10266	FormBox["\<\"\"\>", TraditionalForm]], "Print",
10267	CellChangeTimes->{
10268	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10269	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10270	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10271	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10272	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10273	3.5001868230308657`^9, 3.500274625635035^9}],
10274
10275	Cell[BoxData[
10276	FormBox[
10277	InterpretationBox[
10278	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
10279	"\[InvisibleSpace]", "\<\"generic\"\>",
10280	"\[InvisibleSpace]", "\<\" model file \"\>",
10281	"\[InvisibleSpace]", \
10282	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
10283	TopEffTh_FA.gen\"\>"}],
10284	SequenceForm[
10285	"", "loading ", "generic", " model file ",
10286	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
10287	TopEffTh_FA.gen"],
10288	Editable->False], TraditionalForm]], "Print",
10289	CellChangeTimes->{
10290	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10291	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10292	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10293	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10294	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10295	3.5001868230308657`^9, 3.500274625782546^9}],
10296
10297	Cell[BoxData[
10298	FormBox["\<\"> $SVMixing is OFF\"\>", TraditionalForm]], "Print",
10299	CellChangeTimes->{
10300	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10301	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10302	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10303	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10304	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10305	3.5001868230308657`^9, 3.500274625797681^9}],
10306
10307	Cell[BoxData[
10308	FormBox[
10309	InterpretationBox[
10310	RowBox[{"\<\"generic model \"\>", "\[InvisibleSpace]",
10311	RowBox[{"{", "\<\"TopEffTh_FA/TopEffTh_FA\"\>", "}"}],
10312	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
10313	SequenceForm[
10314	"generic model ", {"TopEffTh_FA/TopEffTh_FA"}, " initialized"],
10315	Editable->False], TraditionalForm]], "Print",
10316	CellChangeTimes->{
10317	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10318	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10319	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10320	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10321	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10322	3.5001868230308657`^9, 3.500274625809093^9}],
10323
10324	Cell[BoxData[
10325	FormBox["\<\"\"\>", TraditionalForm]], "Print",
10326	CellChangeTimes->{
10327	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10328	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10329	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10330	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10331	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10332	3.5001868230308657`^9, 3.50027462582621^9}],
10333
10334	Cell[BoxData[
10335	FormBox[
10336	InterpretationBox[
10337	RowBox[{"\<\"\"\>", "\[InvisibleSpace]", "\<\"loading \"\>",
10338	"\[InvisibleSpace]", "\<\"classes\"\>",
10339	"\[InvisibleSpace]", "\<\" model file \"\>",
10340	"\[InvisibleSpace]", \
10341	"\<\"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
10342	TopEffTh_FA.mod\"\>"}],
10343	SequenceForm[
10344	"", "loading ", "classes", " model file ",
10345	"/nfs/home/d/degrande/eta/FeynProg/FeynArts-3.5/Models/TopEffTh_FA/\
10346	TopEffTh_FA.mod"],
10347	Editable->False], TraditionalForm]], "Print",
10348	CellChangeTimes->{
10349	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10350	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10351	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10352	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10353	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10354	3.5001868230308657`^9, 3.500274625841065^9}],
10355
10356	Cell[BoxData[
10357	FormBox[
10358	InterpretationBox[
10359	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "51",
10360	"\[InvisibleSpace]", "\<\" particles (incl. antiparticles) in \"\>",
10361	"\[InvisibleSpace]", "30", "\[InvisibleSpace]", "\<\" classes\"\>"}],
10362	SequenceForm[
10363	"> ", 51, " particles (incl. antiparticles) in ", 30, " classes"],
10364	Editable->False], TraditionalForm]], "Print",
10365	CellChangeTimes->{
10366	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10367	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10368	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10369	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10370	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10371	3.5001868230308657`^9, 3.5002746258549633`^9}],
10372
10373	Cell[BoxData[
10374	FormBox["\<\"> $CounterTerms are ON\"\>", TraditionalForm]], "Print",
10375	CellChangeTimes->{
10376	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10377	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10378	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10379	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10380	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10381	3.5001868230308657`^9, 3.500274626412168^9}],
10382
10383	Cell[BoxData[
10384	FormBox[
10385	InterpretationBox[
10386	RowBox[{"\<\"> \"\>", "\[InvisibleSpace]", "142",
10387	"\[InvisibleSpace]", "\<\" vertices\"\>"}],
10388	SequenceForm["> ", 142, " vertices"],
10389	Editable->False], TraditionalForm]], "Print",
10390	CellChangeTimes->{
10391	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10392	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10393	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10394	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10395	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10396	3.5001868230308657`^9, 3.5002746266019993`^9}],
10397
10398	Cell[BoxData[
10399	FormBox[
10400	InterpretationBox[
10401	RowBox[{"\<\"classes model \"\>", "\[InvisibleSpace]",
10402	RowBox[{"{", "\<\"TopEffTh_FA/TopEffTh_FA\"\>", "}"}],
10403	"\[InvisibleSpace]", "\<\" initialized\"\>"}],
10404	SequenceForm[
10405	"classes model ", {"TopEffTh_FA/TopEffTh_FA"}, " initialized"],
10406	Editable->False], TraditionalForm]], "Print",
10407	CellChangeTimes->{
10408	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10409	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10410	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10411	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10412	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10413	3.5001868230308657`^9, 3.50027462673534^9}],
10414
10415	Cell[BoxData[
10416	FormBox["\<\"\"\>", TraditionalForm]], "Print",
10417	CellChangeTimes->{
10418	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10419	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10420	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10421	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10422	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10423	3.5001868230308657`^9, 3.500274626861124^9}],
10424
10425	Cell[BoxData[
10426	FormBox[
10427	InterpretationBox[
10428	RowBox[{"\<\"Excluding \"\>", "\[InvisibleSpace]", "0",
10429	"\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "2",
10430	"\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "2",
10431	"\[InvisibleSpace]", "\<\" Particles fields\"\>"}],
10432	SequenceForm[
10433	"Excluding ", 0, " Generic, ", 2, " Classes, and ", 2,
10434	" Particles fields"],
10435	Editable->False], TraditionalForm]], "Print",
10436	CellChangeTimes->{
10437	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10438	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10439	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10440	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10441	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10442	3.5001868230308657`^9, 3.500274626990119^9}],
10443
10444	Cell[BoxData[
10445	FormBox["\<\"\"\>", TraditionalForm]], "Print",
10446	CellChangeTimes->{
10447	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10448	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10449	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10450	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10451	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10452	3.5001868230308657`^9, 3.500274627123068^9}],
10453
10454	Cell[BoxData[
10455	FormBox[
10456	InterpretationBox[
10457	RowBox[{"\<\"inserting at level(s) \"\>", "\[InvisibleSpace]",
10458	RowBox[{"{",
10459	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
10460	SequenceForm["inserting at level(s) ", {Generic, FeynArts`Classes}],
10461	Editable->False], TraditionalForm]], "Print",
10462	CellChangeTimes->{
10463	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10464	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10465	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10466	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10467	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10468	3.5001868230308657`^9, 3.500274627446045^9}],
10469
10470	Cell[BoxData[
10471	FormBox[
10472	InterpretationBox[
10473	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
10474	"\[InvisibleSpace]", "\<\": \"\>",
10475	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes insertions\"\>"}],
10476	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes insertions"],
10477	Editable->False], TraditionalForm]], "Print",
10478	CellChangeTimes->{
10479	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10480	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10481	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10482	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10483	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10484	3.5001868230308657`^9, 3.500274627604376^9}],
10485
10486	Cell[BoxData[
10487	FormBox[
10488	InterpretationBox[
10489	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
10490	"\[InvisibleSpace]", "\<\": \"\>",
10491	"\[InvisibleSpace]", "\<\"2 Generic, 2 Classes insertions\"\>"}],
10492	SequenceForm["> Top. ", 2, ": ", "2 Generic, 2 Classes insertions"],
10493	Editable->False], TraditionalForm]], "Print",
10494	CellChangeTimes->{
10495	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10496	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10497	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10498	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10499	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10500	3.5001868230308657`^9, 3.500274627613366^9}],
10501
10502	Cell[BoxData[
10503	FormBox[
10504	InterpretationBox[
10505	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
10506	"\[InvisibleSpace]", "\<\": \"\>",
10507	"\[InvisibleSpace]", "\<\"2 Generic, 2 Classes insertions\"\>"}],
10508	SequenceForm["> Top. ", 3, ": ", "2 Generic, 2 Classes insertions"],
10509	Editable->False], TraditionalForm]], "Print",
10510	CellChangeTimes->{
10511	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10512	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10513	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10514	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10515	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10516	3.5001868230308657`^9, 3.500274627622312^9}],
10517
10518	Cell[BoxData[
10519	FormBox[
10520	InterpretationBox[
10521	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
10522	"\[InvisibleSpace]", "\<\": \"\>",
10523	"\[InvisibleSpace]", "\<\"2 Generic, 2 Classes insertions\"\>"}],
10524	SequenceForm["> Top. ", 4, ": ", "2 Generic, 2 Classes insertions"],
10525	Editable->False], TraditionalForm]], "Print",
10526	CellChangeTimes->{
10527	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10528	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10529	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10530	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10531	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10532	3.5001868230308657`^9, 3.500274627630674^9}],
10533
10534	Cell[BoxData[
10535	FormBox["\<\"\"\>", TraditionalForm]], "Print",
10536	CellChangeTimes->{
10537	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10538	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10539	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10540	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10541	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10542	3.5001868230308657`^9, 3.500274627777122^9}],
10543
10544	Cell[BoxData[
10545	FormBox[
10546	InterpretationBox[
10547	RowBox[{"\<\"Restoring \"\>", "\[InvisibleSpace]", "0",
10548	"\[InvisibleSpace]", "\<\" Generic, \"\>", "\[InvisibleSpace]", "2",
10549	"\[InvisibleSpace]", "\<\" Classes, and \"\>", "\[InvisibleSpace]", "2",
10550	"\[InvisibleSpace]", "\<\" Particles fields\"\>"}],
10551	SequenceForm[
10552	"Restoring ", 0, " Generic, ", 2, " Classes, and ", 2,
10553	" Particles fields"],
10554	Editable->False], TraditionalForm]], "Print",
10555	CellChangeTimes->{
10556	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10557	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10558	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10559	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10560	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10561	3.5001868230308657`^9, 3.500274627920373^9}],
10562
10563	Cell[BoxData[
10564	FormBox[
10565	InterpretationBox[
10566	RowBox[{"\<\"in total: \"\>",
10567	"\[InvisibleSpace]", "\<\"7 Generic, 7 Classes insertions\"\>"}],
10568	SequenceForm["in total: ", "7 Generic, 7 Classes insertions"],
10569	Editable->False], TraditionalForm]], "Print",
10570	CellChangeTimes->{
10571	3.4777460426383^9, 3.4777463299953003`^9, 3.4777465282128*^9,
10572	3.4778113116556997`^9, 3.4778115941982^9, 3.478438884409584*^9,
10573	3.47911751340996^9, 3.47912732465351^9, 3.479547750863003*^9, {
10574	3.499668073492424^9, 3.499668097473929^9}, 3.4996681823196363`*^9,
10575	3.50011977465934^9, 3.500184815382636^9, 3.500185285699235*^9,
10576	3.5001868230308657`^9, 3.500274628063608^9}]
10577	}, Open ]]
10578	}, Open ]],
10579
10580	Cell[CellGroupData[{
10581
10582	Cell[BoxData[
10583	RowBox[{"Paint", "[", "INTopogg", "]"}]], "Input",
10584	CellChangeTimes->{{3.4777460520773^9, 3.4777460643283^9}, {
10585	3.4777465398103^9, 3.4777465399453^9}}],
10586
10587	Cell[CellGroupData[{
10588
10589	Cell[BoxData[
10590	FormBox[
10591	InterpretationBox[
10592	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
10593	"\[InvisibleSpace]", "\<\": \"\>",
10594	"\[InvisibleSpace]", "\<\"2 diagrams\"\>"}],
10595	SequenceForm["> Top. ", 1, ": ", "2 diagrams"],
10596	Editable->False], TraditionalForm]], "Print",
10597	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
10598	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
10599	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
10600	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
10601	3.500273765431819^9, 3.500273968108659^9, 3.500274630450416*^9}],
10602
10603	Cell[BoxData[
10604	FormBox[
10605	InterpretationBox[
10606	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
10607	"\[InvisibleSpace]", "\<\": \"\>",
10608	"\[InvisibleSpace]", "\<\"4 diagrams\"\>"}],
10609	SequenceForm["> Top. ", 2, ": ", "4 diagrams"],
10610	Editable->False], TraditionalForm]], "Print",
10611	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
10612	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
10613	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
10614	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
10615	3.500273765431819^9, 3.500273968108659^9, 3.500274630584344*^9}],
10616
10617	Cell[BoxData[
10618	FormBox[
10619	InterpretationBox[
10620	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
10621	"\[InvisibleSpace]", "\<\": \"\>",
10622	"\[InvisibleSpace]", "\<\"4 diagrams\"\>"}],
10623	SequenceForm["> Top. ", 3, ": ", "4 diagrams"],
10624	Editable->False], TraditionalForm]], "Print",
10625	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
10626	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
10627	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
10628	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
10629	3.500273765431819^9, 3.500273968108659^9, 3.500274630600852*^9}],
10630
10631	Cell[BoxData[
10632	FormBox[
10633	InterpretationBox[
10634	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
10635	"\[InvisibleSpace]", "\<\": \"\>",
10636	"\[InvisibleSpace]", "\<\"4 diagrams\"\>"}],
10637	SequenceForm["> Top. ", 4, ": ", "4 diagrams"],
10638	Editable->False], TraditionalForm]], "Print",
10639	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
10640	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
10641	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
10642	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
10643	3.500273765431819^9, 3.500273968108659^9, 3.5002746306194687`*^9}],
10644
10645	Cell[BoxData[
10646	FormBox[
10647	GraphicsBox[{InsetBox[
10648	GraphicsBox[
10649	{Thickness[0.005], LineBox[CompressedData["
10650	1:eJwd1gtYzNkbB/BfN00os7oYJCPJVMpkUauYqaft4jah2lxSWVZqMek2pf0b
10651	behGs7mVrXYoFVsMUpMuZiKNwg5KgzajrELWRPfQfs+/5+k5z6dzznve9z3n
10652	9zzN2bZ3/Q5tiqLU+CUj1T6On7lcik5gxaVcG41XVMDKozcZGozJ4ZHscIy+
10653	ysc6vRiHX8dbW2D0FrJC+jHWxIfvbbHE/Mc1ngbYL3SIcMuEGa/2etnCgtd/
10654	nvWFaZe19wXAvSZZa2fAglX9mzPgaGZX6fs5XEr08aNjE9xuWClthoXLrJoN
10655	53Ephe2T0XJYejpO5gd7n+xPugCr3LMP58IpKoPuEpjv+lNqJ/xK2Ox1FabL
10656	73tZWSPOhBmbbsOak8o9wbCibyT6b5gWkvfxN1hsmFQwBrM8i6xuwJqmz1Xm
10657	yE91XNHwBJalB+5eASvT5MbdcKDsTcRWMu8e/PAtfOJsVGwCzHU39ekk58Xt
10658	Eohg9ZDK5wFs0rotPx/uebvTQgKLSpW7Csj8Nf8DqbBztYU8Dw6bKxBugXUD
10659	j49lwCmD8Ql2cMiR3T18YqPDfcOoz2p3v9IHdk4zT2iEJeWhMQySj45TXg5c
10660	Mtio24F6eup7aiLh1dzV9FzSv/Rzo+tg2mbXBD/Y14TNdCX9s5OGGsDcOzsz
10661	HMn6nLuTapm4n9Qgq29hlWdnUyQsyZH6uMGilsZ/bGB1x4knm2Elb+zLg9no
10662	9zrz2UkwdyRiLBDmTmscvko87cjHfgvMj3660wuzzFp45+Gwz74Z9qhPcuFY
10663	QQSs6v2BiiL9WNsg8ob5NYPF5D4kHgl3XGDhtxs1WvMR7xNdxwOWXbq60hOm
10664	HDrnBMOKJ8+9DsFM1vZFaST+kjNXa2Ba6LvTcjjFMLb4LayZVcbWQn4hK2dd
10665	MGQh/9agJA/YNy9OYgUr8lLfHoZVwXVOC2FmZa7yFsw+xeTaw95+wrZBWLa8
10666	Yt1suHf5pglG6Acz/FbMBNgjNcaAAWsMU+1e4bySgAVziVUTzANvwLcVOT8b
10667	kvUVGsd0WHLQvvtfxGPcH2JtJPnPMTtQSjx57T1rWCBZfs6P5Nt/5tIg+iH1
10668	y//uDelXlffKZli1kau1G5bEyV8XwfxVleFds3Bu9aMD6eQ99w7E+RJvcJMk
10669	wMpRA5HUHPW8jBbHkP4WZPGYMD15cCSR9H/yp4CMmfgumnzUIpjbuYmhBWuc
10670	d38g75c5WV6cNAP5nZjKbSf7j7YdM4F71oRGfoN8e3paiqqmY0x5WrmW3M88
10671	yUgUTL9TofkNVk0yL/WAaRVUlQqWJS/ss4MDNb5HmOgfZcel2cBhLKfGn2B+
10672	r973y2CNkclACbkPt8tzgmCF5YqqVzBjtuWmYyS+YJUWwwZ9qnef0gSrTuw1
10673	cyN+Xa+ZhPzEZp8vb4X5kusRPDgk01WLb0P61/c8E5YyGfXRsCbPpk4Bp8hn
10674	LtoNO4cVqQfg4eB7ppuIt6SKjNGPbHnQJVdi4xtyC5gfPb/UDE453rTQFHbu
10675	2GX+FvnRVkbGkv3SiawNVbA4SsS8CYsc9B4dhkV5rLJ9MH/mEnt/OPtXKu0b
10676	mC0r+GANs2JcdPNRjzJYeOArec9GyQtnkv4Z+Ot2wOLqJ7czGJhfXM9rJP03
10677	WT86OA37h5/erYazs+r8t8IpjA+h5HvoSZTubzRDH50Tk++S7yk9/ctSWMAV
10678	mXXBdK2O+VdMke/Bvlgazpcd5LZ8B2uc3iU7k/u5ls1pMUF9XftLI0m+nqzu
10679	JJgrDxm6QubTLu72glksT8shWD3xz1RLOKzB6foK9Mdbr+WLMexd6W1xmPRr
10680	35HfZ8DMrA33m8h92BfxFsOBZUW8iba459xR561wyGhkuDscwvJrPAHT7J8u
10681	iiSm63Q+JvF+KbI8CaecNzGZhnyp2jpWGUybta9mI0xfeb5cCmt+ecY5DfeU
10682	Ha+phMU/5i5rhgWLu2ovwgLHoct9pF7d25VZML/Jaok++qO4lsAk53HrXMwM
10683	YNW67FYvOGzhlqgBrPe2a9OfDsuae/1IvJI9MXO7UY8o2LAijZynnlxRDisn
10684	PkheTPLp1dqQTOr1Y2U3kfoKrsUFwsIH83J5sNAkh/8tLOs1GLhjjLx4e7jT
10685	YG7b9TOLYUbQL2l6ZH5c+T53KupUvheOk/emSk7RhQMtn7WReYlW02T+N8jj
10686	YEUt+T4kL4I/dtExb7f5qRNc4pYesB3WHG5cs43Ey1v1x5spqNsn5tYpmPlT
10687	bQYbFiufxD4m54/ml541wrzu9lVmqFdZGLmHA2vadnZuIfehqgqeCNO1s8sL
10688	iUMnWWvBPdHb7N/ZknilR5lkvuLuHXs7xDFgl/4Ie68ssAqHmYrfTG/DzlZT
10689	HfJh0cusOctwvsba1koBi+sjVtQSCxXlr2H61wvWlsifldNKG4Fp8kTtH2HF
10690	3YD7X+FsV/XFXFg1/d+lwzD1VfFPEyxxOjf+D6xKONr/hqzPnRB8l6zPWVcz
10691	SNbvYnwpIPnEp3X/S+IXB6njSL7GjuNKePiGfqAXLG0/nkDi94zpdpmQ/anm
10692	Detg8U4j0y7U63vtVNQr5Cvb0pJQDgtD2DYULGyI/V86LAkvK/9siHuYtG9N
10693	OCxa7c5/ORlxD82Qr4fVS9dXVkxCfxILV3qSfpcvzjg0EfNnRF3fw+zt75f+
10694	YIDzbOfpkPWyfRr1Yhr+3rUjh8TzfeGwaL4+/n5FNiUTpptkf1oyAefbhvHq
10695	SLxzOtU79fDdvDO7P0jO86MXynVxz7drcpaiHu6pEYYXLNscGrefWFBZNqKD
10696	vvyxqa8eVh4aMnoK+259GDtxAfr7+LxeF8woionlwTL2i2PG2O99ySkhE5bI
10697	vPV3wGGmz9wUcMjpoZ1KWFS84vkQLPrTP2sN8pEl7qw0t0cdl/8qfgxL2n2q
10698	l8CS2uxdG5F/WGTtKndYNhyf2wrLjPX9iOm68T9zUK+gQOq5FBZFW947BksF
10699	7YzZsDgzurkGVgrFTl9xHnOhvPMWPByhEbTCdF6wgxhWjxXqF5P84kuyeTCX
10700	bbE6hqz/O1HzEOeV3PF45E7yLdj0jgUzT09ymErWW/RNDUS+anHOC/K+1CcH
10701	8reTfgb5OMtgTWaLqz/pl95ZN/K+KE5+o6M2+rVsfbGIrN/l9ElbC3k+cjif
10702	Cgtbb7UXjHMoZ1XryDHyHjusx3lfOPi/pKRDTPbbH3czH+NQgaeC9W7CITMW
10703	LJ8+wqEEYwG/9xBvHkj0H+JQfCpqvTnyU1fXqtsHOJQ35bw3EBY2d5hL+xHP
10704	X/j8DCxWu2zp/cShVO91l78k65cLaPvhkGUNRjboH3N13Y1QmD/iUrMXFo7f
10705	8D9D1tNdaq/CIflXvWYinm+J25UPZH1PZ18bTI+eF2/lgHi3H7PlOF/qMbqG
10706	B3OjWsYbBjmUpp7bsgcWX6xjtyBfWfhR2yQ4xJrDfjqM+uUGn1JgSjfoQT3q
10707	U7jv+uFXmBl9T1s4ivWb5+vvI/GWNxZqoR+qLXPYAcSXSo1cYL5De6Qj2S9J
10708	LrKEh7XGm/VI/Pbz31/FfubYzZRWUk8Ec3836V+WnVUBeS/3mEW3cL4sep1j
10709	JMxV2XWvQn7sCMEK8t7UUx71pKCelJ8PVTHI+pMLkg6jH7Kum62DpJ9NU502
10710	9MEnjKI7SL8PtCwdf4/8O8qMHpLvxS6A6/KGQ2UXLrvwF7HEp+DAK6z3q2t4
10711	Rjxd5tr5AvkmLAr+SOylbbyjDf20rnxjivOoTGXM0b84eC/xgR7ElOxAfD2H
10712	EukZ2iQSi0asUy5jvv96VPX/5/FTWEvRyOjA/Q8WtRto
10713	"]], InsetBox[
10714	TagBox[
10715	StyleBox[
10716	TagBox["\<\"G\"\>",
10717	DisplayForm],
10718	FontFamily->"Helvetica",
10719	FontSize->9.996694214876035],
10720	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
10721	9.996694214876035]& ], {4.911618926975065, 11.718437853950132`}, \
10722	{1, 1}], LineBox[CompressedData["
10723	1:eJwt1wtUjFsbB/C3lO6dpDLdmAgVZVKS+GpyQsklSeaQYxRKoqI0Uceo0Dk6
10724	NYQToUl3xCCnHKVRJBzk0leRGkYZkibEyKXv/6z1tVZrr197v3s/+3mf/W5s
10725	QqMD16kzDCPDL7WMbAg/47iM4v8ta3hbggyt8OOlrVfQlg4xFn+j5Wsa2Ceh
10726	zaixu70LbfrDRJ4PWlFveAu1qvGVr03RagyZv2PQyrZPXf1+LJ5fe0ezCm1O
10727	0NUbT9Cqjg36R6GNKPQou4/2ceUBfTZaSUe54QO0QcXWR5ptMO9Bw7gO2GTT
10728	P1Oy4FJ5bfMn+ExN14tFMC9q92UW1rmeZpFqBrM2CjxnwybdM/e9YuP5uCXO
10729	sXDI+1yjeph/YJJtATzLx7+yDNb+WpveTPvbMOV0LtyoNnRH0xZxb3A4kQNz
10730	ndpjnWGGFX4nD5aE2HCCYdvY4qFzNP/KiVpbYLvVrsU3YfHsDctTabylqu0l
10731	zL6m8yEdDnJQJGoivpzIPx1SYG6sJnci3FjHfbwZ5uztapsHi30GFy6GG0/W
10732	q62DlVvHJ9rSfGd0/kqC3Uu9z/ch3oo830sZlA+jmTUXYFu30sZs2PfLzOpo
10733	2EilPCEie9wwtIdzUgVxKTS+V+M/z5G/kAlrv0XAzDLh06NwgK8izAfmMO7R
10734	PJgftCbAlPLLbA20ovFJK1rbsR/fr8G5Cvxd++jdhGMw5/BqzVr45ThLJhhW
10735	/V3aIYZVaeFpepTf1uYvmbTu/LV7fhtD9eJU9Dvc1MmxejUa9TYjsITiFFce
10736	WrMMdtfM9y4gu+6W3LVGXlf5uUthfszeT0vhRvGRzi44vTzwjx4rrHNYz8kY
10737	8VWJrmn9BQsbfB7OhsV1p114MIszekE83Li8STEFrvpaqFUCS8PzDEfDTRuV
10738	gmbqr5xz1Ib6heLpPygfN94dcYfFgnbWGKrz5Ho/PswvqJrrBivV650PwaKR
10739	WkFUbwKxi/8j2D22xp+smsiabIZ4c9r9rkyDm+yb3X6BS5PCK63onLlo/PsX
10740	LCjxfPoZ63HzVibRfgNMn3g3wsr1IvdPMOvs9O1ZMMvMMdkQ+WGK47ctpvM0
10741	K00wkvL164NtujDnZ1v7YbDqxIr+OuTHzjV1azutv3JNwg5y82fHPMrn9eoj
10742	bvSenX4buwCO6TG7+4ne64DL8C7EH+AQsfgqrMxSrI+CS89Lf8qC3Rv2ZnVZ
10743	oq7k645EwsKFv68NgtMdxg8LpDoo6ppRY4F8HRXJ58AyeXChLcxKKpw/l+Zv
10744	65iXZY7+3RbXaDx3flmRGpyut2Uhzce6H96zk0V53/bbPlhR5NpgAJeGPN5e
10745	QXUVL/c4Owrjww1N5XTOxkbtDhtF71NDbkL7e3uPmQLL/tHi0TkS7IlnjYCN
10746	SlbJEqjO15/9WQeWbmB9p/oSpG3RM4Nzjg1ffYu+M2rTLaaRp58covqqqhuz
10747	jOaXmL9zU1G/Z+r3Y3DpreC7P6j+1ILbntH8R5q1v9D8o2/zbRBvo7CxopvG
10748	Z7r1hcLSCQ62jTDXcvrAcdjI1tjpBNw6+Mr+HsyZX2AbSef0X/vLfbDi0q0G
10749	Rzoviwajhuj5uFDHHuw3YuS4pkFYpZZTUQjbOd70lcGtLeEvQmBBisT+HMzT
10750	WOtvRvldkH85HFaKy3uLce4knBUcPVhy4M0eR1hRE1eWS/szyMq9jroRjxEb
10751	WMH84L8vRNO5/D7tQ5YZ1fmmHc6waOKOhK+meO8+Fef04NYhJ+MwWJb3VG0I
10752	dcSzm7/ujgny8M+gCfWLjD/pzoBFJ9qFTjDL+UmYZCTOgd3U5+vhqlMt4dNg
10753	0dzwPsloumecd9wxxn5bhhVrIz5p3nu/eFh4zTxqA9zqMvK0K2z07M3cezCn
10754	qSBDF+ZMatEyx3553tdffxqB55bkNM+j+nN9elsFiy9uZ8fSd/iedoAhxrdq
10755	XK88QN/x3LAbNB/PVV5ziu6FXeOlEbR+eXZ1JX3XX/z5czGs8iuqqKJ74Zee
10756	HgU9X33Vrpzqve+b9WTEz0kuHnuI3HLafSOsnNw2ldZrDNW8mQ/7DsZGzqbz
10757	8uAXyR0aX168WJf6MwRru2j8uJKjh7CfgMFJ6m9h/ub9s/Thqo9B257B4j+i
10758	I5ORn4D4ZQeqaPziDJ93yLeqqoWVDAekXHsXRud8Qbh0Esxt+MyT49y2JtdO
10759	akC8kuj/6sTC6T9sWhfB3GHyXiPYKC5O/RbyIxKyHRtwjiUp89LcYaMYlXY2
10760	zGzyPpVvhPfF6agXwBFvyjV1YEZ5MTsBVu4N3NZtiO/HhrS8TJgt/yy+ZYC8
10761	jzilXQ3LTH7/XK+P/dQyQ9/gmM8/etr1ML9wXudCrB9Tf7bIAha6Ra44BStH
10762	dV7dpYs2RLfQAPsRRVqPNIXZpgHFW8gtkeJmHbj6kftjmN26L6kOFisW8RyR
10763	H+nc3o5WmEm9EpJIdrroaYLnpbU5kyrIdWdSN+vSPqevfQLH+Fv7ymCuNyft
10764	NfUfP2i3BvHEjE5Ul1H/1O2jFRSvo2p1DXn79ucbsR+hfefkFFgpveIvh5V9
10765	h9U5MD8pv3oO9s+dk7TlFuLjTvgYvw+WWNu9WULxlu3sK4fFAZsz72K/7AGx
10766	dSnMl+UbetO99epmyTbK30a1LeeRL86lPH0WrNy36fk4yufk4AsZtP6Ii9HH
10767	8V2VygNe/BfxiXPrXoyFld3JkkHsh7EbL6zCd1XiMf/+d+RDEvukYw0s7TYP
10768	fKWN/kPZUhuYW/mEX6uF96vV++ELvgsinbedmcOxbt1rbg/MHW9itFoTcZak
10769	8AfoOxS+32GGBvKRUDRkhueV83d+Hz8M7ku5u5DmX1af4aiO+LbuP3iY5j+R
10770	diVYDfMqpq3qhfnVj9RKGKw36ljOQsTb9LXQeSzMHO1bcgHmVjnnHhzyYoyi
10771	noeZUT35He/2hIUG7pI4mFuxtMILllgaL2+kfBg43c2ClY/29OhTPQcPBRhj
10772	Ps6OqAJPqidRw68C8mRv4Qq6x+vfOryHhbVJ0b/Svb3U5+s2xBfj0cf3s6L6
10773	KDrxnXzQI9CS3scs+6Yk7Edi8XZRM9bjn52e2wPHRLquS4RFJ2dWe2P/3PLK
10774	LF2Kl9XxJQHmrFp3KIPeT7ze1nS4af0F2TBYEhrfsRmWCHoXxyMfTadfVNnB
10775	wrZzTDfdew+X8y9R/lT5rJX0nW7qtzCDZR9e/dmG7zJb305nkRrd25n962Bm
10776	tY5GKOUz391Tg+413rUHkh9eTEyNfXmlGf07qLc09psXw7jEZqfAjOvF/FGD
10777	XozU+Irveph90vN9xWcvJiDjPiuMPMHaKWQAz9vxuQIa//V48pgPXgx71JyB
10778	Aur3k7b91O+F+/tBohzmnntZJnjnxfC1Nnu4UDx2l5WhPRhvMuNjJsWzZ2Ji
10779	v8KLkVnpy/thYdLtuZxX8NsPH4OpvvxM3o3rxnxzlcxlWOg8EHqrC/OFn/5h
10780	TPVT9tDcDP0xzfdn8WFhWkSiChb1nc8+BjPPb+TwMD87zeHAdaq/j2He5m+w
10781	n91XTzbTeM8EB/O3sGnqxHs0n78L35Xinbh/XznMFvXJxyqRn4wFfnHkGA7P
10782	BPuT1Xp0jaPxt6dMeQZLJuU/u4r4mE8F1za992KaduVm+cJsj/M3q2CJ4F/j
10783	G7T/pSsVF2H+bo7BDHLpInsezJ3SJyxDvviZ8zxOUv7ifA9bwtLB7pwDWF/2
10784	sivsIO5R6ekOs5WIT3xYUcmCmWzvrgHsR7pK8+UZ3KNCk4Wv9ZA/prEzM4ju
10785	2TU8ncsvkJ+XuRnG1G9Rz5nZjvWZJVIF7gGm6GH/5YdYX1yi1Uq2MNwRUwdb
10786	7nSWkemnsIZR0v/3RnL/BzXbFyg=
10787	"]], InsetBox[
10788	TagBox[
10789	StyleBox[
10790	TagBox["\<\"G\"\>",
10791	DisplayForm],
10792	FontFamily->"Helvetica",
10793	FontSize->9.996694214876035],
10794	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
10795	9.996694214876035]& ], {5.088381073024935, 6.71843785395013}, \
10796	{-1, 1}], LineBox[CompressedData["
10797	1:eJwt13s8lFkYB/DJdYhSsankssRELklMFo1LGpKktiiV3EWlSHKJDTWhiYpm
10798	pXaSCqmmFo3KbWWbNkmWCK0RMi4Vkh2X2N/5fPYPns93zjvnPOd5n/O+aPkc
10799	dveXoFAoQvyQSFEmv3QYFOr/sXVCl6WBGDXXOc0B0YUy2+uEmD45+jaRfG7X
10800	svYkYpjh6dtPEL0Xcmgkit8xfxhAHKZ8XDCLqJr8iqu4gkGhXzGb3IjodsfW
10801	cgWiyEe6+CJiwu7aHSaIJsyDXzvJuJb7iBFimueHAH1dBsUjZCRVCx66sKEh
10802	DHZTY+jLwQ52S5c/gLkXox37sM6qmN7Yflh46Ux1OSxc8ixCVY9BCUq9V8+G
10803	8xX9vljB3INN7V5w8ZNi5g5YJMU4rg/Tsxq2+8GaMxSzSW0GRSmreX8gzHuj
10804	za6HhX0cM2+YceOf1wXwU7YnxQ32yGsVn4P53JeedNitPCs/Fh7rkdVdBrfa
10805	jCsch3OaF5+eJPvJPNocBxezJytbYRPrSoMMuClqqS6fjD+RfsiDV+2xmsmG
10806	KWltp9vJfNvGgxJh/s4KVyXka+X9yDmc1OPLM7vNcN2LnRahME/mmX06PCY7
10807	f/9hcn2t5chb2Cv2TGoczFw49Yc66pf/7orkZVhcGK/jDxc/WpzzBG6YfZ5+
10808	G06/c+3+AKnvbNrdbjgp8aaeNqmfVIHfYnze6m/K8oX5wdxJBjzd3jNbAIuZ
10809	O7X2waJoTswYLNTTlzkC57S9esqgkX55sysSpqb3HUmDqX/e9SB56uis3dIM
10810	V03urfAi6/qX6y1ZyaAIckufr4efbnwqtQOm7QvQXAqvKnhrmQJTgsfefCL5
10811	WWjEFsNh654YlpP81fU//g23vu76PQVWaLo8VwTTpXaLPWApF554GNa8NP+M
10812	Pqyp8970C8yM3yeYAzOvUn/vhj3OaPcJSb1t1dtfw1yvjWUv4KCT6oElZHxI
10813	fIf0W55xwK4smMe2KyamDn3tj4CDtEsd/oIVQjL9tsFuiRxmNzzd+32JGRzl
10814	Ua1DxXrbTRptyX65AysqLODYukfdUiT/rYLkMHJeIoKrxajPsGfKWR6c01Vu
10815	P07qdd3o7DfY45+DITMwZf/NedaoT4e/zZ8L8H3vvGusJDhMRSrYBG74yT7g
10816	BTwkqvrsCacr95vK4T5ZSX+MPQdzmi/zbGEFfmrdC7I/1/XDYeScqFnRFfWx
10817	vlp2QCbs4Pnk1c9wVHPb9F041FDR9zrs7X9Y7TE8fK7p7ie4IXF3SRnsclHJ
10818	i26A/Uf32pDre3YZGMbDYWPnHpL5glRd5KvgfMuzv0TA00W9ahPk+hsGyZvg
10819	MQf2B9oqXMcZGVCDL312snaFTaSm1AbJfs9y4oNgpQ3i2+Qc8a1qw4/DIo9c
10820	DRYs9Yq2NwZmZPVJkP7ilztORsAevhNcc5gW33PUH/YW7KGQ/kpSD/uZzM/4
10821	uOCFLFzkbfPLaphpXmA6h5zb2e2LFpD5A/T/lSHPneHsLV+Qr2a8xaYlpN/5
10822	fqx6mPauud0CZhz1k34AC9s/vdkPJ0goDHLgqhKv9ky4akmINgumOpuva4TT
10823	W085JcAmqVcblclzJ/Lz5VMwZSZw0244LDin/TyZn8ZZfgMWVOiF5JP6TV0p
10824	7ocbPI216+Ao45VnV6EvOH2NgZMwtzTFKpj0yfUNBqbIX/ME/eFVWGnYeOII
10825	XNWUpysg43P8Zfhwwkknuz7YKtTOQcIQdXu/gjYJSyWIIl1hqsnCeAo5p4O7
10826	NmfD4txTx8g4Zzwpuhvm8jIqRXBU38J6PSN8Phhwvg6+pK/s4g/zvFxYt2Gu
10827	dKBdNkxVnimKIevzZHbXwiYaX502kfUCIgt74aCMlA5VuGPxvbJJWNBEE38k
10828	/di5PFXKGOf7XqA+H07wv5AtCbu5JHeySf9wplrEuJ429RPzIKxq6nqVzMd9
10829	qWb3M2yy/tNvL8m4e6g9Ey6at+6fIphSumvTRtKP7vIpqbCSvW2LO+lX1pyR
10830	YLL+Kc/3B4iVC32dyfjfuq/IejmucWrGMF+anVkOmy3+W28pud7dk/cNTiur
10831	2axI5j9UZLqW7EdiYEYObmA+6jpB6pfc7LDAiJwHgXM17LKhuVQbFreUvaei
10832	3knal8Jtjcj75TeqK8z3rNM4AAvVkraxYaqt5kAOrClQjnkOV1G+XGyFvU/O
10833	O/svLKqtPbkM9eFVHu5Xwzktsuko94WHnyfGmMNJTp369+H0PqVr9mRcfmXc
10834	FCyS1TV3gKfvrV2tbYK+fGnNo8NZkl0vHWHqv4VTWnDA+3m/BMJMbnzCHFhe
10835	K8EnCR5e76X0Duun6DnfyYF5PX81FsLTajqC+3DCm0nDE3C+e86ecjjoW0uR
10836	Iyxzc3RTLSzSyupWgceSDvGew/mprdv6UR/9nT/2PIOjbHK31sC07JVR5Puq
10837	3DUDN0l/BaYYP4Q5Nj2vLpD+2zE9fgP27uyzToXpoZ/aLsL8sJqZ83Bhmcn0
10838	KbJ+v6TbdbiY15B4FKaHpPdXwD1nWFm+ZL+s4hlyPkIbQpg7YY/31Y7LkJ9l
10839	jG2GK0wbGZTfCXfIK9k5k/22COi/wi5dm6aJ+fPvR3XC8pKyBlvJfM6zjnqo
10840	l5dc6IwXsaXT/EPwXsuS4ENk/eO6zAdwQneJdjKZ/+E19mdYzX64gEvqG/Kp
10841	UhvnPI//g2MV2f/zC0pb4B9rnqp0w2FrSzUOw0oFPYuoqxFj5WQS4T9PSugY
10842	wUL11H0p5Lkb8335djioqGJLMixuvNsWRexgmBABX/jBjXEF9mbZLPGEnTMD
10843	XR/DDMdHJWawZeh5WjPMn+u/VQ72Y9VqDMKUsQdr3iHf094vy6aI11BbbsER
10844	PS6lMqbI32l+fQQcZpC1QAGmT3Tf3gCXPnssRaw6Gtm0DF6oYSgpS67PtEqZ
10845	IO91FWHJd5LPH073hHCbod7YMNwa3FnZCLMDcx93kfy4toIGmHXssuYbuMqH
10846	taWdvHc3GrhUkXxLPuwYhfe2TvrzYM7oWQ8VrLdK/te0XDL+l/9mch5upUYJ
10847	LsNuK3X40fCQ1TNKBuyxdXNJGczIuDbChll1t+bPwLnbVutcIPPZy3lsQD1Y
10848	hd2ibJi+KH82Db4l/W1bAcyTvB/eCA/VXrcqh6kyCusW4TkcOdNm85bcHxFd
10849	djO8tOlk5Vdy/+53C+Pg0IHuUWXUg6EVsjIPTtc+0kuHwwI2llbAf9T1JO+F
10850	OZG57XVwq0oHLwluWMcJr4c5hurWhTB/8HVnDWynqUuth70j9kjfI+/dKV+J
10851	L7Cm9WJ7NhzRxrNUWIP1pgU+ATDPPFqkAwuPdSfT4boa8wg6nD5yYp4srF70
10852	Is4RZsmdTm7C/u7tOS90hbkdZ+JvkP7YISreCtNdChMiST0OrN6yBTZR4XSR
10853	/u14YmbFJONUvdLV8HDDup+syXrlA6XLSf8Jx9Yak3zKuUYqsJRjkbkG7HbM
10854	ZkgVzvKf8ZpHvh9qYbkSHpepfvMd+xGXebaT+0GZiH38GVbi+igegrdLKhp+
10855	IPs9YJzBhdlVvdrvYMp6U367Afm7Lym8CebW/Bq5nLw3naOrienlgSd84SiV
10856	kLg22C2Itf4OrHxmd0cvnF/bbjYKu6YfeTsOJygq1q/FezJb3klPEfnlF8/N
10857	C4d9vja70WDVrd/PFcBel0u4G2HxsnR+MzxpVWJxAK5SfFg2DrO/Wi06Dwvi
10858	W36bi+f83hK6agmx8arpRfDjbjmNdph5lNE3H5Yn/+eZ/f//nhHjPwCuCaY=
10859
10860	"]], InsetBox[
10861	TagBox[
10862	StyleBox[
10863	TagBox["\<\"G\"\>",
10864	DisplayForm],
10865	FontFamily->"Helvetica",
10866	FontSize->9.996694214876035],
10867	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
10868	9.996694214876035]& ], {14.911618926975065`, 13.281562146049868`}, \
10869	{1, -1}], LineBox[CompressedData["
10870	1:eJw91ws01GkfB/CpXEZuk4xGqCGFqCZNGipNJUVZRKVSTRelTBFiFZkSuaUh
10871	ZG1lCl2oGGWQbSKlkltu2dVlKGVjNYRS5P0+77vndY7znM/5P8/v9n8MDHf5
10872	rvcaT6FQZPgm6/++jLn/X9M4PeUOWLn+3I+aWN1TEupSsD6dZzEyGaucEfVn
10873	O9ay8JcZqlgtolKE5jO5lGL1gpKhGVyK54tkqR/8TU9Y3Ay767pvz4NprqNn
10874	bsCyTwfFnbDormpWABz4Vt9NaxaXIlBXr10If+tbs5oNpz1uY/cbcSmmzWaK
10875	a2EX7+hluXDyAdWwjTDn/r6Q3bCnyRBjEyyq+C3IAO45zi52ginLLIvbDLmU
10876	PcOd2Yth5oF5iSKYoaEUZwRTRbvUD8Hs/jBPBVhesrltFSxjT7B/h/o4/EU2
10877	ZrB24LWkcph7xLaHAf+6TCf5MvF90Vw6Ob89PiYSbr3/SWIAe0annvaFWVQT
10878	yXy4bPbFnTuJ6WntzrCd27xUTxJ/XY4gCM63a7fdRebx6nR4Jtx6ja8QAEer
10879	REU2waG/Jk05S9wXoqGM/m4mqc6TwLIj7yI5sMXaS7EfSbyRp7v2wktUOD8M
10880	Sb9Lp6xMIPN6cOfzbjK/wG2Kt+GurIrIXLi4u+5tBezdtPrSEPzUOi2gFr6w
10881	12pghQmXIgy60lYNDxQbLEyAvfeulkhJfHPO1BaYY+hjlgW/3zT+BMMU88x7
10882	JwuD2RMcT7rBrV0cZSfYLvCPqEiYoqRmPRl+OkD3uAWLJuQFNKA/hVzO3CqY
10883	Nfn6WDz8yONiURuctlLFg7yP+NcP9Tvg6Oqrmj+ZyB8V/PM17OLqVFgC13dp
10884	+NbDa8yMi4/Cf3TXfLgH51d5Oa2EXZwnsjNgYX+MBx1u8ruxLxz283l86/10
10885	1E1/Id1G/JiWIYG/sUpjlxBzI4SXYV6WeMo0Eq9RGp4N5zcvS1Yg9Z8651kO
10886	d5VnD/dhHjLzEO0vcFZQ7NBHmNEf1KSHfOwbja+IWcPvrq2CjRftPdcPdzlo
10887	1gbCtGX746mIJ7ekvrwK230OLDMj8xoQL/gTzjJpv72B5Ff1clXBPKKbWbvj
10888	yLzsiwrZcFfDjvBnMC/aVnczzNyS5ahhhvdlN0cQCPNVFB9tIr4pdY6EBeN/
10889	FGXCrdPidsTCA7esWj/D1FAVpQi4PiSqyXo29i+UTPcl7yOhISAcZjxJopH7
10890	KwuZflMKd/n882AGrGadXDwImxZcSuhFvR5xKRYzzFFf8Kw1Ypj3j8kEe5hi
10891	46B5CB4Z7ruxDaY6jtmbwKFLvZUPwH7Tt/dJMb89n94e84G5eYmHLeGbKmGv
10892	dxF3vKTfnob57DD1dYWF9yLOWMEe8t4GDizX3D9aZ8Cl3L20/dtUmNfCbAyD
10893	i+MvKX9HffUNyqIVBmSeMx1bYV571Oh0+Nt6Za1iOF9ad0wHbmJ1i36HmWFP
10894	f58JP3p+UzMSZnH3Na0ldi1dFATLQu0yo2DOkFGGH8ydIr7WAFMlU72PwGUr
10895	LZ6Yo776LU/syPn8T3mbz8DalUW+IpiSObi1H1YT+9yohF2epWRvQL8U6ZjN
10896	V1JveDGzAF6zqmOURfoXhQvGYV6yb0u9/cn8vub8MIT1ryRfLIE5z5fmc8i8
10897	B1tOKljg/SjPsrKDkyXMZhc4+iPtEvl54JfPWHEBlj+JOGYFW9jYnHgPix74
10898	/q1Pzo/R+CZzUO+IvtZn8vPx4C19N8wVmg0lwN5XF8hSYJE19Zo+LHzlEy+F
10899	hWG2ky6gn6Z7sx1ewbK8gNJJcOjR2aW95PwRYcpJzGfJKH3cENmfeKjiiz7q
10900	sl9S0A/L2zy8DsCyLovWTliQXcDr1sPnrfjku3rYRVXf/Bh8s3vDhUKYdtUp
10901	3YA4+KdGKomneOde81Tc01uDRwLJ86iTt7NhXl+loRtM4RemJsCvyrR4bBIv
10902	qzVKCCvUindNhVnnrU/lwBb7FEyViYeChX/ByekHvUbIfNImPiD56pkdgT9g
10903	nmedux+8pMvVXpHkv+Eqr4Fp6TEbSLwyI3rJfPSj7TKcZUPy2X44lwoHfk+7
10904	70XqMR3Z/BUWNHffSSfPS9JozpiPiPHP/FaY+bJm2m9woMqxSP25mN/OGeEv
10905	4HXa2QVesGyVYvcAuW+CKTFimMYz/knBvGXn7peOwrzStS7kudpY+vDqecg3
10906	mnSqFlag1SslwH43HJyEMG3HvaYamNXvt2cxbBuvUz2ehfwH6SENqG+Wm3ev
10907	Lizbvl5rM3yVya8yh7lfF+1vRL8ez+drcWCWC2uxPdzziHrXFpb/qEuVYH5l
10908	52zblsEuOouzzWDTAMfexTAtme+fpculVP4MiV0AC3xKJObwh0qnMBM4v6gt
10909	s4LBpUgza0oZ5HxBbpEvnHra0oNK8v88lGoJd1Fye3pRf1mNe686zM8oP14L
10910	C/j4QwcWtp/NEcO86hlJmvB7gd6ZdLJfWEphw54rShTj4PzK/uUHYf0FLy+f
10911	IvOxqFMsht0rbOKjyX6x3TIa6mMF7ROch5mxcufDcOgkycP/xqcOWbfAjNLD
10912	Bi/heta7Zmv0G2t25vAE1Cu03zTxPNzy5c/v08m8jmhN+Bu+tP7Afi6L/B7T
10913	8zLH/PZIvr7YTfYPVIVtgbVK6GYxxMpFBwJg9/0hv+SR+VS94QTC3m5Gus3k
10914	/eQUDm+F0/vadw/DZdbsmtmwkvE9Xb35uFcXjsvake/QaPxya5iZO29nBJwe
10915	l0F1g2lmDV5a8MbBsOf7YGFwVHUS+tGvkekHw/lrlk5SgTtoDlUCWFbuaHAU
10916	8+FoGr45BQtWbtPqnoL3s2ptRgR5fkd78k64Vtc4IYzkzxSqtutwKW8+6uwI
10917	gLnNa0N9Yar6uC9esDz/pAMNjnIsdNpI8ivNT6yk4/5OVIpbBZfZ82OSYauu
10918	6gY2zDOI9D4GN5T5rZtJ6mvt20TMf+unxYBZJQn+5+C94mOzNEh+jdW15fD3
10919	g4l7qaTen1LhBOSb+Ne1CGWy33S6xgZYQYf9XRX2o0rkYlgq/6SmQ85nVOyj
10920	ox+7PfJykq/eP2jrUTgwN7nDhtT/oiuzDTZ9dXnUHXaRVnPJ/bJyMuSTfoWr
10921	Dp4NZ5D8Xh4pJP/g/dASWImj9qQEpsRvFb+Bi7V+u/yWxN9ypbAHTnq44KGi
10922	Jfp3dlfrgDWS1CnmsCzx9gopPK3mw+JfYL9G7uAJeI3tHP4hmKWy/tlc2DaH
10923	dT2WeEx36xPUZ2k8MP8KLBw7a+gMcyZbHr9L4m0YW1OFfl8tX2JTDguMhyKX
10924	wrTQX52fwry4Ix23MD9jPff3z2AX9ejTTFjunLWlkux/ExOZro372nJqrZTU
10925	kxd6kQn7v2gXFMAURqF60WR8flT092TCoiDVPTthSfF40TkS7+jxTUYwlz7w
10926	x0nyfHZnzg8t9K8+wvcnDuvR7YVvz5vauJvUf3SO6zB8ndM4tsmS3E9xnx7O
10927	68Tf6XQm+e3vZ7jBSgvpzutgbuZq/Yvwp7vnm52IR8Z5D8CsK9lt7nC9iqDX
10928	HfXaDDtF7yTzarteVAIbfbn4OIDE19l20QD9+q04szyO2Ewzgty3rjf+h6/B
10929	TJPB+Fo42er1+SekXo7AXQvz4zYmVH8i+1s6pqyEv211UKItwLxWZHVsg9N+
10930	GZ1pBcslsbd4sF9B53hPWLQxItARTh5TCxbAzIm/L9eDW4bu+Fwh++8kWjQh
10931	X9N27c6yBeS+qDkHw+/DKeptMG2w85YyPC2iZ7Gc7NdJZsRo//t/HvvfVZv7
10932	H+PO7bM=
10933	"]], InsetBox[
10934	TagBox[
10935	StyleBox[
10936	TagBox["\<\"G\"\>",
10937	DisplayForm],
10938	FontFamily->"Helvetica",
10939	FontSize->9.996694214876035],
10940	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
10941	9.996694214876035]& ], {15.088381073024935`, 8.28156214604987}, \
10942	{-1, -1}],
10943	{PointSize[0.04], PointBox[{10., 10.}]}, InsetBox[
10944	TagBox[
10945	StyleBox[
10946	TagBox["\<\"T1 G1 N1\"\>",
10947	DisplayForm],
10948	FontFamily->"Helvetica",
10949	FontSize->7.997355371900828],
10950	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
10951	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
10952	AspectRatio->1,
10953	PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[
10954	GraphicsBox[
10955	{Thickness[0.005], LineBox[CompressedData["
10956	1:eJwd1gtYzNkbB/BfN00os7oYJCPJVMpkUauYqaft4jah2lxSWVZqMek2pf0b
10957	behGs7mVrXYoFVsMUpMuZiKNwg5KgzajrELWRPfQfs+/5+k5z6dzznve9z3n
10958	9zzN2bZ3/Q5tiqLU+CUj1T6On7lcik5gxaVcG41XVMDKozcZGozJ4ZHscIy+
10959	ysc6vRiHX8dbW2D0FrJC+jHWxIfvbbHE/Mc1ngbYL3SIcMuEGa/2etnCgtd/
10960	nvWFaZe19wXAvSZZa2fAglX9mzPgaGZX6fs5XEr08aNjE9xuWClthoXLrJoN
10961	53Ephe2T0XJYejpO5gd7n+xPugCr3LMP58IpKoPuEpjv+lNqJ/xK2Ox1FabL
10962	73tZWSPOhBmbbsOak8o9wbCibyT6b5gWkvfxN1hsmFQwBrM8i6xuwJqmz1Xm
10963	yE91XNHwBJalB+5eASvT5MbdcKDsTcRWMu8e/PAtfOJsVGwCzHU39ekk58Xt
10964	Eohg9ZDK5wFs0rotPx/uebvTQgKLSpW7Csj8Nf8DqbBztYU8Dw6bKxBugXUD
10965	j49lwCmD8Ql2cMiR3T18YqPDfcOoz2p3v9IHdk4zT2iEJeWhMQySj45TXg5c
10966	Mtio24F6eup7aiLh1dzV9FzSv/Rzo+tg2mbXBD/Y14TNdCX9s5OGGsDcOzsz
10967	HMn6nLuTapm4n9Qgq29hlWdnUyQsyZH6uMGilsZ/bGB1x4knm2Elb+zLg9no
10968	9zrz2UkwdyRiLBDmTmscvko87cjHfgvMj3660wuzzFp45+Gwz74Z9qhPcuFY
10969	QQSs6v2BiiL9WNsg8ob5NYPF5D4kHgl3XGDhtxs1WvMR7xNdxwOWXbq60hOm
10970	HDrnBMOKJ8+9DsFM1vZFaST+kjNXa2Ba6LvTcjjFMLb4LayZVcbWQn4hK2dd
10971	MGQh/9agJA/YNy9OYgUr8lLfHoZVwXVOC2FmZa7yFsw+xeTaw95+wrZBWLa8
10972	Yt1suHf5pglG6Acz/FbMBNgjNcaAAWsMU+1e4bySgAVziVUTzANvwLcVOT8b
10973	kvUVGsd0WHLQvvtfxGPcH2JtJPnPMTtQSjx57T1rWCBZfs6P5Nt/5tIg+iH1
10974	y//uDelXlffKZli1kau1G5bEyV8XwfxVleFds3Bu9aMD6eQ99w7E+RJvcJMk
10975	wMpRA5HUHPW8jBbHkP4WZPGYMD15cCSR9H/yp4CMmfgumnzUIpjbuYmhBWuc
10976	d38g75c5WV6cNAP5nZjKbSf7j7YdM4F71oRGfoN8e3paiqqmY0x5WrmW3M88
10977	yUgUTL9TofkNVk0yL/WAaRVUlQqWJS/ss4MDNb5HmOgfZcel2cBhLKfGn2B+
10978	r973y2CNkclACbkPt8tzgmCF5YqqVzBjtuWmYyS+YJUWwwZ9qnef0gSrTuw1
10979	cyN+Xa+ZhPzEZp8vb4X5kusRPDgk01WLb0P61/c8E5YyGfXRsCbPpk4Bp8hn
10980	LtoNO4cVqQfg4eB7ppuIt6SKjNGPbHnQJVdi4xtyC5gfPb/UDE453rTQFHbu
10981	2GX+FvnRVkbGkv3SiawNVbA4SsS8CYsc9B4dhkV5rLJ9MH/mEnt/OPtXKu0b
10982	mC0r+GANs2JcdPNRjzJYeOArec9GyQtnkv4Z+Ot2wOLqJ7czGJhfXM9rJP03
10983	WT86OA37h5/erYazs+r8t8IpjA+h5HvoSZTubzRDH50Tk++S7yk9/ctSWMAV
10984	mXXBdK2O+VdMke/Bvlgazpcd5LZ8B2uc3iU7k/u5ls1pMUF9XftLI0m+nqzu
10985	JJgrDxm6QubTLu72glksT8shWD3xz1RLOKzB6foK9Mdbr+WLMexd6W1xmPRr
10986	35HfZ8DMrA33m8h92BfxFsOBZUW8iba459xR561wyGhkuDscwvJrPAHT7J8u
10987	iiSm63Q+JvF+KbI8CaecNzGZhnyp2jpWGUybta9mI0xfeb5cCmt+ecY5DfeU
10988	Ha+phMU/5i5rhgWLu2ovwgLHoct9pF7d25VZML/Jaok++qO4lsAk53HrXMwM
10989	YNW67FYvOGzhlqgBrPe2a9OfDsuae/1IvJI9MXO7UY8o2LAijZynnlxRDisn
10990	PkheTPLp1dqQTOr1Y2U3kfoKrsUFwsIH83J5sNAkh/8tLOs1GLhjjLx4e7jT
10991	YG7b9TOLYUbQL2l6ZH5c+T53KupUvheOk/emSk7RhQMtn7WReYlW02T+N8jj
10992	YEUt+T4kL4I/dtExb7f5qRNc4pYesB3WHG5cs43Ey1v1x5spqNsn5tYpmPlT
10993	bQYbFiufxD4m54/ml541wrzu9lVmqFdZGLmHA2vadnZuIfehqgqeCNO1s8sL
10994	iUMnWWvBPdHb7N/ZknilR5lkvuLuHXs7xDFgl/4Ie68ssAqHmYrfTG/DzlZT
10995	HfJh0cusOctwvsba1koBi+sjVtQSCxXlr2H61wvWlsifldNKG4Fp8kTtH2HF
10996	3YD7X+FsV/XFXFg1/d+lwzD1VfFPEyxxOjf+D6xKONr/hqzPnRB8l6zPWVcz
10997	SNbvYnwpIPnEp3X/S+IXB6njSL7GjuNKePiGfqAXLG0/nkDi94zpdpmQ/anm
10998	Detg8U4j0y7U63vtVNQr5Cvb0pJQDgtD2DYULGyI/V86LAkvK/9siHuYtG9N
10999	OCxa7c5/ORlxD82Qr4fVS9dXVkxCfxILV3qSfpcvzjg0EfNnRF3fw+zt75f+
11000	YIDzbOfpkPWyfRr1Yhr+3rUjh8TzfeGwaL4+/n5FNiUTpptkf1oyAefbhvHq
11001	SLxzOtU79fDdvDO7P0jO86MXynVxz7drcpaiHu6pEYYXLNscGrefWFBZNqKD
11002	vvyxqa8eVh4aMnoK+259GDtxAfr7+LxeF8woionlwTL2i2PG2O99ySkhE5bI
11003	vPV3wGGmz9wUcMjpoZ1KWFS84vkQLPrTP2sN8pEl7qw0t0cdl/8qfgxL2n2q
11004	l8CS2uxdG5F/WGTtKndYNhyf2wrLjPX9iOm68T9zUK+gQOq5FBZFW947BksF
11005	7YzZsDgzurkGVgrFTl9xHnOhvPMWPByhEbTCdF6wgxhWjxXqF5P84kuyeTCX
11006	bbE6hqz/O1HzEOeV3PF45E7yLdj0jgUzT09ymErWW/RNDUS+anHOC/K+1CcH
11007	8reTfgb5OMtgTWaLqz/pl95ZN/K+KE5+o6M2+rVsfbGIrN/l9ElbC3k+cjif
11008	Cgtbb7UXjHMoZ1XryDHyHjusx3lfOPi/pKRDTPbbH3czH+NQgaeC9W7CITMW
11009	LJ8+wqEEYwG/9xBvHkj0H+JQfCpqvTnyU1fXqtsHOJQ35bw3EBY2d5hL+xHP
11010	X/j8DCxWu2zp/cShVO91l78k65cLaPvhkGUNRjboH3N13Y1QmD/iUrMXFo7f
11011	8D9D1tNdaq/CIflXvWYinm+J25UPZH1PZ18bTI+eF2/lgHi3H7PlOF/qMbqG
11012	B3OjWsYbBjmUpp7bsgcWX6xjtyBfWfhR2yQ4xJrDfjqM+uUGn1JgSjfoQT3q
11013	U7jv+uFXmBl9T1s4ivWb5+vvI/GWNxZqoR+qLXPYAcSXSo1cYL5De6Qj2S9J
11014	LrKEh7XGm/VI/Pbz31/FfubYzZRWUk8Ec3836V+WnVUBeS/3mEW3cL4sep1j
11015	JMxV2XWvQn7sCMEK8t7UUx71pKCelJ8PVTHI+pMLkg6jH7Kum62DpJ9NU502
11016	9MEnjKI7SL8PtCwdf4/8O8qMHpLvxS6A6/KGQ2UXLrvwF7HEp+DAK6z3q2t4
11017	Rjxd5tr5AvkmLAr+SOylbbyjDf20rnxjivOoTGXM0b84eC/xgR7ElOxAfD2H
11018	EukZ2iQSi0asUy5jvv96VPX/5/FTWEvRyOjA/Q8WtRto
11019	"]], InsetBox[
11020	TagBox[
11021	StyleBox[
11022	TagBox["\<\"G\"\>",
11023	DisplayForm],
11024	FontFamily->"Helvetica",
11025	FontSize->9.996694214876035],
11026	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11027	9.996694214876035]& ], {4.911618926975065, 11.718437853950132`}, \
11028	{1, 1}], LineBox[CompressedData["
11029	1:eJwt1wtUjFsbB/C3lO6dpDLdmAgVZVKS+GpyQsklSeaQYxRKoqI0Uceo0Dk6
11030	NYQToUl3xCCnHKVRJBzk0leRGkYZkibEyKXv/6z1tVZrr197v3s/+3mf/W5s
11031	QqMD16kzDCPDL7WMbAg/47iM4v8ta3hbggyt8OOlrVfQlg4xFn+j5Wsa2Ceh
11032	zaixu70LbfrDRJ4PWlFveAu1qvGVr03RagyZv2PQyrZPXf1+LJ5fe0ezCm1O
11033	0NUbT9Cqjg36R6GNKPQou4/2ceUBfTZaSUe54QO0QcXWR5ptMO9Bw7gO2GTT
11034	P1Oy4FJ5bfMn+ExN14tFMC9q92UW1rmeZpFqBrM2CjxnwybdM/e9YuP5uCXO
11035	sXDI+1yjeph/YJJtATzLx7+yDNb+WpveTPvbMOV0LtyoNnRH0xZxb3A4kQNz
11036	ndpjnWGGFX4nD5aE2HCCYdvY4qFzNP/KiVpbYLvVrsU3YfHsDctTabylqu0l
11037	zL6m8yEdDnJQJGoivpzIPx1SYG6sJnci3FjHfbwZ5uztapsHi30GFy6GG0/W
11038	q62DlVvHJ9rSfGd0/kqC3Uu9z/ch3oo830sZlA+jmTUXYFu30sZs2PfLzOpo
11039	2EilPCEie9wwtIdzUgVxKTS+V+M/z5G/kAlrv0XAzDLh06NwgK8izAfmMO7R
11040	PJgftCbAlPLLbA20ovFJK1rbsR/fr8G5Cvxd++jdhGMw5/BqzVr45ThLJhhW
11041	/V3aIYZVaeFpepTf1uYvmbTu/LV7fhtD9eJU9Dvc1MmxejUa9TYjsITiFFce
11042	WrMMdtfM9y4gu+6W3LVGXlf5uUthfszeT0vhRvGRzi44vTzwjx4rrHNYz8kY
11043	8VWJrmn9BQsbfB7OhsV1p114MIszekE83Li8STEFrvpaqFUCS8PzDEfDTRuV
11044	gmbqr5xz1Ib6heLpPygfN94dcYfFgnbWGKrz5Ho/PswvqJrrBivV650PwaKR
11045	WkFUbwKxi/8j2D22xp+smsiabIZ4c9r9rkyDm+yb3X6BS5PCK63onLlo/PsX
11046	LCjxfPoZ63HzVibRfgNMn3g3wsr1IvdPMOvs9O1ZMMvMMdkQ+WGK47ctpvM0
11047	K00wkvL164NtujDnZ1v7YbDqxIr+OuTHzjV1azutv3JNwg5y82fHPMrn9eoj
11048	bvSenX4buwCO6TG7+4ne64DL8C7EH+AQsfgqrMxSrI+CS89Lf8qC3Rv2ZnVZ
11049	oq7k645EwsKFv68NgtMdxg8LpDoo6ppRY4F8HRXJ58AyeXChLcxKKpw/l+Zv
11050	65iXZY7+3RbXaDx3flmRGpyut2Uhzce6H96zk0V53/bbPlhR5NpgAJeGPN5e
11051	QXUVL/c4Owrjww1N5XTOxkbtDhtF71NDbkL7e3uPmQLL/tHi0TkS7IlnjYCN
11052	SlbJEqjO15/9WQeWbmB9p/oSpG3RM4Nzjg1ffYu+M2rTLaaRp58covqqqhuz
11053	jOaXmL9zU1G/Z+r3Y3DpreC7P6j+1ILbntH8R5q1v9D8o2/zbRBvo7CxopvG
11054	Z7r1hcLSCQ62jTDXcvrAcdjI1tjpBNw6+Mr+HsyZX2AbSef0X/vLfbDi0q0G
11055	Rzoviwajhuj5uFDHHuw3YuS4pkFYpZZTUQjbOd70lcGtLeEvQmBBisT+HMzT
11056	WOtvRvldkH85HFaKy3uLce4knBUcPVhy4M0eR1hRE1eWS/szyMq9jroRjxEb
11057	WMH84L8vRNO5/D7tQ5YZ1fmmHc6waOKOhK+meO8+Fef04NYhJ+MwWJb3VG0I
11058	dcSzm7/ujgny8M+gCfWLjD/pzoBFJ9qFTjDL+UmYZCTOgd3U5+vhqlMt4dNg
11059	0dzwPsloumecd9wxxn5bhhVrIz5p3nu/eFh4zTxqA9zqMvK0K2z07M3cezCn
11060	qSBDF+ZMatEyx3553tdffxqB55bkNM+j+nN9elsFiy9uZ8fSd/iedoAhxrdq
11061	XK88QN/x3LAbNB/PVV5ziu6FXeOlEbR+eXZ1JX3XX/z5czGs8iuqqKJ74Zee
11062	HgU9X33Vrpzqve+b9WTEz0kuHnuI3HLafSOsnNw2ldZrDNW8mQ/7DsZGzqbz
11063	8uAXyR0aX168WJf6MwRru2j8uJKjh7CfgMFJ6m9h/ub9s/Thqo9B257B4j+i
11064	I5ORn4D4ZQeqaPziDJ93yLeqqoWVDAekXHsXRud8Qbh0Esxt+MyT49y2JtdO
11065	akC8kuj/6sTC6T9sWhfB3GHyXiPYKC5O/RbyIxKyHRtwjiUp89LcYaMYlXY2
11066	zGzyPpVvhPfF6agXwBFvyjV1YEZ5MTsBVu4N3NZtiO/HhrS8TJgt/yy+ZYC8
11067	jzilXQ3LTH7/XK+P/dQyQ9/gmM8/etr1ML9wXudCrB9Tf7bIAha6Ra44BStH
11068	dV7dpYs2RLfQAPsRRVqPNIXZpgHFW8gtkeJmHbj6kftjmN26L6kOFisW8RyR
11069	H+nc3o5WmEm9EpJIdrroaYLnpbU5kyrIdWdSN+vSPqevfQLH+Fv7ymCuNyft
11070	NfUfP2i3BvHEjE5Ul1H/1O2jFRSvo2p1DXn79ucbsR+hfefkFFgpveIvh5V9
11071	h9U5MD8pv3oO9s+dk7TlFuLjTvgYvw+WWNu9WULxlu3sK4fFAZsz72K/7AGx
11072	dSnMl+UbetO99epmyTbK30a1LeeRL86lPH0WrNy36fk4yufk4AsZtP6Ii9HH
11073	8V2VygNe/BfxiXPrXoyFld3JkkHsh7EbL6zCd1XiMf/+d+RDEvukYw0s7TYP
11074	fKWN/kPZUhuYW/mEX6uF96vV++ELvgsinbedmcOxbt1rbg/MHW9itFoTcZak
11075	8AfoOxS+32GGBvKRUDRkhueV83d+Hz8M7ku5u5DmX1af4aiO+LbuP3iY5j+R
11076	diVYDfMqpq3qhfnVj9RKGKw36ljOQsTb9LXQeSzMHO1bcgHmVjnnHhzyYoyi
11077	noeZUT35He/2hIUG7pI4mFuxtMILllgaL2+kfBg43c2ClY/29OhTPQcPBRhj
11078	Ps6OqAJPqidRw68C8mRv4Qq6x+vfOryHhbVJ0b/Svb3U5+s2xBfj0cf3s6L6
11079	KDrxnXzQI9CS3scs+6Yk7Edi8XZRM9bjn52e2wPHRLquS4RFJ2dWe2P/3PLK
11080	LF2Kl9XxJQHmrFp3KIPeT7ze1nS4af0F2TBYEhrfsRmWCHoXxyMfTadfVNnB
11081	wrZzTDfdew+X8y9R/lT5rJX0nW7qtzCDZR9e/dmG7zJb305nkRrd25n962Bm
11082	tY5GKOUz391Tg+413rUHkh9eTEyNfXmlGf07qLc09psXw7jEZqfAjOvF/FGD
11083	XozU+Irveph90vN9xWcvJiDjPiuMPMHaKWQAz9vxuQIa//V48pgPXgx71JyB
11084	Aur3k7b91O+F+/tBohzmnntZJnjnxfC1Nnu4UDx2l5WhPRhvMuNjJsWzZ2Ji
11085	v8KLkVnpy/thYdLtuZxX8NsPH4OpvvxM3o3rxnxzlcxlWOg8EHqrC/OFn/5h
11086	TPVT9tDcDP0xzfdn8WFhWkSiChb1nc8+BjPPb+TwMD87zeHAdaq/j2He5m+w
11087	n91XTzbTeM8EB/O3sGnqxHs0n78L35Xinbh/XznMFvXJxyqRn4wFfnHkGA7P
11088	BPuT1Xp0jaPxt6dMeQZLJuU/u4r4mE8F1za992KaduVm+cJsj/M3q2CJ4F/j
11089	G7T/pSsVF2H+bo7BDHLpInsezJ3SJyxDvviZ8zxOUv7ifA9bwtLB7pwDWF/2
11090	sivsIO5R6ekOs5WIT3xYUcmCmWzvrgHsR7pK8+UZ3KNCk4Wv9ZA/prEzM4ju
11091	2TU8ncsvkJ+XuRnG1G9Rz5nZjvWZJVIF7gGm6GH/5YdYX1yi1Uq2MNwRUwdb
11092	7nSWkemnsIZR0v/3RnL/BzXbFyg=
11093	"]], InsetBox[
11094	TagBox[
11095	StyleBox[
11096	TagBox["\<\"G\"\>",
11097	DisplayForm],
11098	FontFamily->"Helvetica",
11099	FontSize->9.996694214876035],
11100	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11101	9.996694214876035]& ], {5.088381073024935, 6.71843785395013}, \
11102	{-1, 1}], LineBox[CompressedData["
11103	1:eJwt13s8lFkYB/DJdYhSsankssRELklMFo1LGpKktiiV3EWlSHKJDTWhiYpm
11104	pXaSCqmmFo3KbWWbNkmWCK0RMi4Vkh2X2N/5fPYPns93zjvnPOd5n/O+aPkc
11105	dveXoFAoQvyQSFEmv3QYFOr/sXVCl6WBGDXXOc0B0YUy2+uEmD45+jaRfG7X
11106	svYkYpjh6dtPEL0Xcmgkit8xfxhAHKZ8XDCLqJr8iqu4gkGhXzGb3IjodsfW
11107	cgWiyEe6+CJiwu7aHSaIJsyDXzvJuJb7iBFimueHAH1dBsUjZCRVCx66sKEh
11108	DHZTY+jLwQ52S5c/gLkXox37sM6qmN7Yflh46Ux1OSxc8ixCVY9BCUq9V8+G
11109	8xX9vljB3INN7V5w8ZNi5g5YJMU4rg/Tsxq2+8GaMxSzSW0GRSmreX8gzHuj
11110	za6HhX0cM2+YceOf1wXwU7YnxQ32yGsVn4P53JeedNitPCs/Fh7rkdVdBrfa
11111	jCsch3OaF5+eJPvJPNocBxezJytbYRPrSoMMuClqqS6fjD+RfsiDV+2xmsmG
11112	KWltp9vJfNvGgxJh/s4KVyXka+X9yDmc1OPLM7vNcN2LnRahME/mmX06PCY7
11113	f/9hcn2t5chb2Cv2TGoczFw49Yc66pf/7orkZVhcGK/jDxc/WpzzBG6YfZ5+
11114	G06/c+3+AKnvbNrdbjgp8aaeNqmfVIHfYnze6m/K8oX5wdxJBjzd3jNbAIuZ
11115	O7X2waJoTswYLNTTlzkC57S9esqgkX55sysSpqb3HUmDqX/e9SB56uis3dIM
11116	V03urfAi6/qX6y1ZyaAIckufr4efbnwqtQOm7QvQXAqvKnhrmQJTgsfefCL5
11117	WWjEFsNh654YlpP81fU//g23vu76PQVWaLo8VwTTpXaLPWApF554GNa8NP+M
11118	Pqyp8970C8yM3yeYAzOvUn/vhj3OaPcJSb1t1dtfw1yvjWUv4KCT6oElZHxI
11119	fIf0W55xwK4smMe2KyamDn3tj4CDtEsd/oIVQjL9tsFuiRxmNzzd+32JGRzl
11120	Ua1DxXrbTRptyX65AysqLODYukfdUiT/rYLkMHJeIoKrxajPsGfKWR6c01Vu
11121	P07qdd3o7DfY45+DITMwZf/NedaoT4e/zZ8L8H3vvGusJDhMRSrYBG74yT7g
11122	BTwkqvrsCacr95vK4T5ZSX+MPQdzmi/zbGEFfmrdC7I/1/XDYeScqFnRFfWx
11123	vlp2QCbs4Pnk1c9wVHPb9F041FDR9zrs7X9Y7TE8fK7p7ie4IXF3SRnsclHJ
11124	i26A/Uf32pDre3YZGMbDYWPnHpL5glRd5KvgfMuzv0TA00W9ahPk+hsGyZvg
11125	MQf2B9oqXMcZGVCDL312snaFTaSm1AbJfs9y4oNgpQ3i2+Qc8a1qw4/DIo9c
11126	DRYs9Yq2NwZmZPVJkP7ilztORsAevhNcc5gW33PUH/YW7KGQ/kpSD/uZzM/4
11127	uOCFLFzkbfPLaphpXmA6h5zb2e2LFpD5A/T/lSHPneHsLV+Qr2a8xaYlpN/5
11128	fqx6mPauud0CZhz1k34AC9s/vdkPJ0goDHLgqhKv9ky4akmINgumOpuva4TT
11129	W085JcAmqVcblclzJ/Lz5VMwZSZw0244LDin/TyZn8ZZfgMWVOiF5JP6TV0p
11130	7ocbPI216+Ao45VnV6EvOH2NgZMwtzTFKpj0yfUNBqbIX/ME/eFVWGnYeOII
11131	XNWUpysg43P8Zfhwwkknuz7YKtTOQcIQdXu/gjYJSyWIIl1hqsnCeAo5p4O7
11132	NmfD4txTx8g4Zzwpuhvm8jIqRXBU38J6PSN8Phhwvg6+pK/s4g/zvFxYt2Gu
11133	dKBdNkxVnimKIevzZHbXwiYaX502kfUCIgt74aCMlA5VuGPxvbJJWNBEE38k
11134	/di5PFXKGOf7XqA+H07wv5AtCbu5JHeySf9wplrEuJ429RPzIKxq6nqVzMd9
11135	qWb3M2yy/tNvL8m4e6g9Ey6at+6fIphSumvTRtKP7vIpqbCSvW2LO+lX1pyR
11136	YLL+Kc/3B4iVC32dyfjfuq/IejmucWrGMF+anVkOmy3+W28pud7dk/cNTiur
11137	2axI5j9UZLqW7EdiYEYObmA+6jpB6pfc7LDAiJwHgXM17LKhuVQbFreUvaei
11138	3knal8Jtjcj75TeqK8z3rNM4AAvVkraxYaqt5kAOrClQjnkOV1G+XGyFvU/O
11139	O/svLKqtPbkM9eFVHu5Xwzktsuko94WHnyfGmMNJTp369+H0PqVr9mRcfmXc
11140	FCyS1TV3gKfvrV2tbYK+fGnNo8NZkl0vHWHqv4VTWnDA+3m/BMJMbnzCHFhe
11141	K8EnCR5e76X0Duun6DnfyYF5PX81FsLTajqC+3DCm0nDE3C+e86ecjjoW0uR
11142	Iyxzc3RTLSzSyupWgceSDvGew/mprdv6UR/9nT/2PIOjbHK31sC07JVR5Puq
11143	3DUDN0l/BaYYP4Q5Nj2vLpD+2zE9fgP27uyzToXpoZ/aLsL8sJqZ83Bhmcn0
11144	KbJ+v6TbdbiY15B4FKaHpPdXwD1nWFm+ZL+s4hlyPkIbQpg7YY/31Y7LkJ9l
11145	jG2GK0wbGZTfCXfIK9k5k/22COi/wi5dm6aJ+fPvR3XC8pKyBlvJfM6zjnqo
11146	l5dc6IwXsaXT/EPwXsuS4ENk/eO6zAdwQneJdjKZ/+E19mdYzX64gEvqG/Kp
11147	UhvnPI//g2MV2f/zC0pb4B9rnqp0w2FrSzUOw0oFPYuoqxFj5WQS4T9PSugY
11148	wUL11H0p5Lkb8335djioqGJLMixuvNsWRexgmBABX/jBjXEF9mbZLPGEnTMD
11149	XR/DDMdHJWawZeh5WjPMn+u/VQ72Y9VqDMKUsQdr3iHf094vy6aI11BbbsER
11150	PS6lMqbI32l+fQQcZpC1QAGmT3Tf3gCXPnssRaw6Gtm0DF6oYSgpS67PtEqZ
11151	IO91FWHJd5LPH073hHCbod7YMNwa3FnZCLMDcx93kfy4toIGmHXssuYbuMqH
11152	taWdvHc3GrhUkXxLPuwYhfe2TvrzYM7oWQ8VrLdK/te0XDL+l/9mch5upUYJ
11153	LsNuK3X40fCQ1TNKBuyxdXNJGczIuDbChll1t+bPwLnbVutcIPPZy3lsQD1Y
11154	hd2ibJi+KH82Db4l/W1bAcyTvB/eCA/VXrcqh6kyCusW4TkcOdNm85bcHxFd
11155	djO8tOlk5Vdy/+53C+Pg0IHuUWXUg6EVsjIPTtc+0kuHwwI2llbAf9T1JO+F
11156	OZG57XVwq0oHLwluWMcJr4c5hurWhTB/8HVnDWynqUuth70j9kjfI+/dKV+J
11157	L7Cm9WJ7NhzRxrNUWIP1pgU+ATDPPFqkAwuPdSfT4boa8wg6nD5yYp4srF70
11158	Is4RZsmdTm7C/u7tOS90hbkdZ+JvkP7YISreCtNdChMiST0OrN6yBTZR4XSR
11159	/u14YmbFJONUvdLV8HDDup+syXrlA6XLSf8Jx9Yak3zKuUYqsJRjkbkG7HbM
11160	ZkgVzvKf8ZpHvh9qYbkSHpepfvMd+xGXebaT+0GZiH38GVbi+igegrdLKhp+
11161	IPs9YJzBhdlVvdrvYMp6U367Afm7Lym8CebW/Bq5nLw3naOrienlgSd84SiV
11162	kLg22C2Itf4OrHxmd0cvnF/bbjYKu6YfeTsOJygq1q/FezJb3klPEfnlF8/N
11163	C4d9vja70WDVrd/PFcBel0u4G2HxsnR+MzxpVWJxAK5SfFg2DrO/Wi06Dwvi
11164	W36bi+f83hK6agmx8arpRfDjbjmNdph5lNE3H5Yn/+eZ/f//nhHjPwCuCaY=
11165
11166	"]], InsetBox[
11167	TagBox[
11168	StyleBox[
11169	TagBox["\<\"G\"\>",
11170	DisplayForm],
11171	FontFamily->"Helvetica",
11172	FontSize->9.996694214876035],
11173	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11174	9.996694214876035]& ], {14.911618926975065`, 13.281562146049868`}, \
11175	{1, -1}], LineBox[CompressedData["
11176	1:eJw91ws01GkfB/CpXEZuk4xGqCGFqCZNGipNJUVZRKVSTRelTBFiFZkSuaUh
11177	ZG1lCl2oGGWQbSKlkltu2dVlKGVjNYRS5P0+77vndY7znM/5P8/v9n8MDHf5
11178	rvcaT6FQZPgm6/++jLn/X9M4PeUOWLn+3I+aWN1TEupSsD6dZzEyGaucEfVn
11179	O9ay8JcZqlgtolKE5jO5lGL1gpKhGVyK54tkqR/8TU9Y3Ay767pvz4NprqNn
11180	bsCyTwfFnbDormpWABz4Vt9NaxaXIlBXr10If+tbs5oNpz1uY/cbcSmmzWaK
11181	a2EX7+hluXDyAdWwjTDn/r6Q3bCnyRBjEyyq+C3IAO45zi52ginLLIvbDLmU
11182	PcOd2Yth5oF5iSKYoaEUZwRTRbvUD8Hs/jBPBVhesrltFSxjT7B/h/o4/EU2
11183	ZrB24LWkcph7xLaHAf+6TCf5MvF90Vw6Ob89PiYSbr3/SWIAe0annvaFWVQT
11184	yXy4bPbFnTuJ6WntzrCd27xUTxJ/XY4gCM63a7fdRebx6nR4Jtx6ja8QAEer
11185	REU2waG/Jk05S9wXoqGM/m4mqc6TwLIj7yI5sMXaS7EfSbyRp7v2wktUOD8M
11186	Sb9Lp6xMIPN6cOfzbjK/wG2Kt+GurIrIXLi4u+5tBezdtPrSEPzUOi2gFr6w
11187	12pghQmXIgy60lYNDxQbLEyAvfeulkhJfHPO1BaYY+hjlgW/3zT+BMMU88x7
11188	JwuD2RMcT7rBrV0cZSfYLvCPqEiYoqRmPRl+OkD3uAWLJuQFNKA/hVzO3CqY
11189	Nfn6WDz8yONiURuctlLFg7yP+NcP9Tvg6Oqrmj+ZyB8V/PM17OLqVFgC13dp
11190	+NbDa8yMi4/Cf3TXfLgH51d5Oa2EXZwnsjNgYX+MBx1u8ruxLxz283l86/10
11191	1E1/Id1G/JiWIYG/sUpjlxBzI4SXYV6WeMo0Eq9RGp4N5zcvS1Yg9Z8651kO
11192	d5VnD/dhHjLzEO0vcFZQ7NBHmNEf1KSHfOwbja+IWcPvrq2CjRftPdcPdzlo
11193	1gbCtGX746mIJ7ekvrwK230OLDMj8xoQL/gTzjJpv72B5Ff1clXBPKKbWbvj
11194	yLzsiwrZcFfDjvBnMC/aVnczzNyS5ahhhvdlN0cQCPNVFB9tIr4pdY6EBeN/
11195	FGXCrdPidsTCA7esWj/D1FAVpQi4PiSqyXo29i+UTPcl7yOhISAcZjxJopH7
11196	KwuZflMKd/n882AGrGadXDwImxZcSuhFvR5xKRYzzFFf8Kw1Ypj3j8kEe5hi
11197	46B5CB4Z7ruxDaY6jtmbwKFLvZUPwH7Tt/dJMb89n94e84G5eYmHLeGbKmGv
11198	dxF3vKTfnob57DD1dYWF9yLOWMEe8t4GDizX3D9aZ8Cl3L20/dtUmNfCbAyD
11199	i+MvKX9HffUNyqIVBmSeMx1bYV571Oh0+Nt6Za1iOF9ad0wHbmJ1i36HmWFP
11200	f58JP3p+UzMSZnH3Na0ldi1dFATLQu0yo2DOkFGGH8ydIr7WAFMlU72PwGUr
11201	LZ6Yo776LU/syPn8T3mbz8DalUW+IpiSObi1H1YT+9yohF2epWRvQL8U6ZjN
11202	V1JveDGzAF6zqmOURfoXhQvGYV6yb0u9/cn8vub8MIT1ryRfLIE5z5fmc8i8
11203	B1tOKljg/SjPsrKDkyXMZhc4+iPtEvl54JfPWHEBlj+JOGYFW9jYnHgPix74
11204	/q1Pzo/R+CZzUO+IvtZn8vPx4C19N8wVmg0lwN5XF8hSYJE19Zo+LHzlEy+F
11205	hWG2ky6gn6Z7sx1ewbK8gNJJcOjR2aW95PwRYcpJzGfJKH3cENmfeKjiiz7q
11206	sl9S0A/L2zy8DsCyLovWTliQXcDr1sPnrfjku3rYRVXf/Bh8s3vDhUKYdtUp
11207	3YA4+KdGKomneOde81Tc01uDRwLJ86iTt7NhXl+loRtM4RemJsCvyrR4bBIv
11208	qzVKCCvUindNhVnnrU/lwBb7FEyViYeChX/ByekHvUbIfNImPiD56pkdgT9g
11209	nmedux+8pMvVXpHkv+Eqr4Fp6TEbSLwyI3rJfPSj7TKcZUPy2X44lwoHfk+7
11210	70XqMR3Z/BUWNHffSSfPS9JozpiPiPHP/FaY+bJm2m9woMqxSP25mN/OGeEv
11211	4HXa2QVesGyVYvcAuW+CKTFimMYz/knBvGXn7peOwrzStS7kudpY+vDqecg3
11212	mnSqFlag1SslwH43HJyEMG3HvaYamNXvt2cxbBuvUz2ehfwH6SENqG+Wm3ev
11213	Lizbvl5rM3yVya8yh7lfF+1vRL8ez+drcWCWC2uxPdzziHrXFpb/qEuVYH5l
11214	52zblsEuOouzzWDTAMfexTAtme+fpculVP4MiV0AC3xKJObwh0qnMBM4v6gt
11215	s4LBpUgza0oZ5HxBbpEvnHra0oNK8v88lGoJd1Fye3pRf1mNe686zM8oP14L
11216	C/j4QwcWtp/NEcO86hlJmvB7gd6ZdLJfWEphw54rShTj4PzK/uUHYf0FLy+f
11217	IvOxqFMsht0rbOKjyX6x3TIa6mMF7ROch5mxcufDcOgkycP/xqcOWbfAjNLD
11218	Bi/heta7Zmv0G2t25vAE1Cu03zTxPNzy5c/v08m8jmhN+Bu+tP7Afi6L/B7T
11219	8zLH/PZIvr7YTfYPVIVtgbVK6GYxxMpFBwJg9/0hv+SR+VS94QTC3m5Gus3k
11220	/eQUDm+F0/vadw/DZdbsmtmwkvE9Xb35uFcXjsvake/QaPxya5iZO29nBJwe
11221	l0F1g2lmDV5a8MbBsOf7YGFwVHUS+tGvkekHw/lrlk5SgTtoDlUCWFbuaHAU
11222	8+FoGr45BQtWbtPqnoL3s2ptRgR5fkd78k64Vtc4IYzkzxSqtutwKW8+6uwI
11223	gLnNa0N9Yar6uC9esDz/pAMNjnIsdNpI8ivNT6yk4/5OVIpbBZfZ82OSYauu
11224	6gY2zDOI9D4GN5T5rZtJ6mvt20TMf+unxYBZJQn+5+C94mOzNEh+jdW15fD3
11225	g4l7qaTen1LhBOSb+Ne1CGWy33S6xgZYQYf9XRX2o0rkYlgq/6SmQ85nVOyj
11226	ox+7PfJykq/eP2jrUTgwN7nDhtT/oiuzDTZ9dXnUHXaRVnPJ/bJyMuSTfoWr
11227	Dp4NZ5D8Xh4pJP/g/dASWImj9qQEpsRvFb+Bi7V+u/yWxN9ypbAHTnq44KGi
11228	Jfp3dlfrgDWS1CnmsCzx9gopPK3mw+JfYL9G7uAJeI3tHP4hmKWy/tlc2DaH
11229	dT2WeEx36xPUZ2k8MP8KLBw7a+gMcyZbHr9L4m0YW1OFfl8tX2JTDguMhyKX
11230	wrTQX52fwry4Ix23MD9jPff3z2AX9ejTTFjunLWlkux/ExOZro372nJqrZTU
11231	kxd6kQn7v2gXFMAURqF60WR8flT092TCoiDVPTthSfF40TkS7+jxTUYwlz7w
11232	x0nyfHZnzg8t9K8+wvcnDuvR7YVvz5vauJvUf3SO6zB8ndM4tsmS3E9xnx7O
11233	68Tf6XQm+e3vZ7jBSgvpzutgbuZq/Yvwp7vnm52IR8Z5D8CsK9lt7nC9iqDX
11234	HfXaDDtF7yTzarteVAIbfbn4OIDE19l20QD9+q04szyO2Ewzgty3rjf+h6/B
11235	TJPB+Fo42er1+SekXo7AXQvz4zYmVH8i+1s6pqyEv211UKItwLxWZHVsg9N+
11236	GZ1pBcslsbd4sF9B53hPWLQxItARTh5TCxbAzIm/L9eDW4bu+Fwh++8kWjQh
11237	X9N27c6yBeS+qDkHw+/DKeptMG2w85YyPC2iZ7Gc7NdJZsRo//t/HvvfVZv7
11238	H+PO7bM=
11239	"]], InsetBox[
11240	TagBox[
11241	StyleBox[
11242	TagBox["\<\"G\"\>",
11243	DisplayForm],
11244	FontFamily->"Helvetica",
11245	FontSize->9.996694214876035],
11246	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11247	9.996694214876035]& ], {15.088381073024935`, 8.28156214604987}, \
11248	{-1, -1}],
11249	{PointSize[0.04], PointBox[{10., 10.}]}, InsetBox[
11250	TagBox[
11251	StyleBox[
11252	TagBox["\<\"T1 C1 N2\"\>",
11253	DisplayForm],
11254	FontFamily->"Helvetica",
11255	FontSize->7.997355371900828],
11256	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11257	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
11258	AspectRatio->1,
11259	PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}],
11260	InsetBox[
11261	GraphicsBox[
11262	{Thickness[0.005], LineBox[CompressedData["
11263	1:eJwd1A9YzNkaB/CjJo22GClh+jOl2aLpmlYylOYXLaEYWlfSkkUlZcqqWCGV
11264	2+Rfs7eUuqnhKmxZYQilBiErmlJK2pqUKxVGBkVb+z13nqdnns9zzu+87/v9
11265	ncn2J+nKzXqEkBP4o99EO4KPBUNYFPYM6Z5zhRMCF6fEZFGrjVaueTQR6+1s
11266	x7Gwtqt4hjusqW6ocISvxUacUJozxPL+rrrlcNjWbXxPmHkY6p0Iiyz90p6b
11267	MUTFuhVXAQvdQsvSYE65OFCPzxDeui37g+CqaQv2L4VLkttz5sO5C3q9s2DH
11268	zfdzvKhXDrW9gI87/Kt/NTzwwu6Q07cMkXANWUnwD2W8M9vg7rlCphKOuBFR
11269	dw6uPrJYwkY/8QUdrOfwgDDGZw3syMwtIQ4Mke3v0xTDUa8WV0+GhWFhl/+C
11270	2VbWDXx4Z3bProWYt9klvt8eFr008U2E5Wt3N1vA1yzMm4vh3F1LH4zgfFGW
11271	7bHbsMpIltIGM0eW9KlgkeoWcxX2kZb+sxAu9hfsSIVVi4Kl22HfW5mNgbBi
11272	T8FnPuzjNuLsDMtSUx/fpv31zXDXp/O69rcshbUH/kxrRx7d6W9eV2Fe48rr
11273	MVU0r8WJid/BCRef1l+G5Tzji9kTUCdSPuECzBTJakZMkbPl8ORSeJLTXlE4
11274	HH+gaGYN3T9q+bdt4/H8BdOJb+HqmvqAYNi3bLiDi/rEXden42B/SonzD7Am
11275	qHlaPmyvv9z8GHw2vzxwAyy42SlphRMSFyk94OTzncscaJ4ViQtd4IYV41b+
11276	DGv07YbmwYqoZb/ehLVJ1meC6fktZgH6jthvZTYlE+btaOLPh7uPiPxa4Oa6
11277	qQ/j4IDheUcc0V+3PzvpFCw3HLm4G645UWB4Cy7pjgt8DCcf/qKoh2V+/k5c
11278	zKvp8nRugn3WzzT5Ee6q2mpXCxO3ztA0eIeFRlYGqz+qVv9O93uvf3cCZk/X
11279	tVyleR38GLCT1l+5UVcIK7wy+H4wR1F/ew/cfCfmkzXsGGRzyJ26ODVNS+9b
11280	D+9KB/qJaPItrYIHIvzLtsP2rxIn5sHBgWPG9mM+dZnP5H1wif/23o2wLP9V
11281	/RZ6P/OOBuWMw3ubcvHlelgtvDQ9ZCz6+2VI+hMsX2Rn4maC30n81JFomm+r
11282	v8LMGPn8xzz1KMyL7G/85hvMSx5FlMLMatf99kaY51L+rl5a77qLdvMY9Ntm
11283	8Zcj+ufZvs5sZDOk/K+LTyNhjbK2NhZWd+XIS2neWbXKJbCq3C9efxr63/eL
11284	qQQOu1NVtwzmeBnEJsGuvXW1mdTPwla1w8nWDq3NcIlJ4/Ig1Au7nH3SdDru
11285	y6UDSe9h7Qovp/mwotf0Ywb62zFz9tfNMEeTqu+B/iUpb7h7YLmZYddzOKhg
11286	lVMKrDGcZROOeZnT/uuTYfWiIaM/YdGFpUkx1MNtcwXIp0H+8u1a+vzd/3VI
11287	qK9Ex86BtdGXbRfCTNvpVRx63jWzBWNg1t6T5p3oNyrgRGM2zivZFC9V0v4f
11288	qpSDqG/vlS5IgVVnxf0CWM7mj14HC0+1Fs5B/xLjggPusKJyb5ED5mO7zXll
11289	S9eln+cR5CG4e2PElJ7/Mu3Yo9GoJwxz4MCaFZ4ROQYM8fZkpk+h642v9kez
11290	8HvPLvd0oXlaBNr8qI/nG1frr6L1rYryQvTw/7j1a2IyrG6VDh8bxZA+Lp+p
11291	gOXDZcnvCX7XD0ULCc37Az92DzwQ5M34wFEC2y53OMrDKiMdJnJthgAOsy9I
11292	aIeDdT6j/eCuO/XzpjlhPTz54HG4ZoKR1TbqovH72Kgnm+V7tggWiguyM+By
11293	SUNFO6y2P+czE/0JdQ3n2QLUcZXZtcCsbDdvPiy0u7duL+aRjURrXGFe9kZ/
11294	c8zLyXwZNxvWprdqM2DLWkmWM0wGbWbrYGWzNGgSrE51yXNCXvYfRm0ZRD3F
11295	66uRs2BL07raejhhIHbEBG6wyBoqhDnz77++jOejCpqzdsLBJ7+Mc4SLE4ZC
11296	l8Dy9vHHI2m+90e72MCqOP69VPSbPEmaMUjvz01hZRKd74+U/uew5AbLbRPy
11297	MOa3LKum92fCMuPwYTFxXH1dpIJVM0MTRw2JiaTH8noVzf9ZT+jpQTE5zM5c
11298	+JTut8+qC/0sJhkdvZU6ev9ZNoHrP4qJgORF0vpkqY1n7gcxGdJzN1oF897m
11299	pAv6xUSRN70una57WRVOeS8mPuc905/BTOSnvRFaMdHWctVTkY+qhZU/FZY9
11300	XvFECityPN54wCKLuic3aJ6JpS0lcIL/cjM9Z6zfP3vjZ5ynk9jpL4CDS75b
11301	Eot6fS+sA3ZTK99tKEQ/5b/yZpyDmVPcB+90mLfDwPohNesOb94nzNto+72G
11302	npfv07oT8+18vHFNtzOd97P70QEx8W2pPNNJ96d5eoYjj5pPF8Y/ofv5v8UP
11303	waLOT3rXYF6crGf2FzFRhnA3ZPz/+fyICXB329qYcDihlL3gIPZPEkyp96Dr
11304	X7YxuThfVaZzHUvP+8Omxg/1W527QzpoHkzn72eQr8Sgj3udmttVfBXzdBsk
11305	Pcmi+TQteX8Q8w9pi8v20XXh4dPb3ooJ686hrO1wwqJxfYrXYpKb0/lbNMxU
11306	+N1t6hITzuhNRXvoerXC0FMjJsHckGuZ1P+W3RtowvvM2LemnOa9wZIjVWMe
11307	+dekN9QGZ3vmVOH9+A0WOqJfctBo3QMl+jvz35tbqRXRM/pykc/350OU1PRz
11308	/CYxpt//YP4GmMiV9w==
11309	"]], InsetBox[
11310	TagBox[
11311	StyleBox[
11312	TagBox["\<\"G\"\>",
11313	DisplayForm],
11314	FontFamily->"Helvetica",
11315	FontSize->9.996694214876035],
11316	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11317	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
11318	{1, 1}], LineBox[CompressedData["
11319	1:eJwV1gs01GkfB/AHzUTCuKyUMC6VS6JS2NT8u2iFWkUotQ25tNlFJVRoUMu8
11320	9XamiOimsKaLzFZqvFGzUciGmtQgjG6rpGxRI5b3+8w5c+Z8zv/5/57f7zvP
11321	nPlbhsWui1AnhJzGm36S3nG8pjBkkH5aM8T2SIvhS1jqWRZ5HRa3ZrZfhj1K
11322	i6qj4cI7F51/guNXD/9uC0vdx3SHjRlSLBrJ6LdiSG9C3i4B7JKzf0MVLH2j
11323	zVN9xxBf00hpLqzpFTgxAh5lhV9KoeuNU180GjHkcMHLizvo+j0xDvPggbuH
11324	8nbCylVly08bYt3A5Vv7YYXqfoABrGBlyPNgsdMPRrkG6I/13rQS5uqoDs+G
11325	6x17I3tgztJXHxX6DJHcGnTRRb+qR4tjT8MTZk977AErFips9sHvu0J2b4c1
11326	X2xm7YSLI01Dc+C4hFalALZ9+UVdCpNNcXElcNWXcn05LFqovuM57NF+p/Ql
11327	PPCsv94S+4c3bd3QC9cvab4ZB7u1WnoqYa8plTq1sFEPy7wRlhkciDLGPOKj
11328	XKcLsMR/169hdL4X5sH7aL2H6/WL4Fd+VhrL6f0W6xrkcJz/j0bqML9NUjsA
11329	e0x5JP8fnb9hiclXOL5prTwWFoQvU76CnzebtljDLeVJgZWwb9mS7DZLhjAr
11330	pnbEw6Iz9o+yqR2TBkzgCRqLJq2He5ck2YnRrzM586sFfGJhgfZMOLmn784g
11331	lyFJq1hvcjF/kmbuyqcwZ37k2XEOQwLeTa+shVv2vk+OgI2CKt1k1J4jDSf1
11332	4Bnta+phsqyZSdZlyOUHmZ86YH5Wu3uCDs6DSWzOMK3H/RB1bDJDptex59L9
11333	nX9iDTzTZsgpwWiUNyyodjP2hfklirwkmDNRSD5NYkjtlLzR32FivOrYA3iy
11334	waPmx7Bsd1PoE9jos9rPw7CErazXxv3FithNJsinMNpaLxqe3OyX5wiTqFOX
11335	38Emua8TXeG4TvdzaegnaXyH0oWub0zsnIF+NfMXrpgBy9oDb/4FcweflGnS
11336	9bKNkdGYT+z35HY33S/gg+ArHL/AV3wJFh3ftzsKeUgNJ5nF0Py1bw5fhf+q
11337	ebzYDi6M1YuWw8E2JYJu5OEs7zKthfkeZjnZMHdyuzAdfrVpBeNF81RbsU+X
11338	1mt0W0lgpZVIbTv2k7h6C5It4J6A0Hz0x5F+ZWnBgt4S5XnM43yxnH3RHPXs
11339	TVKPYF7V3D0pYTBz5c/sCOQlShYEuMDO0+K2z9PCudjSsoYLD4g0745PZMi2
11340	/+wenwETJi1Awcb16J1Ny2HBZusN91n4NPHWToSVgTId+QSs0/eeXEXXu/B8
11341	2LBt+swNuujHuTTMPlIDv5cGVdc2uGVlX9UXddQbWeZwHy78r29XJezcVbye
11342	Q8/H91PNy+Haih0J7rCfmuU9Ofxc9PpDCCy7qTFkhXo25T4Zu2FG9UB5HPYq
11343	9t9ygN7fpzK1wf6+JesdMmGRRcJoDeyR2W+aQq8b9U+KRv/8+a4jETTv1XuT
11344	dTGfYu1Sh2U070/2kiI44Fr+OQO4cGbeRS7yUHiskf5B8739TZgMM0+LzjrC
11345	jOBgfzks+U1YdBrzi7Y5+1TAoj0nVWxY4u3sLISTGhZYxpqhfrfxz/Zw1sjW
11346	so7pyNuzSa8A+2VVO31bC/PFjakd6K8lnPf5qSn2O6ZjP4j+xWoFbTFwi9Xl
11347	LX2YV+zqYGBmSr/3zk8NyEdzeOXYy2m43rS6NV8Nv+shVXctLAjdURRBcN0l
11348	rPEOXChZuC5ujEcGljSXyKmPt9e5jvJIXOLReWMw3+eqwYJvPGLbxHL0QH3u
11349	+mSHPSoekV7JjxHCsiPpcv2vPCLaYGjRAytTKwY1v8CZfe8Xo3/ZjZ1zwod4
11350	xC/D1qcA5gY55djACqO+PwZgpe1o4Uq4Xni7axHy4M7axb8LS+fI9BOp0+c1
11351	HkI9sfDZijM0r4ar67KxX2FDysYrcOEmbu599KM0GVpaQq/3aLjpo9+4RT56
11352	6dRszcbNIzwiKeWwPWFBnVljLuYTFf2Q+xH7M8LyvNJ/ecSk94rPAVgwcHBr
11353	CvIgFXYSNlz4MVFPcxzXe05Z7cN8DHvo9fewtMi8+A3y4Q71zNGBlRvrTq+h
11354	+abpHN+L+7ftrTsnnYr7D50JzkB9W/YZe3uYb+jkOxv7K3RDQ8Qm6O/h9VOp
11355	6Fec8G+NK/W3mshMzMPZMmP2c/wPE/+J5kGYXzEpKOoEzPh3PiSDmM99dH4M
11356	rExuXpT/D4/wO7iz6P82U9HfF/0B/YSVlUTR+0OzJYq3PMJN3dWXBctCYmzP
11357	vUb/2rcs7tD1V68detvDIzLFlgQ29hdYiQ8WdqL+L2MhG6nTRrTaFDySlO54
11358	qYL2pyXMKWjlEbfS4F4DzEPsghb9I+cRL0FG2i+wQPim7CnM/46jV02ddiV1
11359	HtZzPuceG6e+YMnreMYjqhtfJE7Ii0QEhp7owPexVfVqFSyrqgo3UPJIr7uH
11360	2AdmBk+qTrzA+WzKFs2n6xMDqxagf64gnq9G8xZdS6n+m0davGu0bqA+Myt1
11361	jPUO88W3nfeHZdZ13X/38UhWwtI1nehf9mdTNNOP83bP0ziIztNaa/cZNilR
11362	Vd+jebVp2PXBnMynwjk0H52KQVN4m/9v6nl47iGr79uko95A4v7rE6jN8g5a
11363	I99grfSPyXjuYUoOP9F9g3lym7MmwDKvU0Yh6J9z5PP5s3juEZTNZa1+jvN7
11364	9ELKWuofu7fbI6/ean2/6TCpDn67uAb56vXNUaOmr+JqoqTPb4bM/wHnSp4c
11365
11366	"]], InsetBox[
11367	TagBox[
11368	StyleBox[
11369	TagBox["\<\"G\"\>",
11370	DisplayForm],
11371	FontFamily->"Helvetica",
11372	FontSize->9.996694214876035],
11373	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11374	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
11375	{-1, 1}], LineBox[CompressedData["
11376	1:eJwl1ns41PkeB/AJSSWXUmaRxiK3mWm0s3IyaWJiTimys7OWrpZ2ZIp9dDRH
11377	UxwkbEkod2eU2yq3OF02ucRGUo/DlGvlMolCtlKaRs77u+ePmd/zer6/7+f2
11378	e37P72vmH+IdqEahUHLxI1eKFvmjcyka5GrBpchvGobrwOzfvTO3w9SVtSk2
11379	cKXPbpc0YlnpSy9Yck3zx26YPhIliYEDQjSkyy25lGQe+1493BEcVeQKn9GO
11380	GFRncCk5ikz3IJgyIJDugLWU2YJoOPZ9g04WLA40+T4J1mvivxqFVZyjorPw
11381	rK/NXnsm6tP9jhcF58TkPA6HWUopXQTTRQMzNXCtcoXCDRZ9irk1TtY7DTNN
11382	4dDny+JXrONSPHhLH/yJejUMD/Dt4fddLxhNFqSu1MMuMNWsIPECPKuza84N
11383	9slU5AXDrbwL5zbDPSaL59zJ+n9b3BkwZ7HXFB2WKU626MOVllwfE1jLIMH4
11384	DfKn2ecUGcIl+6kFLXC77bPf18CCo+afcuExU+UQm+T/sKn9KOx15HmHEKYJ
11385	3e7vhGmrh4pjSbyvvj/GhKkVT1W1ZP+00HgVHH+18vUc7JNanLsIbh1j0reS
11386	/rMHwzTgKPtyejJc+/DZuWVkP0uxbgC2KGkSmMM3vRvFa9eirz1hKVth8YHH
11387	TDEcMN50OozMe655phTOGHR9fQWWzx9IGYQrFeuVE7DU1IC71IpL4frNnWGj
11388	/9iPQbds4KhRD1YUmcfKETcnOPluwpaH8FiJW8tm2CO9IU6bhfn3WVZtgGsM
11389	R4+xYN63kmUW8Gx5s+MuWPoyOVgTVjqpVR+GBx0/PSL5mYL5BadgQaR6xn9g
11390	3pjjiYvwGV8r0WnY6PlUfT7MHhOp/whznl4vK4KnJ5ksBuxsfy+sEB7Q/nJR
11391	E7adH4nLI/Gski+/xHziU4zzUsj9rApRJ7w2TFwaTRxkFN8K85t7HoTAoZSk
11392	NQ/gJM1dPD9YdfD+7T64wGJlkBuJv9TO+yM8VcxOXQ97VdhtoSGf/7fDumaw
11393	pK36BwG87ayX/gqYOzEzfB7OM70vWww7chh3n8BLluelLIQL+n0jaWSelrHS
11394	RaTfpuFgMSypay7XhQ0u366/AQ9EprNMSTx2y615+NLnh/Ukv4mir36LNZfS
11395	8NPjLg/Sj7nGiePwqMvry8Gw3LZEVQrfVHJYSTDlZ9fGRzCn7fSOari2sf7x
11396	C/i6qupaL6zRkd7zBh6brFtEscf+jVspk/CX7pAZC1ij7R71GSxM62e7w63v
11397	fCOaYdsZ97xAOP5j36d8+ORXGQ6RsKJO3CWBV12p3pgK+2THJG+H16b7W+eT
11398	eNF7X5nA/CMOzSVwu5lf6Rv0d7eHY1IK87YlJdyDe577nS6E6SFG+gWwRsK+
11399	/GxSn1eNNBFWyUZdz8INfldlx+G04SjpcbjAt1QugbU5v0T9DNdKliui4ZN7
11400	LuV5wxntrRpZsPf1UJYzrFdeJ78DN+QrE+zgEo+DeydhC+OyV8awdKjH3Mqa
11401	vG8NR/RIvQZMVhA85emptoTE4zgxq+C3bzOFi2Gu67UYFVz04VOvDrFxYAjf
11402	Bv1bPL1mRKy20yYFdt6gWUeH2WZjat3w28S1yTw4bcf+OANb7N9RF3EAps6v
11403	T+UTH1+SFg3TAl6F/wIr+QWNRXBozAAlCbZwE/7RDrNOqSfnwh1d57e/g2df
11404	7DSSwe/TBpTU9Xiv91MZF+EsYXQMB2bxboxGwW798vLdsIJ6YvwAXLqRf1gC
11405	y6yr+U6wVnfLcBJs/V14qC6sU1IT+m+YzUlcPIT6M+TUO7/B++uC+67BKUvu
11406	XC+Dc/6xpPg0HL5p+sIVmHZbpucPJz6c7b1M1sfWHOPBA90erukw3SntKQsW
11407	d8nb4kg+48ZOa5iuzL0YBkvDFu5jwBONkRN7Ya6/76wznBPpab6NxL/6UboH
11408	jjXfmepA6mMOsONh0aJTcZbwxK/WfXfgL7IWGzKPWMvXxSpY7V9akbpw6Lmq
11409	Iy7oL69Ctkub1FM+XXaGzGNQn0HWz3ibVPXAE1YVQrJf7mJSYW7HpbgYhrdZ
11410	kfmpKl8dgtt0NjltIvdLPDuvwOxq9iofuJK3wFQBBzSkJhwjz8Nrclwf39nW
11411	xDVJWaSeCEH7N+S7a/v1u3rYa2TBKB9marmKR4lTQibId1uQIpNpf4P4O20Y
11412	HrAq4PhGe/g91y3RCTY9W/vBG6ZFfB1Kgw/5X6oOhTNWdDSrkP/QvvETCfDN
11413	+5TOTviDfk92DtzsHGRbCMv7yy78Bguudv0aDgsuL3eqhFs3O9f/HX4SyC8k
11414	9pg5JjEj+7cudLgCi+NqHCiw8J/qqTI4qiDWagzzEhVF5J2HWY9ilvXDekZ9
11415	4kh4dnjIrg8OoDk5BsPJ1OsbRmGux2pvIdxT/4fnPBzx03IDF9Kvr+lnC8S/
11416	q6PdsQ7O2ZrKFMLP7i1opME1vOc+5+GxhHzVSlhr9dOjcnh3b9VBPVhapm62
11417	GvPgDN0o+su1BrdFcOIPvjRDmPOk9mQNnPSwd8ocnnZtKJwj83TvGnGAfT47
11418	x2/BuaYvyy/BE25gZ9w+AZev9rM6DCsc45iVsMffXj9Igh032G3phpujBcJq
11419	2MDsY/efDPLcGLG9ZF6SRNE8rEnObWzu/89xTO7/AKBMgXU=
11420	"]], InsetBox[
11421	TagBox[
11422	StyleBox[
11423	TagBox["\<\"G\"\>",
11424	DisplayForm],
11425	FontFamily->"Helvetica",
11426	FontSize->9.996694214876035],
11427	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11428	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
11429	{1, -1}], LineBox[CompressedData["
11430	1:eJwd1g00lGkbB/CnTVY2UanonSyyUShhNaV4qK3xNhhCaBKlmj7JahqVNeur
11431	SdRQa3kXq87YpdAQpViJYUfk+218pS8xWxJFGSnv/37nnDnO79zzXNf/us49
11432	zhjtCfHc9xVFUZl4k7/U1DRe5jT1/5cJTY3syfnItqCpYEECb3oZTQknfban
11433	wzpGHxWjcGjSCt5zmLnW3EkBS2QuRd9Z0lQ/M36VFOY8YL0JhKts08oj4cbj
11434	fswU2OuTg8gJVgazjcvgsU1VOZ+N8Rxn271WmH5U8VMJLN4oLu6DBRW65TyY
11435	45ph/QQOL5hptBS2GqpQ74A1lj4O7zCiKXbYVGQlXLL5iW8yLHw+uDsbzvjh
11436	0iofWGddj+I0fNnf4JMJOT9Qu3M7yXuv1n3aEH3vnbu4Ahbr3Vo7AD9t2LZ8
11437	Bky9eGbeDdve1KzpxbxWTTFaPTBXS9VVCZ+RxJoqYd3w8Ut5cHh8iR2F+r62
11438	IaVZMHv8pMAI5t7pPvc73OjocM+FmCXpyIe98tvP82G9Xnd5HSxzOLgyBzZx
11439	slR7A1fUU21tsJV9eZoB8qQtaJFNwfKX8fP9YcNTxqGG2Mccu9nnM8k+6S0J
11440	9nBwT2XlACxyW2HJhvPfRpjarKIpVkrIEAc+cq1cX0j8YsYACw59VfXiASw6
11441	5dVoA2+I6hzSWY09cd78Mw/OSE9td4fzN88w6Ef/0Odx5+JgscC97Tp8pnXB
11442	YSmsnJK+OkTySq94NsONzowby2CpQ2/OMzjRk1HUiX3Jsyu5g7BZ4UhBIjz1
11443	eXgGOQ+9WHTMGdaoDM0nz2tse+Su+hZ5RsfflcDyxR4lp+GJsr1dKTCPW3ZQ
11444	B5ZRQXcOwyzft6q7Buh/hjJ1JvllJSORsOQbWZseTA1qVvrDZn4+h95hXl+7
11445	6BwPmM3ZH9FKzDcrD4Ingueyy2CrVsdhEawX921HLkzznYxk8NNXcSkSmPla
11446	100b/Tt8muLy4aozipJ9sPJGqsF9mCfQXVAND3mErn8OW2znh2pjvtyEkO+0
11447	kUdidpNlDwtcfK5ugfv1Iv8Jghs9P03Ew7abbw8IYcajLZpNcGygnmUqbGVx
11448	rGSOFfb20m1JNrmvd/LW28AWcTPFmbDm7Z0OfnBoTC91gdzX2PHDkbBh8Cv+
11449	cdi32Ckui3ja+hILnnuiK6QcTnMNjNeFq+Uqp3byvHPLrELk7+sxdn0JC9Qy
11450	PE1g7mz15aOw0O5Bnxj70NHan/eBOD74a9VSmpovlX4eh5kRfO4euHeHY/Jb
11451	Un8FN7CNgXr9ngv7YaqmaKsb7Bwwi98Bc9IbK7r/RVOFLheb78Nm3Mi807Do
11452	6q6gAuL05Nm28IeaC1FpJM+oiXwWfGRpVEwseb7UK290CU2p79avCCP5b/s6
11453	fYS/8LMDguHcKzyVLj6/0lAi8Id9+2yNWbCzac0Lb1h0mbEgCa5IrrffAYs3
11454	3fJ6AvfyMhUBsI7aXx3rkHfAi117BJbbfW30Kxw/cKBeSBzZ9ccomU+zLOg/
11455	ZL63pe83Yf7CwyYNZaTeYOmYCFYzE2v2wHqXk9ZUwIz5ThPTJN+JBKobZs90
11456	c12+Bvc/e3XRE7jue0ExGxbERF1vgN1m1TQfhycexkdnwkv+0uVehnO9OSpv
11457	2CFjpcVNWLlVY/ID8gSqWdMPYSt5aVQMvFzIa34GC3kXfpzGfPFO9h4j5HzL
11458	yagQ+Fj36ZgJ2OxsraIT+5t6E3R0EqZvl36h4f3P7HZ/WEPut39sgT5N3Q27
11459	MTxE6nW+rl0GZz1YOtIHU78cuJGrh/vl23CE9M8N2BFNwwE9r1LvwGWLfSTD
11460	i2mKryosl8AjD1NOlsJ37U1txfBTiuGYCvclXvKOhFvabXWSYcHR/qCj5Dwo
11461	oFUCd1OMiCBS381wazNc1bQu0R+W609ZaqFftbGLpx/ZR8+uQH9YaTiPDiD5
11462	W1rVi/VIjr+jD5J5S91a5iJ/03XqyylY+kXd6jCsLvvMToGrjr/LvA9retj/
11463	XUjyNhkp5mAf/1bqi5ph8aGRJSz4Fs8x4j3pV7ptTwh818B+t7418nskXYiC
11464	qxO7Bh3hQPO6JD7Zp+fPd/bBI8PtYdvh/KSB6HOwcoOZcBFcph2geQ3Ona4x
11465	If053xhsqIM1Js+99oZ1PersHsOd1dd2dWKeEfMs72E4NCe6iw2bpOswVTAd
11466	KN9dhv24FWvXfYapvVw/w8Xk/6DFmilY1LrLN2ER9nnW690YrOMXpPi0kKai
11467	f/SWKWGzgHJVBDzUwf2tE+asr3afDZeoPUuvhbN7K68U6NJU2w/HZhaRPBvH
11468	ag7C0ub3lhmw2LvihCP85YR9mIjU28t0XQ0XJtGMkyTvNqGUCasvZnAPwoL5
11469	2b1+8NVd3zMDSf118ycvwrGCHT9zYal1/UYFXKJlVx8AWzmzFpojjzC8eecB
11470	ss8/G3bGw2wdlT2f9BctSn0Bc2Y6LDtP9i9Zbb0R8w41zIvLIf3GTeVJMLNy
11471	zS8ycj6m8m2BYz1fcwbJvg3+EFHk/mX1JMyxwfcvQtmyBK6I+33CGlY+YF5j
11472	wF+l/NfJD9YYW5unRu6zqlr7J5hVb3OxDfXuPn7JyIazFZTrWTjswr1NlXBV
11473	n8aECTx2Y2WiAh4J1iouRF7++BW71zCvqCzWDE5bNiabIA7Psf6V7JP8fiP9
11474	yO83Xfp/ZOSa4w==
11475	"]], InsetBox[
11476	TagBox[
11477	StyleBox[
11478	TagBox["\<\"G\"\>",
11479	DisplayForm],
11480	FontFamily->"Helvetica",
11481	FontSize->9.996694214876035],
11482	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11483	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
11484	{-1, -1}],
11485	{Dashing[{0.030000000000000002`, 0.030000000000000002`}],
11486	LineBox[{{5.999999999990206, 10.}, {13.999999999982222`, 10.}}]},
11487	InsetBox[
11488	TagBox[
11489	StyleBox[
11490	TagBox["\<\"S\"\>",
11491	DisplayForm],
11492	FontFamily->"Helvetica",
11493	FontSize->9.996694214876035],
11494	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11495	9.996694214876035]& ], {9.999999999999995, 9.3048}, {0, 1}],
11496	{PointSize[0.04], PointBox[{6., 10.}],
11497	PointBox[{13.99999999999999, 10.}]}, InsetBox[
11498	TagBox[
11499	StyleBox[
11500	TagBox["\<\"T2 G1 N3\"\>",
11501	DisplayForm],
11502	FontFamily->"Helvetica",
11503	FontSize->7.997355371900828],
11504	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11505	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
11506	AspectRatio->1,
11507	PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}],
11508	InsetBox[
11509	GraphicsBox[
11510	{Thickness[0.005], LineBox[CompressedData["
11511	1:eJwd1A9YzNkaB/CjJo22GClh+jOl2aLpmlYylOYXLaEYWlfSkkUlZcqqWCGV
11512	2+Rfs7eUuqnhKmxZYQilBiErmlJK2pqUKxVGBkVb+z13nqdnns9zzu+87/v9
11513	ncn2J+nKzXqEkBP4o99EO4KPBUNYFPYM6Z5zhRMCF6fEZFGrjVaueTQR6+1s
11514	x7Gwtqt4hjusqW6ocISvxUacUJozxPL+rrrlcNjWbXxPmHkY6p0Iiyz90p6b
11515	MUTFuhVXAQvdQsvSYE65OFCPzxDeui37g+CqaQv2L4VLkttz5sO5C3q9s2DH
11516	zfdzvKhXDrW9gI87/Kt/NTzwwu6Q07cMkXANWUnwD2W8M9vg7rlCphKOuBFR
11517	dw6uPrJYwkY/8QUdrOfwgDDGZw3syMwtIQ4Mke3v0xTDUa8WV0+GhWFhl/+C
11518	2VbWDXx4Z3bProWYt9klvt8eFr008U2E5Wt3N1vA1yzMm4vh3F1LH4zgfFGW
11519	7bHbsMpIltIGM0eW9KlgkeoWcxX2kZb+sxAu9hfsSIVVi4Kl22HfW5mNgbBi
11520	T8FnPuzjNuLsDMtSUx/fpv31zXDXp/O69rcshbUH/kxrRx7d6W9eV2Fe48rr
11521	MVU0r8WJid/BCRef1l+G5Tzji9kTUCdSPuECzBTJakZMkbPl8ORSeJLTXlE4
11522	HH+gaGYN3T9q+bdt4/H8BdOJb+HqmvqAYNi3bLiDi/rEXden42B/SonzD7Am
11523	qHlaPmyvv9z8GHw2vzxwAyy42SlphRMSFyk94OTzncscaJ4ViQtd4IYV41b+
11524	DGv07YbmwYqoZb/ehLVJ1meC6fktZgH6jthvZTYlE+btaOLPh7uPiPxa4Oa6
11525	qQ/j4IDheUcc0V+3PzvpFCw3HLm4G645UWB4Cy7pjgt8DCcf/qKoh2V+/k5c
11526	zKvp8nRugn3WzzT5Ee6q2mpXCxO3ztA0eIeFRlYGqz+qVv9O93uvf3cCZk/X
11527	tVyleR38GLCT1l+5UVcIK7wy+H4wR1F/ew/cfCfmkzXsGGRzyJ26ODVNS+9b
11528	D+9KB/qJaPItrYIHIvzLtsP2rxIn5sHBgWPG9mM+dZnP5H1wif/23o2wLP9V
11529	/RZ6P/OOBuWMw3ubcvHlelgtvDQ9ZCz6+2VI+hMsX2Rn4maC30n81JFomm+r
11530	v8LMGPn8xzz1KMyL7G/85hvMSx5FlMLMatf99kaY51L+rl5a77qLdvMY9Ntm
11531	8Zcj+ufZvs5sZDOk/K+LTyNhjbK2NhZWd+XIS2neWbXKJbCq3C9efxr63/eL
11532	qQQOu1NVtwzmeBnEJsGuvXW1mdTPwla1w8nWDq3NcIlJ4/Ig1Au7nH3SdDru
11533	y6UDSe9h7Qovp/mwotf0Ywb62zFz9tfNMEeTqu+B/iUpb7h7YLmZYddzOKhg
11534	lVMKrDGcZROOeZnT/uuTYfWiIaM/YdGFpUkx1MNtcwXIp0H+8u1a+vzd/3VI
11535	qK9Ex86BtdGXbRfCTNvpVRx63jWzBWNg1t6T5p3oNyrgRGM2zivZFC9V0v4f
11536	qpSDqG/vlS5IgVVnxf0CWM7mj14HC0+1Fs5B/xLjggPusKJyb5ED5mO7zXll
11537	S9eln+cR5CG4e2PElJ7/Mu3Yo9GoJwxz4MCaFZ4ROQYM8fZkpk+h642v9kez
11538	8HvPLvd0oXlaBNr8qI/nG1frr6L1rYryQvTw/7j1a2IyrG6VDh8bxZA+Lp+p
11539	gOXDZcnvCX7XD0ULCc37Az92DzwQ5M34wFEC2y53OMrDKiMdJnJthgAOsy9I
11540	aIeDdT6j/eCuO/XzpjlhPTz54HG4ZoKR1TbqovH72Kgnm+V7tggWiguyM+By
11541	SUNFO6y2P+czE/0JdQ3n2QLUcZXZtcCsbDdvPiy0u7duL+aRjURrXGFe9kZ/
11542	c8zLyXwZNxvWprdqM2DLWkmWM0wGbWbrYGWzNGgSrE51yXNCXvYfRm0ZRD3F
11543	66uRs2BL07raejhhIHbEBG6wyBoqhDnz77++jOejCpqzdsLBJ7+Mc4SLE4ZC
11544	l8Dy9vHHI2m+90e72MCqOP69VPSbPEmaMUjvz01hZRKd74+U/uew5AbLbRPy
11545	MOa3LKum92fCMuPwYTFxXH1dpIJVM0MTRw2JiaTH8noVzf9ZT+jpQTE5zM5c
11546	+JTut8+qC/0sJhkdvZU6ev9ZNoHrP4qJgORF0vpkqY1n7gcxGdJzN1oF897m
11547	pAv6xUSRN70una57WRVOeS8mPuc905/BTOSnvRFaMdHWctVTkY+qhZU/FZY9
11548	XvFECityPN54wCKLuic3aJ6JpS0lcIL/cjM9Z6zfP3vjZ5ynk9jpL4CDS75b
11549	Eot6fS+sA3ZTK99tKEQ/5b/yZpyDmVPcB+90mLfDwPohNesOb94nzNto+72G
11550	npfv07oT8+18vHFNtzOd97P70QEx8W2pPNNJ96d5eoYjj5pPF8Y/ofv5v8UP
11551	waLOT3rXYF6crGf2FzFRhnA3ZPz/+fyICXB329qYcDihlL3gIPZPEkyp96Dr
11552	X7YxuThfVaZzHUvP+8Omxg/1W527QzpoHkzn72eQr8Sgj3udmttVfBXzdBsk
11553	Pcmi+TQteX8Q8w9pi8v20XXh4dPb3ooJ686hrO1wwqJxfYrXYpKb0/lbNMxU
11554	+N1t6hITzuhNRXvoerXC0FMjJsHckGuZ1P+W3RtowvvM2LemnOa9wZIjVWMe
11555	+dekN9QGZ3vmVOH9+A0WOqJfctBo3QMl+jvz35tbqRXRM/pykc/350OU1PRz
11556	/CYxpt//YP4GmMiV9w==
11557	"]], InsetBox[
11558	TagBox[
11559	StyleBox[
11560	TagBox["\<\"G\"\>",
11561	DisplayForm],
11562	FontFamily->"Helvetica",
11563	FontSize->9.996694214876035],
11564	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11565	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
11566	{1, 1}], LineBox[CompressedData["
11567	1:eJwV1gs01GkfB/AHzUTCuKyUMC6VS6JS2NT8u2iFWkUotQ25tNlFJVRoUMu8
11568	9XamiOimsKaLzFZqvFGzUciGmtQgjG6rpGxRI5b3+8w5c+Z8zv/5/57f7zvP
11569	nPlbhsWui1AnhJzGm36S3nG8pjBkkH5aM8T2SIvhS1jqWRZ5HRa3ZrZfhj1K
11570	i6qj4cI7F51/guNXD/9uC0vdx3SHjRlSLBrJ6LdiSG9C3i4B7JKzf0MVLH2j
11571	zVN9xxBf00hpLqzpFTgxAh5lhV9KoeuNU180GjHkcMHLizvo+j0xDvPggbuH
11572	8nbCylVly08bYt3A5Vv7YYXqfoABrGBlyPNgsdMPRrkG6I/13rQS5uqoDs+G
11573	6x17I3tgztJXHxX6DJHcGnTRRb+qR4tjT8MTZk977AErFips9sHvu0J2b4c1
11574	X2xm7YSLI01Dc+C4hFalALZ9+UVdCpNNcXElcNWXcn05LFqovuM57NF+p/Ql
11575	PPCsv94S+4c3bd3QC9cvab4ZB7u1WnoqYa8plTq1sFEPy7wRlhkciDLGPOKj
11576	XKcLsMR/169hdL4X5sH7aL2H6/WL4Fd+VhrL6f0W6xrkcJz/j0bqML9NUjsA
11577	e0x5JP8fnb9hiclXOL5prTwWFoQvU76CnzebtljDLeVJgZWwb9mS7DZLhjAr
11578	pnbEw6Iz9o+yqR2TBkzgCRqLJq2He5ck2YnRrzM586sFfGJhgfZMOLmn784g
11579	lyFJq1hvcjF/kmbuyqcwZ37k2XEOQwLeTa+shVv2vk+OgI2CKt1k1J4jDSf1
11580	4Bnta+phsqyZSdZlyOUHmZ86YH5Wu3uCDs6DSWzOMK3H/RB1bDJDptex59L9
11581	nX9iDTzTZsgpwWiUNyyodjP2hfklirwkmDNRSD5NYkjtlLzR32FivOrYA3iy
11582	waPmx7Bsd1PoE9jos9rPw7CErazXxv3FithNJsinMNpaLxqe3OyX5wiTqFOX
11583	38Emua8TXeG4TvdzaegnaXyH0oWub0zsnIF+NfMXrpgBy9oDb/4FcweflGnS
11584	9bKNkdGYT+z35HY33S/gg+ArHL/AV3wJFh3ftzsKeUgNJ5nF0Py1bw5fhf+q
11585	ebzYDi6M1YuWw8E2JYJu5OEs7zKthfkeZjnZMHdyuzAdfrVpBeNF81RbsU+X
11586	1mt0W0lgpZVIbTv2k7h6C5It4J6A0Hz0x5F+ZWnBgt4S5XnM43yxnH3RHPXs
11587	TVKPYF7V3D0pYTBz5c/sCOQlShYEuMDO0+K2z9PCudjSsoYLD4g0745PZMi2
11588	/+wenwETJi1Awcb16J1Ny2HBZusN91n4NPHWToSVgTId+QSs0/eeXEXXu/B8
11589	2LBt+swNuujHuTTMPlIDv5cGVdc2uGVlX9UXddQbWeZwHy78r29XJezcVbye
11590	Q8/H91PNy+Haih0J7rCfmuU9Ofxc9PpDCCy7qTFkhXo25T4Zu2FG9UB5HPYq
11591	9t9ygN7fpzK1wf6+JesdMmGRRcJoDeyR2W+aQq8b9U+KRv/8+a4jETTv1XuT
11592	dTGfYu1Sh2U070/2kiI44Fr+OQO4cGbeRS7yUHiskf5B8739TZgMM0+LzjrC
11593	jOBgfzks+U1YdBrzi7Y5+1TAoj0nVWxY4u3sLISTGhZYxpqhfrfxz/Zw1sjW
11594	so7pyNuzSa8A+2VVO31bC/PFjakd6K8lnPf5qSn2O6ZjP4j+xWoFbTFwi9Xl
11595	LX2YV+zqYGBmSr/3zk8NyEdzeOXYy2m43rS6NV8Nv+shVXctLAjdURRBcN0l
11596	rPEOXChZuC5ujEcGljSXyKmPt9e5jvJIXOLReWMw3+eqwYJvPGLbxHL0QH3u
11597	+mSHPSoekV7JjxHCsiPpcv2vPCLaYGjRAytTKwY1v8CZfe8Xo3/ZjZ1zwod4
11598	xC/D1qcA5gY55djACqO+PwZgpe1o4Uq4Xni7axHy4M7axb8LS+fI9BOp0+c1
11599	HkI9sfDZijM0r4ar67KxX2FDysYrcOEmbu599KM0GVpaQq/3aLjpo9+4RT56
11600	6dRszcbNIzwiKeWwPWFBnVljLuYTFf2Q+xH7M8LyvNJ/ecSk94rPAVgwcHBr
11601	CvIgFXYSNlz4MVFPcxzXe05Z7cN8DHvo9fewtMi8+A3y4Q71zNGBlRvrTq+h
11602	+abpHN+L+7ftrTsnnYr7D50JzkB9W/YZe3uYb+jkOxv7K3RDQ8Qm6O/h9VOp
11603	6Fec8G+NK/W3mshMzMPZMmP2c/wPE/+J5kGYXzEpKOoEzPh3PiSDmM99dH4M
11604	rExuXpT/D4/wO7iz6P82U9HfF/0B/YSVlUTR+0OzJYq3PMJN3dWXBctCYmzP
11605	vUb/2rcs7tD1V68detvDIzLFlgQ29hdYiQ8WdqL+L2MhG6nTRrTaFDySlO54
11606	qYL2pyXMKWjlEbfS4F4DzEPsghb9I+cRL0FG2i+wQPim7CnM/46jV02ddiV1
11607	HtZzPuceG6e+YMnreMYjqhtfJE7Ii0QEhp7owPexVfVqFSyrqgo3UPJIr7uH
11608	2AdmBk+qTrzA+WzKFs2n6xMDqxagf64gnq9G8xZdS6n+m0davGu0bqA+Myt1
11609	jPUO88W3nfeHZdZ13X/38UhWwtI1nehf9mdTNNOP83bP0ziIztNaa/cZNilR
11610	Vd+jebVp2PXBnMynwjk0H52KQVN4m/9v6nl47iGr79uko95A4v7rE6jN8g5a
11611	I99grfSPyXjuYUoOP9F9g3lym7MmwDKvU0Yh6J9z5PP5s3juEZTNZa1+jvN7
11612	9ELKWuofu7fbI6/ean2/6TCpDn67uAb56vXNUaOmr+JqoqTPb4bM/wHnSp4c
11613
11614	"]], InsetBox[
11615	TagBox[
11616	StyleBox[
11617	TagBox["\<\"G\"\>",
11618	DisplayForm],
11619	FontFamily->"Helvetica",
11620	FontSize->9.996694214876035],
11621	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11622	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
11623	{-1, 1}], LineBox[CompressedData["
11624	1:eJwl1ns41PkeB/AJSSWXUmaRxiK3mWm0s3IyaWJiTimys7OWrpZ2ZIp9dDRH
11625	UxwkbEkod2eU2yq3OF02ucRGUo/DlGvlMolCtlKaRs77u+ePmd/zer6/7+f2
11626	e37P72vmH+IdqEahUHLxI1eKFvmjcyka5GrBpchvGobrwOzfvTO3w9SVtSk2
11627	cKXPbpc0YlnpSy9Yck3zx26YPhIliYEDQjSkyy25lGQe+1493BEcVeQKn9GO
11628	GFRncCk5ikz3IJgyIJDugLWU2YJoOPZ9g04WLA40+T4J1mvivxqFVZyjorPw
11629	rK/NXnsm6tP9jhcF58TkPA6HWUopXQTTRQMzNXCtcoXCDRZ9irk1TtY7DTNN
11630	4dDny+JXrONSPHhLH/yJejUMD/Dt4fddLxhNFqSu1MMuMNWsIPECPKuza84N
11631	9slU5AXDrbwL5zbDPSaL59zJ+n9b3BkwZ7HXFB2WKU626MOVllwfE1jLIMH4
11632	DfKn2ecUGcIl+6kFLXC77bPf18CCo+afcuExU+UQm+T/sKn9KOx15HmHEKYJ
11633	3e7vhGmrh4pjSbyvvj/GhKkVT1W1ZP+00HgVHH+18vUc7JNanLsIbh1j0reS
11634	/rMHwzTgKPtyejJc+/DZuWVkP0uxbgC2KGkSmMM3vRvFa9eirz1hKVth8YHH
11635	TDEcMN50OozMe655phTOGHR9fQWWzx9IGYQrFeuVE7DU1IC71IpL4frNnWGj
11636	/9iPQbds4KhRD1YUmcfKETcnOPluwpaH8FiJW8tm2CO9IU6bhfn3WVZtgGsM
11637	R4+xYN63kmUW8Gx5s+MuWPoyOVgTVjqpVR+GBx0/PSL5mYL5BadgQaR6xn9g
11638	3pjjiYvwGV8r0WnY6PlUfT7MHhOp/whznl4vK4KnJ5ksBuxsfy+sEB7Q/nJR
11639	E7adH4nLI/Gski+/xHziU4zzUsj9rApRJ7w2TFwaTRxkFN8K85t7HoTAoZSk
11640	NQ/gJM1dPD9YdfD+7T64wGJlkBuJv9TO+yM8VcxOXQ97VdhtoSGf/7fDumaw
11641	pK36BwG87ayX/gqYOzEzfB7OM70vWww7chh3n8BLluelLIQL+n0jaWSelrHS
11642	RaTfpuFgMSypay7XhQ0u366/AQ9EprNMSTx2y615+NLnh/Ukv4mir36LNZfS
11643	8NPjLg/Sj7nGiePwqMvry8Gw3LZEVQrfVHJYSTDlZ9fGRzCn7fSOari2sf7x
11644	C/i6qupaL6zRkd7zBh6brFtEscf+jVspk/CX7pAZC1ij7R71GSxM62e7w63v
11645	fCOaYdsZ97xAOP5j36d8+ORXGQ6RsKJO3CWBV12p3pgK+2THJG+H16b7W+eT
11646	eNF7X5nA/CMOzSVwu5lf6Rv0d7eHY1IK87YlJdyDe577nS6E6SFG+gWwRsK+
11647	/GxSn1eNNBFWyUZdz8INfldlx+G04SjpcbjAt1QugbU5v0T9DNdKliui4ZN7
11648	LuV5wxntrRpZsPf1UJYzrFdeJ78DN+QrE+zgEo+DeydhC+OyV8awdKjH3Mqa
11649	vG8NR/RIvQZMVhA85emptoTE4zgxq+C3bzOFi2Gu67UYFVz04VOvDrFxYAjf
11650	Bv1bPL1mRKy20yYFdt6gWUeH2WZjat3w28S1yTw4bcf+OANb7N9RF3EAps6v
11651	T+UTH1+SFg3TAl6F/wIr+QWNRXBozAAlCbZwE/7RDrNOqSfnwh1d57e/g2df
11652	7DSSwe/TBpTU9Xiv91MZF+EsYXQMB2bxboxGwW798vLdsIJ6YvwAXLqRf1gC
11653	y6yr+U6wVnfLcBJs/V14qC6sU1IT+m+YzUlcPIT6M+TUO7/B++uC+67BKUvu
11654	XC+Dc/6xpPg0HL5p+sIVmHZbpucPJz6c7b1M1sfWHOPBA90erukw3SntKQsW
11655	d8nb4kg+48ZOa5iuzL0YBkvDFu5jwBONkRN7Ya6/76wznBPpab6NxL/6UboH
11656	jjXfmepA6mMOsONh0aJTcZbwxK/WfXfgL7IWGzKPWMvXxSpY7V9akbpw6Lmq
11657	Iy7oL69Ctkub1FM+XXaGzGNQn0HWz3ibVPXAE1YVQrJf7mJSYW7HpbgYhrdZ
11658	kfmpKl8dgtt0NjltIvdLPDuvwOxq9iofuJK3wFQBBzSkJhwjz8Nrclwf39nW
11659	xDVJWaSeCEH7N+S7a/v1u3rYa2TBKB9marmKR4lTQibId1uQIpNpf4P4O20Y
11660	HrAq4PhGe/g91y3RCTY9W/vBG6ZFfB1Kgw/5X6oOhTNWdDSrkP/QvvETCfDN
11661	+5TOTviDfk92DtzsHGRbCMv7yy78Bguudv0aDgsuL3eqhFs3O9f/HX4SyC8k
11662	9pg5JjEj+7cudLgCi+NqHCiw8J/qqTI4qiDWagzzEhVF5J2HWY9ilvXDekZ9
11663	4kh4dnjIrg8OoDk5BsPJ1OsbRmGux2pvIdxT/4fnPBzx03IDF9Kvr+lnC8S/
11664	q6PdsQ7O2ZrKFMLP7i1opME1vOc+5+GxhHzVSlhr9dOjcnh3b9VBPVhapm62
11665	GvPgDN0o+su1BrdFcOIPvjRDmPOk9mQNnPSwd8ocnnZtKJwj83TvGnGAfT47
11666	x2/BuaYvyy/BE25gZ9w+AZev9rM6DCsc45iVsMffXj9Igh032G3phpujBcJq
11667	2MDsY/efDPLcGLG9ZF6SRNE8rEnObWzu/89xTO7/AKBMgXU=
11668	"]], InsetBox[
11669	TagBox[
11670	StyleBox[
11671	TagBox["\<\"G\"\>",
11672	DisplayForm],
11673	FontFamily->"Helvetica",
11674	FontSize->9.996694214876035],
11675	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11676	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
11677	{1, -1}], LineBox[CompressedData["
11678	1:eJwd1g00lGkbB/CnTVY2UanonSyyUShhNaV4qK3xNhhCaBKlmj7JahqVNeur
11679	SdRQa3kXq87YpdAQpViJYUfk+218pS8xWxJFGSnv/37nnDnO79zzXNf/us49
11680	zhjtCfHc9xVFUZl4k7/U1DRe5jT1/5cJTY3syfnItqCpYEECb3oZTQknfban
11681	wzpGHxWjcGjSCt5zmLnW3EkBS2QuRd9Z0lQ/M36VFOY8YL0JhKts08oj4cbj
11682	fswU2OuTg8gJVgazjcvgsU1VOZ+N8Rxn271WmH5U8VMJLN4oLu6DBRW65TyY
11683	45ph/QQOL5hptBS2GqpQ74A1lj4O7zCiKXbYVGQlXLL5iW8yLHw+uDsbzvjh
11684	0iofWGddj+I0fNnf4JMJOT9Qu3M7yXuv1n3aEH3vnbu4Ahbr3Vo7AD9t2LZ8
11685	Bky9eGbeDdve1KzpxbxWTTFaPTBXS9VVCZ+RxJoqYd3w8Ut5cHh8iR2F+r62
11686	IaVZMHv8pMAI5t7pPvc73OjocM+FmCXpyIe98tvP82G9Xnd5HSxzOLgyBzZx
11687	slR7A1fUU21tsJV9eZoB8qQtaJFNwfKX8fP9YcNTxqGG2Mccu9nnM8k+6S0J
11688	9nBwT2XlACxyW2HJhvPfRpjarKIpVkrIEAc+cq1cX0j8YsYACw59VfXiASw6
11689	5dVoA2+I6hzSWY09cd78Mw/OSE9td4fzN88w6Ef/0Odx5+JgscC97Tp8pnXB
11690	YSmsnJK+OkTySq94NsONzowby2CpQ2/OMzjRk1HUiX3Jsyu5g7BZ4UhBIjz1
11691	eXgGOQ+9WHTMGdaoDM0nz2tse+Su+hZ5RsfflcDyxR4lp+GJsr1dKTCPW3ZQ
11692	B5ZRQXcOwyzft6q7Buh/hjJ1JvllJSORsOQbWZseTA1qVvrDZn4+h95hXl+7
11693	6BwPmM3ZH9FKzDcrD4Ingueyy2CrVsdhEawX921HLkzznYxk8NNXcSkSmPla
11694	100b/Tt8muLy4aozipJ9sPJGqsF9mCfQXVAND3mErn8OW2znh2pjvtyEkO+0
11695	kUdidpNlDwtcfK5ugfv1Iv8Jghs9P03Ew7abbw8IYcajLZpNcGygnmUqbGVx
11696	rGSOFfb20m1JNrmvd/LW28AWcTPFmbDm7Z0OfnBoTC91gdzX2PHDkbBh8Cv+
11697	cdi32Ckui3ja+hILnnuiK6QcTnMNjNeFq+Uqp3byvHPLrELk7+sxdn0JC9Qy
11698	PE1g7mz15aOw0O5Bnxj70NHan/eBOD74a9VSmpovlX4eh5kRfO4euHeHY/Jb
11699	Un8FN7CNgXr9ngv7YaqmaKsb7Bwwi98Bc9IbK7r/RVOFLheb78Nm3Mi807Do
11700	6q6gAuL05Nm28IeaC1FpJM+oiXwWfGRpVEwseb7UK290CU2p79avCCP5b/s6
11701	fYS/8LMDguHcKzyVLj6/0lAi8Id9+2yNWbCzac0Lb1h0mbEgCa5IrrffAYs3
11702	3fJ6AvfyMhUBsI7aXx3rkHfAi117BJbbfW30Kxw/cKBeSBzZ9ccomU+zLOg/
11703	ZL63pe83Yf7CwyYNZaTeYOmYCFYzE2v2wHqXk9ZUwIz5ThPTJN+JBKobZs90
11704	c12+Bvc/e3XRE7jue0ExGxbERF1vgN1m1TQfhycexkdnwkv+0uVehnO9OSpv
11705	2CFjpcVNWLlVY/ID8gSqWdMPYSt5aVQMvFzIa34GC3kXfpzGfPFO9h4j5HzL
11706	yagQ+Fj36ZgJ2OxsraIT+5t6E3R0EqZvl36h4f3P7HZ/WEPut39sgT5N3Q27
11707	MTxE6nW+rl0GZz1YOtIHU78cuJGrh/vl23CE9M8N2BFNwwE9r1LvwGWLfSTD
11708	i2mKryosl8AjD1NOlsJ37U1txfBTiuGYCvclXvKOhFvabXWSYcHR/qCj5Dwo
11709	oFUCd1OMiCBS381wazNc1bQu0R+W609ZaqFftbGLpx/ZR8+uQH9YaTiPDiD5
11710	W1rVi/VIjr+jD5J5S91a5iJ/03XqyylY+kXd6jCsLvvMToGrjr/LvA9retj/
11711	XUjyNhkp5mAf/1bqi5ph8aGRJSz4Fs8x4j3pV7ptTwh818B+t7418nskXYiC
11712	qxO7Bh3hQPO6JD7Zp+fPd/bBI8PtYdvh/KSB6HOwcoOZcBFcph2geQ3Ona4x
11713	If053xhsqIM1Js+99oZ1PersHsOd1dd2dWKeEfMs72E4NCe6iw2bpOswVTAd
11714	KN9dhv24FWvXfYapvVw/w8Xk/6DFmilY1LrLN2ER9nnW690YrOMXpPi0kKai
11715	f/SWKWGzgHJVBDzUwf2tE+asr3afDZeoPUuvhbN7K68U6NJU2w/HZhaRPBvH
11716	ag7C0ub3lhmw2LvihCP85YR9mIjU28t0XQ0XJtGMkyTvNqGUCasvZnAPwoL5
11717	2b1+8NVd3zMDSf118ycvwrGCHT9zYal1/UYFXKJlVx8AWzmzFpojjzC8eecB
11718	ss8/G3bGw2wdlT2f9BctSn0Bc2Y6LDtP9i9Zbb0R8w41zIvLIf3GTeVJMLNy
11719	zS8ycj6m8m2BYz1fcwbJvg3+EFHk/mX1JMyxwfcvQtmyBK6I+33CGlY+YF5j
11720	wF+l/NfJD9YYW5unRu6zqlr7J5hVb3OxDfXuPn7JyIazFZTrWTjswr1NlXBV
11721	n8aECTx2Y2WiAh4J1iouRF7++BW71zCvqCzWDE5bNiabIA7Psf6V7JP8fiP9
11722	yO83Xfp/ZOSa4w==
11723	"]], InsetBox[
11724	TagBox[
11725	StyleBox[
11726	TagBox["\<\"G\"\>",
11727	DisplayForm],
11728	FontFamily->"Helvetica",
11729	FontSize->9.996694214876035],
11730	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11731	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
11732	{-1, -1}],
11733	{Dashing[{0.030000000000000002`, 0.030000000000000002`}],
11734	LineBox[{{5.999999999990206, 10.}, {13.999999999982222`, 10.}}]},
11735	InsetBox[
11736	TagBox[
11737	StyleBox[
11738	TagBox["\<\"H\"\>",
11739	DisplayForm],
11740	FontFamily->"Helvetica",
11741	FontSize->9.996694214876035],
11742	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11743	9.996694214876035]& ], {9.999999999999995, 9.3048}, {0, 1}],
11744	{PointSize[0.04], PointBox[{6., 10.}],
11745	PointBox[{13.99999999999999, 10.}]}, InsetBox[
11746	TagBox[
11747	StyleBox[
11748	TagBox["\<\"T2 C1 N4\"\>",
11749	DisplayForm],
11750	FontFamily->"Helvetica",
11751	FontSize->7.997355371900828],
11752	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11753	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
11754	AspectRatio->1,
11755	PlotRange->{{-1, 21}, {-1, 21}}], {0, 22}, {0, 0}, {22, 22}], InsetBox[
11756	GraphicsBox[
11757	{Thickness[0.005], LineBox[CompressedData["
11758	1:eJwd1A9YzNkaB/CjJo22GClh+jOl2aLpmlYylOYXLaEYWlfSkkUlZcqqWCGV
11759	2+Rfs7eUuqnhKmxZYQilBiErmlJK2pqUKxVGBkVb+z13nqdnns9zzu+87/v9
11760	ncn2J+nKzXqEkBP4o99EO4KPBUNYFPYM6Z5zhRMCF6fEZFGrjVaueTQR6+1s
11761	x7Gwtqt4hjusqW6ocISvxUacUJozxPL+rrrlcNjWbXxPmHkY6p0Iiyz90p6b
11762	MUTFuhVXAQvdQsvSYE65OFCPzxDeui37g+CqaQv2L4VLkttz5sO5C3q9s2DH
11763	zfdzvKhXDrW9gI87/Kt/NTzwwu6Q07cMkXANWUnwD2W8M9vg7rlCphKOuBFR
11764	dw6uPrJYwkY/8QUdrOfwgDDGZw3syMwtIQ4Mke3v0xTDUa8WV0+GhWFhl/+C
11765	2VbWDXx4Z3bProWYt9klvt8eFr008U2E5Wt3N1vA1yzMm4vh3F1LH4zgfFGW
11766	7bHbsMpIltIGM0eW9KlgkeoWcxX2kZb+sxAu9hfsSIVVi4Kl22HfW5mNgbBi
11767	T8FnPuzjNuLsDMtSUx/fpv31zXDXp/O69rcshbUH/kxrRx7d6W9eV2Fe48rr
11768	MVU0r8WJid/BCRef1l+G5Tzji9kTUCdSPuECzBTJakZMkbPl8ORSeJLTXlE4
11769	HH+gaGYN3T9q+bdt4/H8BdOJb+HqmvqAYNi3bLiDi/rEXden42B/SonzD7Am
11770	qHlaPmyvv9z8GHw2vzxwAyy42SlphRMSFyk94OTzncscaJ4ViQtd4IYV41b+
11771	DGv07YbmwYqoZb/ehLVJ1meC6fktZgH6jthvZTYlE+btaOLPh7uPiPxa4Oa6
11772	qQ/j4IDheUcc0V+3PzvpFCw3HLm4G645UWB4Cy7pjgt8DCcf/qKoh2V+/k5c
11773	zKvp8nRugn3WzzT5Ee6q2mpXCxO3ztA0eIeFRlYGqz+qVv9O93uvf3cCZk/X
11774	tVyleR38GLCT1l+5UVcIK7wy+H4wR1F/ew/cfCfmkzXsGGRzyJ26ODVNS+9b
11775	D+9KB/qJaPItrYIHIvzLtsP2rxIn5sHBgWPG9mM+dZnP5H1wif/23o2wLP9V
11776	/RZ6P/OOBuWMw3ubcvHlelgtvDQ9ZCz6+2VI+hMsX2Rn4maC30n81JFomm+r
11777	v8LMGPn8xzz1KMyL7G/85hvMSx5FlMLMatf99kaY51L+rl5a77qLdvMY9Ntm
11778	8Zcj+ufZvs5sZDOk/K+LTyNhjbK2NhZWd+XIS2neWbXKJbCq3C9efxr63/eL
11779	qQQOu1NVtwzmeBnEJsGuvXW1mdTPwla1w8nWDq3NcIlJ4/Ig1Au7nH3SdDru
11780	y6UDSe9h7Qovp/mwotf0Ywb62zFz9tfNMEeTqu+B/iUpb7h7YLmZYddzOKhg
11781	lVMKrDGcZROOeZnT/uuTYfWiIaM/YdGFpUkx1MNtcwXIp0H+8u1a+vzd/3VI
11782	qK9Ex86BtdGXbRfCTNvpVRx63jWzBWNg1t6T5p3oNyrgRGM2zivZFC9V0v4f
11783	qpSDqG/vlS5IgVVnxf0CWM7mj14HC0+1Fs5B/xLjggPusKJyb5ED5mO7zXll
11784	S9eln+cR5CG4e2PElJ7/Mu3Yo9GoJwxz4MCaFZ4ROQYM8fZkpk+h642v9kez
11785	8HvPLvd0oXlaBNr8qI/nG1frr6L1rYryQvTw/7j1a2IyrG6VDh8bxZA+Lp+p
11786	gOXDZcnvCX7XD0ULCc37Az92DzwQ5M34wFEC2y53OMrDKiMdJnJthgAOsy9I
11787	aIeDdT6j/eCuO/XzpjlhPTz54HG4ZoKR1TbqovH72Kgnm+V7tggWiguyM+By
11788	SUNFO6y2P+czE/0JdQ3n2QLUcZXZtcCsbDdvPiy0u7duL+aRjURrXGFe9kZ/
11789	c8zLyXwZNxvWprdqM2DLWkmWM0wGbWbrYGWzNGgSrE51yXNCXvYfRm0ZRD3F
11790	66uRs2BL07raejhhIHbEBG6wyBoqhDnz77++jOejCpqzdsLBJ7+Mc4SLE4ZC
11791	l8Dy9vHHI2m+90e72MCqOP69VPSbPEmaMUjvz01hZRKd74+U/uew5AbLbRPy
11792	MOa3LKum92fCMuPwYTFxXH1dpIJVM0MTRw2JiaTH8noVzf9ZT+jpQTE5zM5c
11793	+JTut8+qC/0sJhkdvZU6ev9ZNoHrP4qJgORF0vpkqY1n7gcxGdJzN1oF897m
11794	pAv6xUSRN70una57WRVOeS8mPuc905/BTOSnvRFaMdHWctVTkY+qhZU/FZY9
11795	XvFECityPN54wCKLuic3aJ6JpS0lcIL/cjM9Z6zfP3vjZ5ynk9jpL4CDS75b
11796	Eot6fS+sA3ZTK99tKEQ/5b/yZpyDmVPcB+90mLfDwPohNesOb94nzNto+72G
11797	npfv07oT8+18vHFNtzOd97P70QEx8W2pPNNJ96d5eoYjj5pPF8Y/ofv5v8UP
11798	waLOT3rXYF6crGf2FzFRhnA3ZPz/+fyICXB329qYcDihlL3gIPZPEkyp96Dr
11799	X7YxuThfVaZzHUvP+8Omxg/1W527QzpoHkzn72eQr8Sgj3udmttVfBXzdBsk
11800	Pcmi+TQteX8Q8w9pi8v20XXh4dPb3ooJ686hrO1wwqJxfYrXYpKb0/lbNMxU
11801	+N1t6hITzuhNRXvoerXC0FMjJsHckGuZ1P+W3RtowvvM2LemnOa9wZIjVWMe
11802	+dekN9QGZ3vmVOH9+A0WOqJfctBo3QMl+jvz35tbqRXRM/pykc/350OU1PRz
11803	/CYxpt//YP4GmMiV9w==
11804	"]], InsetBox[
11805	TagBox[
11806	StyleBox[
11807	TagBox["\<\"G\"\>",
11808	DisplayForm],
11809	FontFamily->"Helvetica",
11810	FontSize->9.996694214876035],
11811	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11812	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
11813	{1, 1}], LineBox[CompressedData["
11814	1:eJwV1gs01GkfB/AHzUTCuKyUMC6VS6JS2NT8u2iFWkUotQ25tNlFJVRoUMu8
11815	9XamiOimsKaLzFZqvFGzUciGmtQgjG6rpGxRI5b3+8w5c+Z8zv/5/57f7zvP
11816	nPlbhsWui1AnhJzGm36S3nG8pjBkkH5aM8T2SIvhS1jqWRZ5HRa3ZrZfhj1K
11817	i6qj4cI7F51/guNXD/9uC0vdx3SHjRlSLBrJ6LdiSG9C3i4B7JKzf0MVLH2j
11818	zVN9xxBf00hpLqzpFTgxAh5lhV9KoeuNU180GjHkcMHLizvo+j0xDvPggbuH
11819	8nbCylVly08bYt3A5Vv7YYXqfoABrGBlyPNgsdMPRrkG6I/13rQS5uqoDs+G
11820	6x17I3tgztJXHxX6DJHcGnTRRb+qR4tjT8MTZk977AErFips9sHvu0J2b4c1
11821	X2xm7YSLI01Dc+C4hFalALZ9+UVdCpNNcXElcNWXcn05LFqovuM57NF+p/Ql
11822	PPCsv94S+4c3bd3QC9cvab4ZB7u1WnoqYa8plTq1sFEPy7wRlhkciDLGPOKj
11823	XKcLsMR/169hdL4X5sH7aL2H6/WL4Fd+VhrL6f0W6xrkcJz/j0bqML9NUjsA
11824	e0x5JP8fnb9hiclXOL5prTwWFoQvU76CnzebtljDLeVJgZWwb9mS7DZLhjAr
11825	pnbEw6Iz9o+yqR2TBkzgCRqLJq2He5ck2YnRrzM586sFfGJhgfZMOLmn784g
11826	lyFJq1hvcjF/kmbuyqcwZ37k2XEOQwLeTa+shVv2vk+OgI2CKt1k1J4jDSf1
11827	4Bnta+phsqyZSdZlyOUHmZ86YH5Wu3uCDs6DSWzOMK3H/RB1bDJDptex59L9
11828	nX9iDTzTZsgpwWiUNyyodjP2hfklirwkmDNRSD5NYkjtlLzR32FivOrYA3iy
11829	waPmx7Bsd1PoE9jos9rPw7CErazXxv3FithNJsinMNpaLxqe3OyX5wiTqFOX
11830	38Emua8TXeG4TvdzaegnaXyH0oWub0zsnIF+NfMXrpgBy9oDb/4FcweflGnS
11831	9bKNkdGYT+z35HY33S/gg+ArHL/AV3wJFh3ftzsKeUgNJ5nF0Py1bw5fhf+q
11832	ebzYDi6M1YuWw8E2JYJu5OEs7zKthfkeZjnZMHdyuzAdfrVpBeNF81RbsU+X
11833	1mt0W0lgpZVIbTv2k7h6C5It4J6A0Hz0x5F+ZWnBgt4S5XnM43yxnH3RHPXs
11834	TVKPYF7V3D0pYTBz5c/sCOQlShYEuMDO0+K2z9PCudjSsoYLD4g0745PZMi2
11835	/+wenwETJi1Awcb16J1Ny2HBZusN91n4NPHWToSVgTId+QSs0/eeXEXXu/B8
11836	2LBt+swNuujHuTTMPlIDv5cGVdc2uGVlX9UXddQbWeZwHy78r29XJezcVbye
11837	Q8/H91PNy+Haih0J7rCfmuU9Ofxc9PpDCCy7qTFkhXo25T4Zu2FG9UB5HPYq
11838	9t9ygN7fpzK1wf6+JesdMmGRRcJoDeyR2W+aQq8b9U+KRv/8+a4jETTv1XuT
11839	dTGfYu1Sh2U070/2kiI44Fr+OQO4cGbeRS7yUHiskf5B8739TZgMM0+LzjrC
11840	jOBgfzks+U1YdBrzi7Y5+1TAoj0nVWxY4u3sLISTGhZYxpqhfrfxz/Zw1sjW
11841	so7pyNuzSa8A+2VVO31bC/PFjakd6K8lnPf5qSn2O6ZjP4j+xWoFbTFwi9Xl
11842	LX2YV+zqYGBmSr/3zk8NyEdzeOXYy2m43rS6NV8Nv+shVXctLAjdURRBcN0l
11843	rPEOXChZuC5ujEcGljSXyKmPt9e5jvJIXOLReWMw3+eqwYJvPGLbxHL0QH3u
11844	+mSHPSoekV7JjxHCsiPpcv2vPCLaYGjRAytTKwY1v8CZfe8Xo3/ZjZ1zwod4
11845	xC/D1qcA5gY55djACqO+PwZgpe1o4Uq4Xni7axHy4M7axb8LS+fI9BOp0+c1
11846	HkI9sfDZijM0r4ar67KxX2FDysYrcOEmbu599KM0GVpaQq/3aLjpo9+4RT56
11847	6dRszcbNIzwiKeWwPWFBnVljLuYTFf2Q+xH7M8LyvNJ/ecSk94rPAVgwcHBr
11848	CvIgFXYSNlz4MVFPcxzXe05Z7cN8DHvo9fewtMi8+A3y4Q71zNGBlRvrTq+h
11849	+abpHN+L+7ftrTsnnYr7D50JzkB9W/YZe3uYb+jkOxv7K3RDQ8Qm6O/h9VOp
11850	6Fec8G+NK/W3mshMzMPZMmP2c/wPE/+J5kGYXzEpKOoEzPh3PiSDmM99dH4M
11851	rExuXpT/D4/wO7iz6P82U9HfF/0B/YSVlUTR+0OzJYq3PMJN3dWXBctCYmzP
11852	vUb/2rcs7tD1V68detvDIzLFlgQ29hdYiQ8WdqL+L2MhG6nTRrTaFDySlO54
11853	qYL2pyXMKWjlEbfS4F4DzEPsghb9I+cRL0FG2i+wQPim7CnM/46jV02ddiV1
11854	HtZzPuceG6e+YMnreMYjqhtfJE7Ii0QEhp7owPexVfVqFSyrqgo3UPJIr7uH
11855	2AdmBk+qTrzA+WzKFs2n6xMDqxagf64gnq9G8xZdS6n+m0davGu0bqA+Myt1
11856	jPUO88W3nfeHZdZ13X/38UhWwtI1nehf9mdTNNOP83bP0ziIztNaa/cZNilR
11857	Vd+jebVp2PXBnMynwjk0H52KQVN4m/9v6nl47iGr79uko95A4v7rE6jN8g5a
11858	I99grfSPyXjuYUoOP9F9g3lym7MmwDKvU0Yh6J9z5PP5s3juEZTNZa1+jvN7
11859	9ELKWuofu7fbI6/ean2/6TCpDn67uAb56vXNUaOmr+JqoqTPb4bM/wHnSp4c
11860
11861	"]], InsetBox[
11862	TagBox[
11863	StyleBox[
11864	TagBox["\<\"G\"\>",
11865	DisplayForm],
11866	FontFamily->"Helvetica",
11867	FontSize->9.996694214876035],
11868	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11869	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
11870	{-1, 1}], LineBox[CompressedData["
11871	1:eJwl1ns41PkeB/AJSSWXUmaRxiK3mWm0s3IyaWJiTimys7OWrpZ2ZIp9dDRH
11872	UxwkbEkod2eU2yq3OF02ucRGUo/DlGvlMolCtlKaRs77u+ePmd/zer6/7+f2
11873	e37P72vmH+IdqEahUHLxI1eKFvmjcyka5GrBpchvGobrwOzfvTO3w9SVtSk2
11874	cKXPbpc0YlnpSy9Yck3zx26YPhIliYEDQjSkyy25lGQe+1493BEcVeQKn9GO
11875	GFRncCk5ikz3IJgyIJDugLWU2YJoOPZ9g04WLA40+T4J1mvivxqFVZyjorPw
11876	rK/NXnsm6tP9jhcF58TkPA6HWUopXQTTRQMzNXCtcoXCDRZ9irk1TtY7DTNN
11877	4dDny+JXrONSPHhLH/yJejUMD/Dt4fddLxhNFqSu1MMuMNWsIPECPKuza84N
11878	9slU5AXDrbwL5zbDPSaL59zJ+n9b3BkwZ7HXFB2WKU626MOVllwfE1jLIMH4
11879	DfKn2ecUGcIl+6kFLXC77bPf18CCo+afcuExU+UQm+T/sKn9KOx15HmHEKYJ
11880	3e7vhGmrh4pjSbyvvj/GhKkVT1W1ZP+00HgVHH+18vUc7JNanLsIbh1j0reS
11881	/rMHwzTgKPtyejJc+/DZuWVkP0uxbgC2KGkSmMM3vRvFa9eirz1hKVth8YHH
11882	TDEcMN50OozMe655phTOGHR9fQWWzx9IGYQrFeuVE7DU1IC71IpL4frNnWGj
11883	/9iPQbds4KhRD1YUmcfKETcnOPluwpaH8FiJW8tm2CO9IU6bhfn3WVZtgGsM
11884	R4+xYN63kmUW8Gx5s+MuWPoyOVgTVjqpVR+GBx0/PSL5mYL5BadgQaR6xn9g
11885	3pjjiYvwGV8r0WnY6PlUfT7MHhOp/whznl4vK4KnJ5ksBuxsfy+sEB7Q/nJR
11886	E7adH4nLI/Gski+/xHziU4zzUsj9rApRJ7w2TFwaTRxkFN8K85t7HoTAoZSk
11887	NQ/gJM1dPD9YdfD+7T64wGJlkBuJv9TO+yM8VcxOXQ97VdhtoSGf/7fDumaw
11888	pK36BwG87ayX/gqYOzEzfB7OM70vWww7chh3n8BLluelLIQL+n0jaWSelrHS
11889	RaTfpuFgMSypay7XhQ0u366/AQ9EprNMSTx2y615+NLnh/Ukv4mir36LNZfS
11890	8NPjLg/Sj7nGiePwqMvry8Gw3LZEVQrfVHJYSTDlZ9fGRzCn7fSOari2sf7x
11891	C/i6qupaL6zRkd7zBh6brFtEscf+jVspk/CX7pAZC1ij7R71GSxM62e7w63v
11892	fCOaYdsZ97xAOP5j36d8+ORXGQ6RsKJO3CWBV12p3pgK+2THJG+H16b7W+eT
11893	eNF7X5nA/CMOzSVwu5lf6Rv0d7eHY1IK87YlJdyDe577nS6E6SFG+gWwRsK+
11894	/GxSn1eNNBFWyUZdz8INfldlx+G04SjpcbjAt1QugbU5v0T9DNdKliui4ZN7
11895	LuV5wxntrRpZsPf1UJYzrFdeJ78DN+QrE+zgEo+DeydhC+OyV8awdKjH3Mqa
11896	vG8NR/RIvQZMVhA85emptoTE4zgxq+C3bzOFi2Gu67UYFVz04VOvDrFxYAjf
11897	Bv1bPL1mRKy20yYFdt6gWUeH2WZjat3w28S1yTw4bcf+OANb7N9RF3EAps6v
11898	T+UTH1+SFg3TAl6F/wIr+QWNRXBozAAlCbZwE/7RDrNOqSfnwh1d57e/g2df
11899	7DSSwe/TBpTU9Xiv91MZF+EsYXQMB2bxboxGwW798vLdsIJ6YvwAXLqRf1gC
11900	y6yr+U6wVnfLcBJs/V14qC6sU1IT+m+YzUlcPIT6M+TUO7/B++uC+67BKUvu
11901	XC+Dc/6xpPg0HL5p+sIVmHZbpucPJz6c7b1M1sfWHOPBA90erukw3SntKQsW
11902	d8nb4kg+48ZOa5iuzL0YBkvDFu5jwBONkRN7Ya6/76wznBPpab6NxL/6UboH
11903	jjXfmepA6mMOsONh0aJTcZbwxK/WfXfgL7IWGzKPWMvXxSpY7V9akbpw6Lmq
11904	Iy7oL69Ctkub1FM+XXaGzGNQn0HWz3ibVPXAE1YVQrJf7mJSYW7HpbgYhrdZ
11905	kfmpKl8dgtt0NjltIvdLPDuvwOxq9iofuJK3wFQBBzSkJhwjz8Nrclwf39nW
11906	xDVJWaSeCEH7N+S7a/v1u3rYa2TBKB9marmKR4lTQibId1uQIpNpf4P4O20Y
11907	HrAq4PhGe/g91y3RCTY9W/vBG6ZFfB1Kgw/5X6oOhTNWdDSrkP/QvvETCfDN
11908	+5TOTviDfk92DtzsHGRbCMv7yy78Bguudv0aDgsuL3eqhFs3O9f/HX4SyC8k
11909	9pg5JjEj+7cudLgCi+NqHCiw8J/qqTI4qiDWagzzEhVF5J2HWY9ilvXDekZ9
11910	4kh4dnjIrg8OoDk5BsPJ1OsbRmGux2pvIdxT/4fnPBzx03IDF9Kvr+lnC8S/
11911	q6PdsQ7O2ZrKFMLP7i1opME1vOc+5+GxhHzVSlhr9dOjcnh3b9VBPVhapm62
11912	GvPgDN0o+su1BrdFcOIPvjRDmPOk9mQNnPSwd8ocnnZtKJwj83TvGnGAfT47
11913	x2/BuaYvyy/BE25gZ9w+AZev9rM6DCsc45iVsMffXj9Igh032G3phpujBcJq
11914	2MDsY/efDPLcGLG9ZF6SRNE8rEnObWzu/89xTO7/AKBMgXU=
11915	"]], InsetBox[
11916	TagBox[
11917	StyleBox[
11918	TagBox["\<\"G\"\>",
11919	DisplayForm],
11920	FontFamily->"Helvetica",
11921	FontSize->9.996694214876035],
11922	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11923	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
11924	{1, -1}], LineBox[CompressedData["
11925	1:eJwd1g00lGkbB/CnTVY2UanonSyyUShhNaV4qK3xNhhCaBKlmj7JahqVNeur
11926	SdRQa3kXq87YpdAQpViJYUfk+218pS8xWxJFGSnv/37nnDnO79zzXNf/us49
11927	zhjtCfHc9xVFUZl4k7/U1DRe5jT1/5cJTY3syfnItqCpYEECb3oZTQknfban
11928	wzpGHxWjcGjSCt5zmLnW3EkBS2QuRd9Z0lQ/M36VFOY8YL0JhKts08oj4cbj
11929	fswU2OuTg8gJVgazjcvgsU1VOZ+N8Rxn271WmH5U8VMJLN4oLu6DBRW65TyY
11930	45ph/QQOL5hptBS2GqpQ74A1lj4O7zCiKXbYVGQlXLL5iW8yLHw+uDsbzvjh
11931	0iofWGddj+I0fNnf4JMJOT9Qu3M7yXuv1n3aEH3vnbu4Ahbr3Vo7AD9t2LZ8
11932	Bky9eGbeDdve1KzpxbxWTTFaPTBXS9VVCZ+RxJoqYd3w8Ut5cHh8iR2F+r62
11933	IaVZMHv8pMAI5t7pPvc73OjocM+FmCXpyIe98tvP82G9Xnd5HSxzOLgyBzZx
11934	slR7A1fUU21tsJV9eZoB8qQtaJFNwfKX8fP9YcNTxqGG2Mccu9nnM8k+6S0J
11935	9nBwT2XlACxyW2HJhvPfRpjarKIpVkrIEAc+cq1cX0j8YsYACw59VfXiASw6
11936	5dVoA2+I6hzSWY09cd78Mw/OSE9td4fzN88w6Ef/0Odx5+JgscC97Tp8pnXB
11937	YSmsnJK+OkTySq94NsONzowby2CpQ2/OMzjRk1HUiX3Jsyu5g7BZ4UhBIjz1
11938	eXgGOQ+9WHTMGdaoDM0nz2tse+Su+hZ5RsfflcDyxR4lp+GJsr1dKTCPW3ZQ
11939	B5ZRQXcOwyzft6q7Buh/hjJ1JvllJSORsOQbWZseTA1qVvrDZn4+h95hXl+7
11940	6BwPmM3ZH9FKzDcrD4Ingueyy2CrVsdhEawX921HLkzznYxk8NNXcSkSmPla
11941	100b/Tt8muLy4aozipJ9sPJGqsF9mCfQXVAND3mErn8OW2znh2pjvtyEkO+0
11942	kUdidpNlDwtcfK5ugfv1Iv8Jghs9P03Ew7abbw8IYcajLZpNcGygnmUqbGVx
11943	rGSOFfb20m1JNrmvd/LW28AWcTPFmbDm7Z0OfnBoTC91gdzX2PHDkbBh8Cv+
11944	cdi32Ckui3ja+hILnnuiK6QcTnMNjNeFq+Uqp3byvHPLrELk7+sxdn0JC9Qy
11945	PE1g7mz15aOw0O5Bnxj70NHan/eBOD74a9VSmpovlX4eh5kRfO4euHeHY/Jb
11946	Un8FN7CNgXr9ngv7YaqmaKsb7Bwwi98Bc9IbK7r/RVOFLheb78Nm3Mi807Do
11947	6q6gAuL05Nm28IeaC1FpJM+oiXwWfGRpVEwseb7UK290CU2p79avCCP5b/s6
11948	fYS/8LMDguHcKzyVLj6/0lAi8Id9+2yNWbCzac0Lb1h0mbEgCa5IrrffAYs3
11949	3fJ6AvfyMhUBsI7aXx3rkHfAi117BJbbfW30Kxw/cKBeSBzZ9ccomU+zLOg/
11950	ZL63pe83Yf7CwyYNZaTeYOmYCFYzE2v2wHqXk9ZUwIz5ThPTJN+JBKobZs90
11951	c12+Bvc/e3XRE7jue0ExGxbERF1vgN1m1TQfhycexkdnwkv+0uVehnO9OSpv
11952	2CFjpcVNWLlVY/ID8gSqWdMPYSt5aVQMvFzIa34GC3kXfpzGfPFO9h4j5HzL
11953	yagQ+Fj36ZgJ2OxsraIT+5t6E3R0EqZvl36h4f3P7HZ/WEPut39sgT5N3Q27
11954	MTxE6nW+rl0GZz1YOtIHU78cuJGrh/vl23CE9M8N2BFNwwE9r1LvwGWLfSTD
11955	i2mKryosl8AjD1NOlsJ37U1txfBTiuGYCvclXvKOhFvabXWSYcHR/qCj5Dwo
11956	oFUCd1OMiCBS381wazNc1bQu0R+W609ZaqFftbGLpx/ZR8+uQH9YaTiPDiD5
11957	W1rVi/VIjr+jD5J5S91a5iJ/03XqyylY+kXd6jCsLvvMToGrjr/LvA9retj/
11958	XUjyNhkp5mAf/1bqi5ph8aGRJSz4Fs8x4j3pV7ptTwh818B+t7418nskXYiC
11959	qxO7Bh3hQPO6JD7Zp+fPd/bBI8PtYdvh/KSB6HOwcoOZcBFcph2geQ3Ona4x
11960	If053xhsqIM1Js+99oZ1PersHsOd1dd2dWKeEfMs72E4NCe6iw2bpOswVTAd
11961	KN9dhv24FWvXfYapvVw/w8Xk/6DFmilY1LrLN2ER9nnW690YrOMXpPi0kKai
11962	f/SWKWGzgHJVBDzUwf2tE+asr3afDZeoPUuvhbN7K68U6NJU2w/HZhaRPBvH
11963	ag7C0ub3lhmw2LvihCP85YR9mIjU28t0XQ0XJtGMkyTvNqGUCasvZnAPwoL5
11964	2b1+8NVd3zMDSf118ycvwrGCHT9zYal1/UYFXKJlVx8AWzmzFpojjzC8eecB
11965	ss8/G3bGw2wdlT2f9BctSn0Bc2Y6LDtP9i9Zbb0R8w41zIvLIf3GTeVJMLNy
11966	zS8ycj6m8m2BYz1fcwbJvg3+EFHk/mX1JMyxwfcvQtmyBK6I+33CGlY+YF5j
11967	wF+l/NfJD9YYW5unRu6zqlr7J5hVb3OxDfXuPn7JyIazFZTrWTjswr1NlXBV
11968	n8aECTx2Y2WiAh4J1iouRF7++BW71zCvqCzWDE5bNiabIA7Psf6V7JP8fiP9
11969	yO83Xfp/ZOSa4w==
11970	"]], InsetBox[
11971	TagBox[
11972	StyleBox[
11973	TagBox["\<\"G\"\>",
11974	DisplayForm],
11975	FontFamily->"Helvetica",
11976	FontSize->9.996694214876035],
11977	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
11978	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, {-1, -1}],\
11979	LineBox[CompressedData["
11980	1:eJw9lG1QVFUYx8+KkQzjhyYZ3pfdPYc3hcHtFBRT+DBNCiq60Uy7IzXLLu1F
11981	dBRzSYsSKNJsRlQQiIuYmYgrfKAALRxLAuVFTistTIOpRYysEDIyxlRQsT30
11982	4dyZO3d+c+695zzP8///9fbCbMcyQsjLeC89J0d9eK0B8v/FIHSipfaGQF5x
11983	bH5jAoPcryqP1qjIuVYS8QqDdd+VRtgUZEuwrakQ3zcuWhP5Egc22EsYiBR7
11984	7oJvNRBwBJUcYLDvg+CV/QJ5+1s9q3Yx8G1+CLUq8tvuzsStDEx93r43FOSM
11985	Y4vFsQyKpw8qnCMfL667t0ChKsDzq4Ygmy5unHFTaJrq8R8S8UBmv0lafoFC
11986	TUb2F6dUZF1592gFhc0G8+AOBbms7pPeMgrVygNzCkce84btLKdgD+Db/Qhy
11987	3MGivTUUvm0bjrgp4oD89bj3TAeFMpc4Xa8iWzIt2rsUorMtWkVBNk3megMY
11988	eHP6u40ceVLTvOcZBgnta1r/9cVi/9Jic7YxuPhlwfyAQO6vKgwqYlA2/9KF
11989	WhW5y5PwZimDKqPz6zwF2cV7/d9l4DdzYpWRL61rR2z5DC53dX2+6IvB/Sp+
11990	friewcLZxReFQM4IONweyeBU86Nbqops6Wq8Pkuh52+2KV9BJrdn2q9TCE15
11991	7tDTHNlVnf7DGQrn8i6Vawjy2jvxFR9TSB1NWu8W0UAO+x+4X0pB89G90XoV
11992	2fX93icOURB/arPyFWSTfWrDSQrOPM8lzpGfrf5w+gqu330snhDk2Y6WYS+F
11993	rcWNbUIwnOct6nkSz+eX9JqqIh/v05jTGGyKdMUoCvKspVVnY3DN75dAzpHX
11994	/pE+vp9BnHtJfxTnl1o1iP1puKqbE4LK9aAmM9ZL5ffdV4fOKgqV/9cYcrI4
11995	p3L/6on5H30+gzzfjDUxUwiDPH9541hbnWqQ9W0JCo91KAZZf/T0zU4jN8j+
11996	XLZmvrfo08v+JTt63xkUetnfI5/91FGn6mX/u0NWYr16OR9HlOYK53o5v9rb
11997	aa9riF7ON6t157Rb6OT83ZVHNjSoOqmPsYHOVwsUndTPyd9q/JO5TuqLTQ2b
11998	lhGd1N+ce3dxgxol9blvfEsP51FSv5/ed3TdEFqpb8OwudemaKX+F5xq0rwv
11999	UvqjrjPGVKlGSv/4z5kKVvNI6a+i89tOXxMR0n/O9v2PrEqE9Ge9M+f5f3zh
12000	0r8ttt+fUtVw6W/SbNyTzMOl/7sf6EqGRZjMh5H3hyYKlTCZHysGUtcFkjCZ
12001	L0eZH5xTQ2X+pC8nfS/wUJlPJOTO+IgIkfm1a/d5zw4lRObbzMiS/oJl/v0H
12002	YYABMg==
12003	"]], InsetBox[
12004	TagBox[
12005	StyleBox[
12006	TagBox["\<\"V\"\>",
12007	DisplayForm],
12008	FontFamily->"Helvetica",
12009	FontSize->9.996694214876035],
12010	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12011	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
12012	{PointSize[0.04], PointBox[{6., 10.}],
12013	PointBox[{13.99999999999999, 10.}]}, InsetBox[
12014	TagBox[
12015	StyleBox[
12016	TagBox["\<\"T2 G2 N5\"\>",
12017	DisplayForm],
12018	FontFamily->"Helvetica",
12019	FontSize->7.997355371900828],
12020	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12021	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
12022	AspectRatio->1,
12023	PlotRange->{{-1, 21}, {-1, 21}}], {22, 22}, {0, 0}, {22, 22}],
12024	InsetBox[
12025	GraphicsBox[
12026	{Thickness[0.005], LineBox[CompressedData["
12027	1:eJwd1A9YzNkaB/CjJo22GClh+jOl2aLpmlYylOYXLaEYWlfSkkUlZcqqWCGV
12028	2+Rfs7eUuqnhKmxZYQilBiErmlJK2pqUKxVGBkVb+z13nqdnns9zzu+87/v9
12029	ncn2J+nKzXqEkBP4o99EO4KPBUNYFPYM6Z5zhRMCF6fEZFGrjVaueTQR6+1s
12030	x7Gwtqt4hjusqW6ocISvxUacUJozxPL+rrrlcNjWbXxPmHkY6p0Iiyz90p6b
12031	MUTFuhVXAQvdQsvSYE65OFCPzxDeui37g+CqaQv2L4VLkttz5sO5C3q9s2DH
12032	zfdzvKhXDrW9gI87/Kt/NTzwwu6Q07cMkXANWUnwD2W8M9vg7rlCphKOuBFR
12033	dw6uPrJYwkY/8QUdrOfwgDDGZw3syMwtIQ4Mke3v0xTDUa8WV0+GhWFhl/+C
12034	2VbWDXx4Z3bProWYt9klvt8eFr008U2E5Wt3N1vA1yzMm4vh3F1LH4zgfFGW
12035	7bHbsMpIltIGM0eW9KlgkeoWcxX2kZb+sxAu9hfsSIVVi4Kl22HfW5mNgbBi
12036	T8FnPuzjNuLsDMtSUx/fpv31zXDXp/O69rcshbUH/kxrRx7d6W9eV2Fe48rr
12037	MVU0r8WJid/BCRef1l+G5Tzji9kTUCdSPuECzBTJakZMkbPl8ORSeJLTXlE4
12038	HH+gaGYN3T9q+bdt4/H8BdOJb+HqmvqAYNi3bLiDi/rEXden42B/SonzD7Am
12039	qHlaPmyvv9z8GHw2vzxwAyy42SlphRMSFyk94OTzncscaJ4ViQtd4IYV41b+
12040	DGv07YbmwYqoZb/ehLVJ1meC6fktZgH6jthvZTYlE+btaOLPh7uPiPxa4Oa6
12041	qQ/j4IDheUcc0V+3PzvpFCw3HLm4G645UWB4Cy7pjgt8DCcf/qKoh2V+/k5c
12042	zKvp8nRugn3WzzT5Ee6q2mpXCxO3ztA0eIeFRlYGqz+qVv9O93uvf3cCZk/X
12043	tVyleR38GLCT1l+5UVcIK7wy+H4wR1F/ew/cfCfmkzXsGGRzyJ26ODVNS+9b
12044	D+9KB/qJaPItrYIHIvzLtsP2rxIn5sHBgWPG9mM+dZnP5H1wif/23o2wLP9V
12045	/RZ6P/OOBuWMw3ubcvHlelgtvDQ9ZCz6+2VI+hMsX2Rn4maC30n81JFomm+r
12046	v8LMGPn8xzz1KMyL7G/85hvMSx5FlMLMatf99kaY51L+rl5a77qLdvMY9Ntm
12047	8Zcj+ufZvs5sZDOk/K+LTyNhjbK2NhZWd+XIS2neWbXKJbCq3C9efxr63/eL
12048	qQQOu1NVtwzmeBnEJsGuvXW1mdTPwla1w8nWDq3NcIlJ4/Ig1Au7nH3SdDru
12049	y6UDSe9h7Qovp/mwotf0Ywb62zFz9tfNMEeTqu+B/iUpb7h7YLmZYddzOKhg
12050	lVMKrDGcZROOeZnT/uuTYfWiIaM/YdGFpUkx1MNtcwXIp0H+8u1a+vzd/3VI
12051	qK9Ex86BtdGXbRfCTNvpVRx63jWzBWNg1t6T5p3oNyrgRGM2zivZFC9V0v4f
12052	qpSDqG/vlS5IgVVnxf0CWM7mj14HC0+1Fs5B/xLjggPusKJyb5ED5mO7zXll
12053	S9eln+cR5CG4e2PElJ7/Mu3Yo9GoJwxz4MCaFZ4ROQYM8fZkpk+h642v9kez
12054	8HvPLvd0oXlaBNr8qI/nG1frr6L1rYryQvTw/7j1a2IyrG6VDh8bxZA+Lp+p
12055	gOXDZcnvCX7XD0ULCc37Az92DzwQ5M34wFEC2y53OMrDKiMdJnJthgAOsy9I
12056	aIeDdT6j/eCuO/XzpjlhPTz54HG4ZoKR1TbqovH72Kgnm+V7tggWiguyM+By
12057	SUNFO6y2P+czE/0JdQ3n2QLUcZXZtcCsbDdvPiy0u7duL+aRjURrXGFe9kZ/
12058	c8zLyXwZNxvWprdqM2DLWkmWM0wGbWbrYGWzNGgSrE51yXNCXvYfRm0ZRD3F
12059	66uRs2BL07raejhhIHbEBG6wyBoqhDnz77++jOejCpqzdsLBJ7+Mc4SLE4ZC
12060	l8Dy9vHHI2m+90e72MCqOP69VPSbPEmaMUjvz01hZRKd74+U/uew5AbLbRPy
12061	MOa3LKum92fCMuPwYTFxXH1dpIJVM0MTRw2JiaTH8noVzf9ZT+jpQTE5zM5c
12062	+JTut8+qC/0sJhkdvZU6ev9ZNoHrP4qJgORF0vpkqY1n7gcxGdJzN1oF897m
12063	pAv6xUSRN70una57WRVOeS8mPuc905/BTOSnvRFaMdHWctVTkY+qhZU/FZY9
12064	XvFECityPN54wCKLuic3aJ6JpS0lcIL/cjM9Z6zfP3vjZ5ynk9jpL4CDS75b
12065	Eot6fS+sA3ZTK99tKEQ/5b/yZpyDmVPcB+90mLfDwPohNesOb94nzNto+72G
12066	npfv07oT8+18vHFNtzOd97P70QEx8W2pPNNJ96d5eoYjj5pPF8Y/ofv5v8UP
12067	waLOT3rXYF6crGf2FzFRhnA3ZPz/+fyICXB329qYcDihlL3gIPZPEkyp96Dr
12068	X7YxuThfVaZzHUvP+8Omxg/1W527QzpoHkzn72eQr8Sgj3udmttVfBXzdBsk
12069	Pcmi+TQteX8Q8w9pi8v20XXh4dPb3ooJ686hrO1wwqJxfYrXYpKb0/lbNMxU
12070	+N1t6hITzuhNRXvoerXC0FMjJsHckGuZ1P+W3RtowvvM2LemnOa9wZIjVWMe
12071	+dekN9QGZ3vmVOH9+A0WOqJfctBo3QMl+jvz35tbqRXRM/pykc/350OU1PRz
12072	/CYxpt//YP4GmMiV9w==
12073	"]], InsetBox[
12074	TagBox[
12075	StyleBox[
12076	TagBox["\<\"G\"\>",
12077	DisplayForm],
12078	FontFamily->"Helvetica",
12079	FontSize->9.996694214876035],
12080	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12081	9.996694214876035]& ], {2.6125141805200567`, 11.914057016624067`}, \
12082	{1, 1}], LineBox[CompressedData["
12083	1:eJwV1gs01GkfB/AHzUTCuKyUMC6VS6JS2NT8u2iFWkUotQ25tNlFJVRoUMu8
12084	9XamiOimsKaLzFZqvFGzUciGmtQgjG6rpGxRI5b3+8w5c+Z8zv/5/57f7zvP
12085	nPlbhsWui1AnhJzGm36S3nG8pjBkkH5aM8T2SIvhS1jqWRZ5HRa3ZrZfhj1K
12086	i6qj4cI7F51/guNXD/9uC0vdx3SHjRlSLBrJ6LdiSG9C3i4B7JKzf0MVLH2j
12087	zVN9xxBf00hpLqzpFTgxAh5lhV9KoeuNU180GjHkcMHLizvo+j0xDvPggbuH
12088	8nbCylVly08bYt3A5Vv7YYXqfoABrGBlyPNgsdMPRrkG6I/13rQS5uqoDs+G
12089	6x17I3tgztJXHxX6DJHcGnTRRb+qR4tjT8MTZk977AErFips9sHvu0J2b4c1
12090	X2xm7YSLI01Dc+C4hFalALZ9+UVdCpNNcXElcNWXcn05LFqovuM57NF+p/Ql
12091	PPCsv94S+4c3bd3QC9cvab4ZB7u1WnoqYa8plTq1sFEPy7wRlhkciDLGPOKj
12092	XKcLsMR/169hdL4X5sH7aL2H6/WL4Fd+VhrL6f0W6xrkcJz/j0bqML9NUjsA
12093	e0x5JP8fnb9hiclXOL5prTwWFoQvU76CnzebtljDLeVJgZWwb9mS7DZLhjAr
12094	pnbEw6Iz9o+yqR2TBkzgCRqLJq2He5ck2YnRrzM586sFfGJhgfZMOLmn784g
12095	lyFJq1hvcjF/kmbuyqcwZ37k2XEOQwLeTa+shVv2vk+OgI2CKt1k1J4jDSf1
12096	4Bnta+phsqyZSdZlyOUHmZ86YH5Wu3uCDs6DSWzOMK3H/RB1bDJDptex59L9
12097	nX9iDTzTZsgpwWiUNyyodjP2hfklirwkmDNRSD5NYkjtlLzR32FivOrYA3iy
12098	waPmx7Bsd1PoE9jos9rPw7CErazXxv3FithNJsinMNpaLxqe3OyX5wiTqFOX
12099	38Emua8TXeG4TvdzaegnaXyH0oWub0zsnIF+NfMXrpgBy9oDb/4FcweflGnS
12100	9bKNkdGYT+z35HY33S/gg+ArHL/AV3wJFh3ftzsKeUgNJ5nF0Py1bw5fhf+q
12101	ebzYDi6M1YuWw8E2JYJu5OEs7zKthfkeZjnZMHdyuzAdfrVpBeNF81RbsU+X
12102	1mt0W0lgpZVIbTv2k7h6C5It4J6A0Hz0x5F+ZWnBgt4S5XnM43yxnH3RHPXs
12103	TVKPYF7V3D0pYTBz5c/sCOQlShYEuMDO0+K2z9PCudjSsoYLD4g0745PZMi2
12104	/+wenwETJi1Awcb16J1Ny2HBZusN91n4NPHWToSVgTId+QSs0/eeXEXXu/B8
12105	2LBt+swNuujHuTTMPlIDv5cGVdc2uGVlX9UXddQbWeZwHy78r29XJezcVbye
12106	Q8/H91PNy+Haih0J7rCfmuU9Ofxc9PpDCCy7qTFkhXo25T4Zu2FG9UB5HPYq
12107	9t9ygN7fpzK1wf6+JesdMmGRRcJoDeyR2W+aQq8b9U+KRv/8+a4jETTv1XuT
12108	dTGfYu1Sh2U070/2kiI44Fr+OQO4cGbeRS7yUHiskf5B8739TZgMM0+LzjrC
12109	jOBgfzks+U1YdBrzi7Y5+1TAoj0nVWxY4u3sLISTGhZYxpqhfrfxz/Zw1sjW
12110	so7pyNuzSa8A+2VVO31bC/PFjakd6K8lnPf5qSn2O6ZjP4j+xWoFbTFwi9Xl
12111	LX2YV+zqYGBmSr/3zk8NyEdzeOXYy2m43rS6NV8Nv+shVXctLAjdURRBcN0l
12112	rPEOXChZuC5ujEcGljSXyKmPt9e5jvJIXOLReWMw3+eqwYJvPGLbxHL0QH3u
12113	+mSHPSoekV7JjxHCsiPpcv2vPCLaYGjRAytTKwY1v8CZfe8Xo3/ZjZ1zwod4
12114	xC/D1qcA5gY55djACqO+PwZgpe1o4Uq4Xni7axHy4M7axb8LS+fI9BOp0+c1
12115	HkI9sfDZijM0r4ar67KxX2FDysYrcOEmbu599KM0GVpaQq/3aLjpo9+4RT56
12116	6dRszcbNIzwiKeWwPWFBnVljLuYTFf2Q+xH7M8LyvNJ/ecSk94rPAVgwcHBr
12117	CvIgFXYSNlz4MVFPcxzXe05Z7cN8DHvo9fewtMi8+A3y4Q71zNGBlRvrTq+h
12118	+abpHN+L+7ftrTsnnYr7D50JzkB9W/YZe3uYb+jkOxv7K3RDQ8Qm6O/h9VOp
12119	6Fec8G+NK/W3mshMzMPZMmP2c/wPE/+J5kGYXzEpKOoEzPh3PiSDmM99dH4M
12120	rExuXpT/D4/wO7iz6P82U9HfF/0B/YSVlUTR+0OzJYq3PMJN3dWXBctCYmzP
12121	vUb/2rcs7tD1V68detvDIzLFlgQ29hdYiQ8WdqL+L2MhG6nTRrTaFDySlO54
12122	qYL2pyXMKWjlEbfS4F4DzEPsghb9I+cRL0FG2i+wQPim7CnM/46jV02ddiV1
12123	HtZzPuceG6e+YMnreMYjqhtfJE7Ii0QEhp7owPexVfVqFSyrqgo3UPJIr7uH
12124	2AdmBk+qTrzA+WzKFs2n6xMDqxagf64gnq9G8xZdS6n+m0davGu0bqA+Myt1
12125	jPUO88W3nfeHZdZ13X/38UhWwtI1nehf9mdTNNOP83bP0ziIztNaa/cZNilR
12126	Vd+jebVp2PXBnMynwjk0H52KQVN4m/9v6nl47iGr79uko95A4v7rE6jN8g5a
12127	I99grfSPyXjuYUoOP9F9g3lym7MmwDKvU0Yh6J9z5PP5s3juEZTNZa1+jvN7
12128	9ELKWuofu7fbI6/ean2/6TCpDn67uAb56vXNUaOmr+JqoqTPb4bM/wHnSp4c
12129
12130	"]], InsetBox[
12131	TagBox[
12132	StyleBox[
12133	TagBox["\<\"G\"\>",
12134	DisplayForm],
12135	FontFamily->"Helvetica",
12136	FontSize->9.996694214876035],
12137	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12138	9.996694214876035]& ], {3.387485819479944, 6.914057016624067}, \
12139	{-1, 1}], LineBox[CompressedData["
12140	1:eJwl1ns41PkeB/AJSSWXUmaRxiK3mWm0s3IyaWJiTimys7OWrpZ2ZIp9dDRH
12141	UxwkbEkod2eU2yq3OF02ucRGUo/DlGvlMolCtlKaRs77u+ePmd/zer6/7+f2
12142	e37P72vmH+IdqEahUHLxI1eKFvmjcyka5GrBpchvGobrwOzfvTO3w9SVtSk2
12143	cKXPbpc0YlnpSy9Yck3zx26YPhIliYEDQjSkyy25lGQe+1493BEcVeQKn9GO
12144	GFRncCk5ikz3IJgyIJDugLWU2YJoOPZ9g04WLA40+T4J1mvivxqFVZyjorPw
12145	rK/NXnsm6tP9jhcF58TkPA6HWUopXQTTRQMzNXCtcoXCDRZ9irk1TtY7DTNN
12146	4dDny+JXrONSPHhLH/yJejUMD/Dt4fddLxhNFqSu1MMuMNWsIPECPKuza84N
12147	9slU5AXDrbwL5zbDPSaL59zJ+n9b3BkwZ7HXFB2WKU626MOVllwfE1jLIMH4
12148	DfKn2ecUGcIl+6kFLXC77bPf18CCo+afcuExU+UQm+T/sKn9KOx15HmHEKYJ
12149	3e7vhGmrh4pjSbyvvj/GhKkVT1W1ZP+00HgVHH+18vUc7JNanLsIbh1j0reS
12150	/rMHwzTgKPtyejJc+/DZuWVkP0uxbgC2KGkSmMM3vRvFa9eirz1hKVth8YHH
12151	TDEcMN50OozMe655phTOGHR9fQWWzx9IGYQrFeuVE7DU1IC71IpL4frNnWGj
12152	/9iPQbds4KhRD1YUmcfKETcnOPluwpaH8FiJW8tm2CO9IU6bhfn3WVZtgGsM
12153	R4+xYN63kmUW8Gx5s+MuWPoyOVgTVjqpVR+GBx0/PSL5mYL5BadgQaR6xn9g
12154	3pjjiYvwGV8r0WnY6PlUfT7MHhOp/whznl4vK4KnJ5ksBuxsfy+sEB7Q/nJR
12155	E7adH4nLI/Gski+/xHziU4zzUsj9rApRJ7w2TFwaTRxkFN8K85t7HoTAoZSk
12156	NQ/gJM1dPD9YdfD+7T64wGJlkBuJv9TO+yM8VcxOXQ97VdhtoSGf/7fDumaw
12157	pK36BwG87ayX/gqYOzEzfB7OM70vWww7chh3n8BLluelLIQL+n0jaWSelrHS
12158	RaTfpuFgMSypay7XhQ0u366/AQ9EprNMSTx2y615+NLnh/Ukv4mir36LNZfS
12159	8NPjLg/Sj7nGiePwqMvry8Gw3LZEVQrfVHJYSTDlZ9fGRzCn7fSOari2sf7x
12160	C/i6qupaL6zRkd7zBh6brFtEscf+jVspk/CX7pAZC1ij7R71GSxM62e7w63v
12161	fCOaYdsZ97xAOP5j36d8+ORXGQ6RsKJO3CWBV12p3pgK+2THJG+H16b7W+eT
12162	eNF7X5nA/CMOzSVwu5lf6Rv0d7eHY1IK87YlJdyDe577nS6E6SFG+gWwRsK+
12163	/GxSn1eNNBFWyUZdz8INfldlx+G04SjpcbjAt1QugbU5v0T9DNdKliui4ZN7
12164	LuV5wxntrRpZsPf1UJYzrFdeJ78DN+QrE+zgEo+DeydhC+OyV8awdKjH3Mqa
12165	vG8NR/RIvQZMVhA85emptoTE4zgxq+C3bzOFi2Gu67UYFVz04VOvDrFxYAjf
12166	Bv1bPL1mRKy20yYFdt6gWUeH2WZjat3w28S1yTw4bcf+OANb7N9RF3EAps6v
12167	T+UTH1+SFg3TAl6F/wIr+QWNRXBozAAlCbZwE/7RDrNOqSfnwh1d57e/g2df
12168	7DSSwe/TBpTU9Xiv91MZF+EsYXQMB2bxboxGwW798vLdsIJ6YvwAXLqRf1gC
12169	y6yr+U6wVnfLcBJs/V14qC6sU1IT+m+YzUlcPIT6M+TUO7/B++uC+67BKUvu
12170	XC+Dc/6xpPg0HL5p+sIVmHZbpucPJz6c7b1M1sfWHOPBA90erukw3SntKQsW
12171	d8nb4kg+48ZOa5iuzL0YBkvDFu5jwBONkRN7Ya6/76wznBPpab6NxL/6UboH
12172	jjXfmepA6mMOsONh0aJTcZbwxK/WfXfgL7IWGzKPWMvXxSpY7V9akbpw6Lmq
12173	Iy7oL69Ctkub1FM+XXaGzGNQn0HWz3ibVPXAE1YVQrJf7mJSYW7HpbgYhrdZ
12174	kfmpKl8dgtt0NjltIvdLPDuvwOxq9iofuJK3wFQBBzSkJhwjz8Nrclwf39nW
12175	xDVJWaSeCEH7N+S7a/v1u3rYa2TBKB9marmKR4lTQibId1uQIpNpf4P4O20Y
12176	HrAq4PhGe/g91y3RCTY9W/vBG6ZFfB1Kgw/5X6oOhTNWdDSrkP/QvvETCfDN
12177	+5TOTviDfk92DtzsHGRbCMv7yy78Bguudv0aDgsuL3eqhFs3O9f/HX4SyC8k
12178	9pg5JjEj+7cudLgCi+NqHCiw8J/qqTI4qiDWagzzEhVF5J2HWY9ilvXDekZ9
12179	4kh4dnjIrg8OoDk5BsPJ1OsbRmGux2pvIdxT/4fnPBzx03IDF9Kvr+lnC8S/
12180	q6PdsQ7O2ZrKFMLP7i1opME1vOc+5+GxhHzVSlhr9dOjcnh3b9VBPVhapm62
12181	GvPgDN0o+su1BrdFcOIPvjRDmPOk9mQNnPSwd8ocnnZtKJwj83TvGnGAfT47
12182	x2/BuaYvyy/BE25gZ9w+AZev9rM6DCsc45iVsMffXj9Igh032G3phpujBcJq
12183	2MDsY/efDPLcGLG9ZF6SRNE8rEnObWzu/89xTO7/AKBMgXU=
12184	"]], InsetBox[
12185	TagBox[
12186	StyleBox[
12187	TagBox["\<\"G\"\>",
12188	DisplayForm],
12189	FontFamily->"Helvetica",
12190	FontSize->9.996694214876035],
12191	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12192	9.996694214876035]& ], {16.61251418052005, 13.085942983375933`}, \
12193	{1, -1}], LineBox[CompressedData["
12194	1:eJwd1g00lGkbB/CnTVY2UanonSyyUShhNaV4qK3xNhhCaBKlmj7JahqVNeur
12195	SdRQa3kXq87YpdAQpViJYUfk+218pS8xWxJFGSnv/37nnDnO79zzXNf/us49
12196	zhjtCfHc9xVFUZl4k7/U1DRe5jT1/5cJTY3syfnItqCpYEECb3oZTQknfban
12197	wzpGHxWjcGjSCt5zmLnW3EkBS2QuRd9Z0lQ/M36VFOY8YL0JhKts08oj4cbj
12198	fswU2OuTg8gJVgazjcvgsU1VOZ+N8Rxn271WmH5U8VMJLN4oLu6DBRW65TyY
12199	45ph/QQOL5hptBS2GqpQ74A1lj4O7zCiKXbYVGQlXLL5iW8yLHw+uDsbzvjh
12200	0iofWGddj+I0fNnf4JMJOT9Qu3M7yXuv1n3aEH3vnbu4Ahbr3Vo7AD9t2LZ8
12201	Bky9eGbeDdve1KzpxbxWTTFaPTBXS9VVCZ+RxJoqYd3w8Ut5cHh8iR2F+r62
12202	IaVZMHv8pMAI5t7pPvc73OjocM+FmCXpyIe98tvP82G9Xnd5HSxzOLgyBzZx
12203	slR7A1fUU21tsJV9eZoB8qQtaJFNwfKX8fP9YcNTxqGG2Mccu9nnM8k+6S0J
12204	9nBwT2XlACxyW2HJhvPfRpjarKIpVkrIEAc+cq1cX0j8YsYACw59VfXiASw6
12205	5dVoA2+I6hzSWY09cd78Mw/OSE9td4fzN88w6Ef/0Odx5+JgscC97Tp8pnXB
12206	YSmsnJK+OkTySq94NsONzowby2CpQ2/OMzjRk1HUiX3Jsyu5g7BZ4UhBIjz1
12207	eXgGOQ+9WHTMGdaoDM0nz2tse+Su+hZ5RsfflcDyxR4lp+GJsr1dKTCPW3ZQ
12208	B5ZRQXcOwyzft6q7Buh/hjJ1JvllJSORsOQbWZseTA1qVvrDZn4+h95hXl+7
12209	6BwPmM3ZH9FKzDcrD4Ingueyy2CrVsdhEawX921HLkzznYxk8NNXcSkSmPla
12210	100b/Tt8muLy4aozipJ9sPJGqsF9mCfQXVAND3mErn8OW2znh2pjvtyEkO+0
12211	kUdidpNlDwtcfK5ugfv1Iv8Jghs9P03Ew7abbw8IYcajLZpNcGygnmUqbGVx
12212	rGSOFfb20m1JNrmvd/LW28AWcTPFmbDm7Z0OfnBoTC91gdzX2PHDkbBh8Cv+
12213	cdi32Ckui3ja+hILnnuiK6QcTnMNjNeFq+Uqp3byvHPLrELk7+sxdn0JC9Qy
12214	PE1g7mz15aOw0O5Bnxj70NHan/eBOD74a9VSmpovlX4eh5kRfO4euHeHY/Jb
12215	Un8FN7CNgXr9ngv7YaqmaKsb7Bwwi98Bc9IbK7r/RVOFLheb78Nm3Mi807Do
12216	6q6gAuL05Nm28IeaC1FpJM+oiXwWfGRpVEwseb7UK290CU2p79avCCP5b/s6
12217	fYS/8LMDguHcKzyVLj6/0lAi8Id9+2yNWbCzac0Lb1h0mbEgCa5IrrffAYs3
12218	3fJ6AvfyMhUBsI7aXx3rkHfAi117BJbbfW30Kxw/cKBeSBzZ9ccomU+zLOg/
12219	ZL63pe83Yf7CwyYNZaTeYOmYCFYzE2v2wHqXk9ZUwIz5ThPTJN+JBKobZs90
12220	c12+Bvc/e3XRE7jue0ExGxbERF1vgN1m1TQfhycexkdnwkv+0uVehnO9OSpv
12221	2CFjpcVNWLlVY/ID8gSqWdMPYSt5aVQMvFzIa34GC3kXfpzGfPFO9h4j5HzL
12222	yagQ+Fj36ZgJ2OxsraIT+5t6E3R0EqZvl36h4f3P7HZ/WEPut39sgT5N3Q27
12223	MTxE6nW+rl0GZz1YOtIHU78cuJGrh/vl23CE9M8N2BFNwwE9r1LvwGWLfSTD
12224	i2mKryosl8AjD1NOlsJ37U1txfBTiuGYCvclXvKOhFvabXWSYcHR/qCj5Dwo
12225	oFUCd1OMiCBS381wazNc1bQu0R+W609ZaqFftbGLpx/ZR8+uQH9YaTiPDiD5
12226	W1rVi/VIjr+jD5J5S91a5iJ/03XqyylY+kXd6jCsLvvMToGrjr/LvA9retj/
12227	XUjyNhkp5mAf/1bqi5ph8aGRJSz4Fs8x4j3pV7ptTwh818B+t7418nskXYiC
12228	qxO7Bh3hQPO6JD7Zp+fPd/bBI8PtYdvh/KSB6HOwcoOZcBFcph2geQ3Ona4x
12229	If053xhsqIM1Js+99oZ1PersHsOd1dd2dWKeEfMs72E4NCe6iw2bpOswVTAd
12230	KN9dhv24FWvXfYapvVw/w8Xk/6DFmilY1LrLN2ER9nnW690YrOMXpPi0kKai
12231	f/SWKWGzgHJVBDzUwf2tE+asr3afDZeoPUuvhbN7K68U6NJU2w/HZhaRPBvH
12232	ag7C0ub3lhmw2LvihCP85YR9mIjU28t0XQ0XJtGMkyTvNqGUCasvZnAPwoL5
12233	2b1+8NVd3zMDSf118ycvwrGCHT9zYal1/UYFXKJlVx8AWzmzFpojjzC8eecB
12234	ss8/G3bGw2wdlT2f9BctSn0Bc2Y6LDtP9i9Zbb0R8w41zIvLIf3GTeVJMLNy
12235	zS8ycj6m8m2BYz1fcwbJvg3+EFHk/mX1JMyxwfcvQtmyBK6I+33CGlY+YF5j
12236	wF+l/NfJD9YYW5unRu6zqlr7J5hVb3OxDfXuPn7JyIazFZTrWTjswr1NlXBV
12237	n8aECTx2Y2WiAh4J1iouRF7++BW71zCvqCzWDE5bNiabIA7Psf6V7JP8fiP9
12238	yO83Xfp/ZOSa4w==
12239	"]], InsetBox[
12240	TagBox[
12241	StyleBox[
12242	TagBox["\<\"G\"\>",
12243	DisplayForm],
12244	FontFamily->"Helvetica",
12245	FontSize->9.996694214876035],
12246	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12247	9.996694214876035]& ], {17.387485819479934`, 8.085942983375933}, \
12248	{-1, -1}], LineBox[CompressedData["
12249	1:eJw9lgs4lGkbxyeHJbW7KtZphnm972uxCn0S8dVtUaImQiTr1Mgh1iGKlEOs
12250	Ux8yWqykIUr4HFKxUityppXSUsoMKRE7Ouqkfeb7rp65rrnm+l3vPM/7HO77
12251	//8TPiE7fSUYDEYx+op/p4Y/o88PwPjfhwKRYrbO4XbEodoZNgMkDBn9FR6Z
12252	iNg+teKnChLKC3v/22+GWPtP3ngWCWVWBtKnRbro/zrLPiaQUMRJaqZKEZ/w
12253	umaJWD6YuemSK2K+78kbGSTYecTysuQR27dwZ86RcMletPlevw6ar+JxRS8J
12254	jyKqP+znIc7vqAt4T0JJ7pXDE56IlfePaRpSECPY4hi8HrHNWrvoYAoyA4Lr
12255	e1QQy3e33K6ioESne4W1DGKv7t6Q5xRIpMVLVn7WBkb82EKODg0GkZNeOyXQ
12256	85aK9QXeNMiNd/I1vkFcG/K1Eo+GjNmbyjwCseyo84tGGrzMJgvubhCvxyAw
12257	9i4NfE57420XxMPvqtMnEHc59dkeFD93uxo6ScNwQXOnKAcx5Keq3adh6yP/
12258	pqPV4vWmucm20jAYEzbf3ybez8NdFkU0WHOnTr+9jThq8audoTQsPrv3wfMv
12259	8fy/WBpvoOEPX335/kHEgr+trRYp2EHEmR4Qjy+fGVz5BwUd8uafPpUjZrcW
12260	uMdRMKYlV5uTKD5P0+XjFhQIXukN3HFE7J/51HYpBZY2L8kBVcT890LZYRKW
12261	pgmeMu6j8xmOKjKvJUGLKZdllINY0KdVlENCnA90x9ggNlF6FpBIwkH+28qV
12262	H79H79++3DEe3adz0/sttYhPCC/GpJMQKerg7/VDHGWWcKCYhNaaQwczSMQ2
12263	HlHmN0lw9+sKuPxEC53PuznneRIo44kVsRcRK0fr92tRkCe8VqCbilj0L0lH
12264	HwrcVtQNnPBHHLXT3LmYgpqzek++dRKPnyXVhBSkJ9js/o8tYsFU9oQ6DZZn
12265	DLXC7BBPtXtLutLwneKgyRVnxCbnX0qk08AY1Lg34yeeP+DA7xdp8Cwti7WN
12266	R8xwauQO0GAsyijoKES8kHa5WUiD/Mdrit9fRdySWLrkCQ1zTSYvWCOIh5ds
12267	l3pIg+7RsBverxDLyn6r3UkD19VipkMO7Zfhmu9Rhu7v532VLqqI/QcjWNE0
12268	hIbwmgMIxPYys9utaHisUnKjVh2x4IfJ9UtpUPLeX7xtBWL5mTL/HgqmN5sb
12269	31kQr6exLDedAo2UykmnITHHpyduoyCjjTe75zxigx9rHq6kwHgoPfhJiJgL
12270	YzUFJOSUxf+8x0C8ft3pY1dICNwX6h0zjc5BZKHfm0dCQ8mplm18xKHs15xf
12271	SNAbiLog7YSYnce/H0fCK9rc76WMmFPiKlJI6JK9+tHrOiWux9X+hSS8NMzv
12272	PBqNmO/jsOYaCUojSc7WZoiVMxJ4UyRs5rIPBUgjrl0rusSk4K3+qsRNIyQw
12273	BhxJZxcKktqL8usaEIt0R6d/pWBuTUySEaobRnm8UusQBe9aDze0/orY/tS8
12274	sgINYUK75NGT4vFm5EYODZmr9GsyTiPuOt5RnUDDcgfzqUPViOGp6toqGmr2
12275	bVgy3o6YX6zwopeG43WF8z1CxCZ7LmSN0aB9S6x/iFP5C4boftunfb5Zp07h
12276	53Xu7YusDRQe7xTeppTqQOH5W1MH7MNRnX55/9/C+mhyP4XX5zKSZPPvQAqv
12277	P/xkUkyvB4X313fPy49jQ+H9B+Q8P9KiReHzUfEcS81FOvjl/GymD1c0oT76
12278	cr5B2X4mx5JJfP55TVaSZyxIfD9Bp9vyly9o4vsj+5J3va/UxPdbzuZuqvfU
12279	xPc/uS6rKElRE9dH85vY7NI/CVw/unMRPJUTBK6vO5+DVpa6Erj+DBWdVCt1
12280	CVyfkUfauvVkCFy/W31OetTPsXF9Bx37aeMOIRvXv1Av2DL3ERv3R7HTb07l
12281	k2zcP88tryuYvmbj/jLenLmxaBmB+2+vsOPrcS0C96d9p8X0sBWB+1etKszX
12282	dC+B+3v+7e6Ey3EE7n/7njEdhXwC64NZyurOrRUE1g8WdWsk8xKB9aVTteHc
12283	gcsE1p86jTsqokoC69NXFzn6IXkE1q8uoYXv0CEC65tZBnMuYTuB9U/KfX2u
12284	rQqB9bFoVWpa+Cgb6+f9ShPPwnw21lepLdbSjTvYWH9HPsg4zUqysT633IgN
12285	lg3RwPodwZkR5o6oY32vithosGinjvVftVy50bOHhf1BwCnzdHVlYf8Yn54+
12286	M7zAxP5i5JsiLVXNxP4j8YaRoRLNxP7041X+mK8bE/vXWa6DLDgwsb8ZX19z
12287	U96dif2PmcVkcaOY2B/1e1YflzrLxP4p75Acqj7MxP7qc97ZL3AVC/tv3LOI
12288	THd7FvZnhvy6nl3pLOzf5yojbz1oZmF/r2oNud4ywcL+71VotHHPBxbOB4Va
12289	iwsXGOo4P7hPBo1GzrNwviitp34L7GPh/NHdHrKbzmbhfHJkN0/OFFg4vzzm
12290	lMhqP2DifOMyqR7uyGXi/CN7ROKB4JEazkdnqjoS8jhqOD/5nHqTfKVBFeer
12291	iE9Fr9vVVXH+4nz2K+WmquB8psByUFV8p4zzm8DtYdWySMRR/893s3fF+qeE
12292	898/7akEag==
12293	"]], InsetBox[
12294	TagBox[
12295	StyleBox[
12296	TagBox["\<\"G\"\>",
12297	DisplayForm],
12298	FontFamily->"Helvetica",
12299	FontSize->9.996694214876035],
12300	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12301	9.996694214876035]& ], {9.999999999999995, 9.0548}, {0, 1}],
12302	{PointSize[0.04], PointBox[{6., 10.}],
12303	PointBox[{13.99999999999999, 10.}]}, InsetBox[
12304	TagBox[
12305	StyleBox[
12306	TagBox["\<\"T2 C1 N6\"\>",
12307	DisplayForm],
12308	FontFamily->"Helvetica",
12309	FontSize->7.997355371900828],
12310	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12311	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
12312	AspectRatio->1,
12313	PlotRange->{{-1, 21}, {-1, 21}}], {44, 22}, {0, 0}, {22, 22}],
12314	InsetBox[
12315	GraphicsBox[
12316	{Thickness[0.005], LineBox[CompressedData["
12317	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
12318	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
12319	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
12320	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
12321	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
12322	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
12323	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
12324	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
12325	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
12326	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
12327	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
12328	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
12329	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
12330	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
12331	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
12332	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
12333	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
12334	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
12335	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
12336	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
12337	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
12338	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
12339	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
12340	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
12341	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
12342	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
12343	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
12344	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
12345	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
12346	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
12347	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
12348	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
12349	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
12350	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
12351	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
12352	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
12353	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
12354	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
12355	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
12356	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
12357	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
12358	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
12359	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
12360	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
12361	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
12362	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
12363	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
12364	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
12365	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
12366	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
12367	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
12368	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
12369	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
12370	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
12371	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
12372	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
12373	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
12374	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
12375	"]], InsetBox[
12376	TagBox[
12377	StyleBox[
12378	TagBox["\<\"G\"\>",
12379	DisplayForm],
12380	FontFamily->"Helvetica",
12381	FontSize->9.996694214876035],
12382	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12383	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
12384	{0, 1}], LineBox[CompressedData["
12385	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
12386	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
12387	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
12388	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
12389	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
12390	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
12391	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
12392	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
12393	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
12394	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
12395	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
12396	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
12397	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
12398	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
12399	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
12400	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
12401	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
12402	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
12403	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
12404	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
12405	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
12406	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
12407	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
12408	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
12409	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
12410	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
12411	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
12412	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
12413	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
12414	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
12415	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
12416	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
12417	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
12418	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
12419	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
12420	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
12421	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
12422	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
12423	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
12424	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
12425	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
12426	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
12427	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
12428	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
12429	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
12430	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
12431	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
12432	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
12433	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
12434	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
12435	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
12436	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
12437	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
12438	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
12439	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
12440	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
12441	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
12442	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
12443	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
12444	"]], InsetBox[
12445	TagBox[
12446	StyleBox[
12447	TagBox["\<\"G\"\>",
12448	DisplayForm],
12449	FontFamily->"Helvetica",
12450	FontSize->9.996694214876035],
12451	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12452	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
12453	{0, 1}], LineBox[CompressedData["
12454	1:eJwt1ws4VVkbB/ATJak4xYiSyyAnx+XkVhHtLgaRWyqZkCaDYcKQCM3OGaKL
12455	W+jwkUtfg2rQ5UQhilzORISQcm0MQiciRc33X/N8nof9/M777rXe9a699nmo
12456	HPV39BRhMBiN+CVXWgx/GGoU498fLYrRPsd+uBUOWJy4xliLotvfPY+JhPtT
12457	a0R9EN/zaLt4I8wMeXX8HOIlt9Xj5NUpRpnNtrJMxEUd2Cv94IDirRLZ8E9h
12458	nyIq4ZxkR88k5JfH330msQH5T9VzghG3eHVb3wGmv+gf3gOfCttrEA+XNH99
12459	JwNXrGt5WQW3mNy06GRTdIh4c8MbuKH1eWUK/Md34XsWYPtFkZP28JpzMkfE
12460	NDCealWMFLzIr6tSFGbe8JFu16QYWRKXHs8gn/XErzVXk6JNTpp49pJ62n2j
12461	whGX701fW03Gm6iz+AHxvLaDd7NI/MGyGBf4IsfA5BSpr9DsuQfMbXeqc4ap
12462	C8pjobjfS6fTYRvMsLlUegWuuCBI04C7VAzdW+HdP98cVoAt15sfkmSjr9vt
12463	VyjCsZZJlxxhu3tt+low7/q1jAzUH88dfGkBe8vLNAwiHr9lvSCAzOfuHaSB
12464	fm6LXFjzOxxgskXVE/3i5EkYDpN6NSvLeYj3rmth6GL9ck9iCqrg4CiX4Uhi
12465	tuw/nbCRa9/XZ6Q/4sm8fpj5qHDLtyyKoaxirNINF36xoAPhkq8Chcfwn9Yt
12466	ow9gujKtD/tNt9qs7pqHWUXFEb6Y/2e9fCW9jZh/g8x1DuKl8hJqh+FqSYfM
12467	d6hfM1ZvIhTuN+D23IAFjxMMYmGe65y0D2yTXOp9Dm649PaNJtY/33I5n4a9
12468	Y94Xf0D/KLuwYj+S757j24j+f47LqreHW5a0hd+Av5ktydWFWf6ZSZlwe/AN
12469	wxUk/yIvJQv3u42LZIyiXqpRkFaEeKm6+UsB3JV4s60Zrjm+q/k2WV9m6IMF
12470	5P/ycWr6KhwgZIkaoZ797QzbHNjZTrLpJJs8H92WhTBT2evJQ7hNMTG/Cp6L
12471	Fe5bin5Y+WWHDcFHrBT+3AsbPZBfK0PW03ssPR792XXMcgupf8RVM6wOljph
12472	O5oKMz+kZk4hX2Rl/6NBsh6VzW1MbYqxcYE/q4+67Ec98pW0Kfo+QyIqBk6s
12473	qQlURPyWo5pNJ9xyjHV0JTze1e2kir5yrs9FTGD8pIamHi+4zDj1YjXGf8J2
12474	ic6DY1fuloyD1ed1T7XCc9PTYuQ8xl0To6dhnmnKGzHc32HNlBDH597S31rX
12475	kOf3ygFKCmaJt7+Jwvqfu135sgzuGpziWMHTMZM1n5DHejnlJI9rasL+gn5c
12476	jyjtnJpBvysOLxg9ggMOiogOoO5ghy/2V2C6KbqqB/EMq8Yl4eT+vOmLw4hr
12477	ZCn95AJTGyYXGBi/vPLh8e1w4nJu40ZcG+tny7RIvR3fCN1wHXTU+VUN15GX
12478	HvVZyDdgG/qy4JzhjWpDML1+mruV9EO7lMtG3XfTryg5w8qTE8ZB8Llqgz4u
12479	uT+Mzr8Hjx8NuFNOxh+4eQT7Q79Y/nXsCywM+nhMFfvRLKlrZYm8nPMROy3Q
12480	fwOHeVWcQ4YwvWLzYViXXXV2DE400bT2QP52bofbNnxepmLmfACesfmccQ7m
12481	GXusIp87Zli5Pce1we3SrDTi0pV3VVbp4PwybHaQ8ypuOvpiNzwym1d3Fe5p
12482	GxT1g1s+OLR6wILBey+iYfHoCzPrMe9Ov0ROMsxa+09/D+o+OmOVnwQHaIRt
12483	zIZl0hIjSb7cl04FX/Sn2v5zkj9Ms0tTdiK+ZWzK3BGODd/SokHeT9nPXDlw
12484	aO3QfgXEZTP4PStg4SG9PmXERTR2d46hfmeNLltDxHumFZ2aYGaOzW30mXbK
12485	48qXwiNvT9vGId7BEr94HQ6QXl5aizjX+URyIeyteX+SnKemIr9f+LDc++QE
12486	O9LnJu3GZnjuSsjcZaz31nc/nJ6BS17WRL5GfDjQs45F6tVIy1BA/1SVh7S8
12487	SL+i5pQcYZt6j4Ii2H6G5x6O+5r/SuAvkH6tq7JLg0eV5kNtdTH/fN7vuXBQ
12488	kudfObC9Hv9t5r8ufSOES7yEkbGwDuNu9XoOnh+zvnhPjH80Zs3S7TB9Jn21
12489	kTZVvcv4o9r3sPhvCdcWUO/5e7NmgXC/N9enQouiHnv6CGg4JySmJ1SLql70
12490	IiUljpijc80Q+TG7Dz45D8eKnPCdRb/+NpB6fRbm+XRn4f3DmDzb/8dpWE7O
12491	2jIJ/fsx9ZY9Gd/+ud1YAMxcFSzrAXOKufvdkb958a8hdrA33zDVlU1VzzoN
12492	fzaFGXle/dh/Slark60DM/3H07A/lEvhynAVkq/z1IqP/PQVJznyZP76iOZx
12493	cg66RA/JkvUtnvxeG/WGWyaWkfhI7lAxzlP1Bq2cKlUynqDAGOul01mh0QYw
12494	tarNVlSbot63DNVZE2elOJqjX92B90e9yXrmlgpPI15XPr6YrN+SP7HjD8QH
12495	jGvHS8h4mdzPeK4o85GLO7thlpxfVB98T4pxVmQT1qO6VHIA+7P3iZ0OG+6S
12496	UizAuaLcVd/ddYATPzhuIs+VfPmrO8Ek3+x7J5xDOpoOmk4m+YFX/Z2Qr3fn
12497	YfgN2H5X7AlZOOJRSG4l7H36WW0b1hO17pNkI5yzPWg+AfvZ+vFxQxNMLVOs
12498	s4Uv79PXfkrmix0skoY5Ty+/q4XLRGonBrA/yovqJe/D4n+dN62A+4vr6gth
12499	prpu6X/Rb2seJ5oH8ySL+JnodyTf4GkMrOzzdw2Jv9DfzAoh84c7puL+6qvq
12500	62S94QD3RRJD5Pv1oJ3QldQ7xDeVxfy+8QWvnMl4w2a5+1C/RshCxSG430yg
12501	gPcWVV5hreoBj2xy34r3DVXhsHaPP9xyer8dC+tn1h5e9RvJZ7iU+sGSB9QY
12502	2bDwkv88zi21kz+9p4r0U+iy5DX6mV7k1TtE1lsiYSmqQ1Fnllz7ebke3ivD
12503	zwbW6lDVdzobuQZww+B/+N/qUHT+0dDLrnCOvzAMcZpbHqwUDfO671eIIL8y
12504	jcovhPvl+3peYf+m3HMGG8n942+n8B6hRS+LVr2BqY+Ch/54XtYMDQd+gudC
12505	l4fpoL7by/y5S/XxPJ3MvkneywqConZJ+Ej7AbECrDelbVeuFFzSmaL6ExyU
12506	YhghAYdad3gYwOabKEsGie89fwvfe5SF8TR7CuOXDN07Ts7Dhd92RQ3Aob/v
12507	2NGL/TD66tbwDBbGCcTwPUgZz/LjHsJd30nUv0e8yszcupj0Y8z3zmqMx0ww
12508	OnkVlhP2btqB/ZGWGbHKhGOHHaZOIR7id+hRBsyq4a+sxPmSc3qVkE1sOaa1
12509	GOuNu1a++gbJr47j26AfKc4H9laSes6afE6Gl9HCkQ5iryV+bcifUDDd+oHU
12510	4yomkEB/GUbHzNdgfQUn1+41Qv9vOa/oMIWZWxWb9mH/7heW0T+SfoW8fu2B
12511	96bpi+zaBLiB2jjojvvZb7/KlMEjN2VkbJE/r9g59RpW7ho9ow2Lkv87DP7/
12512	/4cO9T8sBtMa
12513	"]], InsetBox[
12514	TagBox[
12515	StyleBox[
12516	TagBox["\<\"G\"\>",
12517	DisplayForm],
12518	FontFamily->"Helvetica",
12519	FontSize->9.996694214876035],
12520	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12521	9.996694214876035]& ], {14.84576923551745, 15.437507644825478`}, \
12522	{0, -1}], LineBox[CompressedData["
12523	1:eJwt1ws0lWkXB/AXoTHkcNwKuUxIKcelItIb0pUIqckUlRK5TI2SqENCis64
12524	JYRIGJJSIeFgqo8Zl5CDyCkhRXMoRIPv/3zra62W9Vt7v8+zn72f9y0ah/x2
12525	ewhTFFWPv+Qn9X0ef36iKQH5qUizJWodllgvoym6uE1kvxLNztcV7rgGt+zT
12526	XZ6mRFORjtzTfJgduvvPasRjC2PnDLVoijvypKIOTrcbcg6H1U+ap+Qin0pY
12527	F/AStv/HOOUE4lrPL8UoatNUcYVkgjz8eX7paidY0CTReQf7d9o5elyC+YvO
12528	fNWCRx9GdefDjFCm9w0F1OGyhc+F7Tnt+xYq0Gw5HduQBpiO8FYOkqepbp7+
12529	iRcw1Zj9fkKOZvPfxsmUw+r8ysNhcGhYwPFbsH8776gWfJWZMBJG6omRi+1n
12530	0uwEEUs/N7I/M1GKy6Sp4cnA7+akvp0Xw57Cp64szlOG3V749HYi//TNC37z
12531	5HypCoeZcjSlzEsQ/wTzk/6o88T6nXsDK/mw2z3dLe1wvXfWnnekX3l3Je3l
12532	aXbaiMa0AOZ8ttj3CvW3mhqqSJH9xxTGXXG+mZffQtfC7M+JIX2wKl29/gTM
12533	6eINOCvSVETr+fuFMNeoqrQc/ZqJUqiZgFklp86Kov8l66VfWuugP338L8bo
12534	9w37E9+SYM6zdd6bEZ//+mjZMOz/d0bdGrgpi2Vlshx2l+eIIT84UckrFBb0
12535	PZJ4gvUHHEvna+AWnb5JR5h/xqZ3Ci4WeujbhfqiXP/y1tDF+rN/pNvD0RGe
12536	5RvglsNVJ7k43wOmeMROmBuSYMrC+Vf2F9nYwazGEMtc9Oegg7uaNcl/7n1O
12537	D/188rC+TR/mVwnLPUe/nZJ/v8eE6anbK85iHuKJScfGsT+rtSlyG+JezekT
12538	TcSqrt6mMJ150r8QVt9+wJfEubO/vouBGQ2K5wLhzGMt6qdhN9Go13Vw294b
12539	OcdIXObZLzrY/yAjyPcIzJY1v3oTnv2P1Dsfsv6FwUk11P9DiGxlOMz9N/1y
12540	LpnnjbCF+XBmBOOTHu7r5JzS4m7Sn36bvjy4+bJNsgLqp4If58lhflblGkmu
12541	MGM455AX7Bnglp0PZ6qZ2+egvwn8+bEZkm+zSKUWPq3/Psh2Be4bq3NBNbwh
12542	+ox2OqxuIj6RiucDorQnh2GO1+uLPyNuqxKjt3ol4gJp/iz2VztgctIT9l+v
12543	mxMNNxVJTyTBbM07N8Uwr5LcanYZyU9wCAjEvCT8+mL/hlusXhwcwnw07L7Z
12544	tsHUwp7Sn+HGQZmMRph1bTqtC/2zvfv+h0qS75oc7wW35zrkZZP13nSuYmJe
12545	cnuMJMLJ89bNXJ4sTcVPCTHdYa6X94oKWdynXsW2DbD9AfGCKtj4VdoBVZhz
12546	O6P9LfK1BBa3hcl+rCSOJtYzTnq7WUDO3/bALAT7fT3tEPABpkQ/dowgPufY
12547	0TECs9xdt3uj3mDjVd5zMD0qWToGf4yTDSPrF78Ua8N52WevyDze9r/zqe2Y
12548	hs2/tIyFEosYaZ1Av+7MXz//J9k/uEr1L/Qr1nersrQe7k8z/ztDkThlyUGY
12549	c8SLZwor8RdE3odbJjfbWmE+Rkv8t4uswrzXns/QQ/yhSbqLA8z5aFA9ifV6
12550	+1TakuEW0bGNt2Hl2BRTHsnfpbfGFN5VnhYqsRr9eRT5/Qnm427YutYAFmwY
12551	FejDaxziY7bD6u+01DJwvpDcaJ89cIvTyV5pWI83ddKZWFvB9zL6VfhL8OBW
12552	Yt5smiysLfm2wJA8T984ch/9n+usWC4PZ9oV3/SCP3lsX/aF1FdypGoT7OnG
12553	ymqGBVEvCkzgenmpJ3dhaso/cxdM3xP15RC7+OpewvxGj/uFBcHqM/dMO+AM
12554	icd7fcl6duO7LTCv6ni/Zh/Y3niuphRep7pNl+QzJBZ/MkP9Wnqq/8aTfg1n
12555	Z9XB32oVdCvI86ObY7ZgXqOWO958hllUchj53hR7PL61CvWzK7VHddA/yRJR
12556	jwCYFVCrGYh51gavuFUHu1kFFxfCbe10oLw+6jvjlFQLNxYt6DkG843O+pXh
12557	ecOxlselMK04HR4Ly8+wJYRY2H/oc72NAs2NbtqirQmr1+2reY96KjI8GBYw
12558	9wu1ywfWLmEJHGG653XAIOqnfxWzOAz77/cVd5Gj6aNeHg3eLPI9dNyK7x33
12559	Wocn14es/6gu1gz9UEkLzz5O4gUr+ZWyNP3TrcytbmQ/RbF4R/TTx0DQsJus
12560	t7NnWgj9N9qvHGIJ21sPKTfK0Fwbl1AeC6ZSf7xQKkOzs16GHlEj6xctEKuV
12561	oem1Jq8KpEm9FuHvPyE/4unCpSKk3ocD+YZYX/+Wu/Akzp/5bMA9DtZ0z68W
12562	kH4w8upFcX/0Hv4zMQVzta2TIpg0bX73341ipL5zy+ul8P30Ff5gqQjzh4ak
12563	EuClH3dXrib1KEepyMrT3FLlxbI7Sf0BK5RDMb8rzHhnX9jNaWy6G87rGN2X
12564	AHPq7f9cgn5nz89UPYUZkZH95pjHiFDOgkE4s7XObiN8YVo6Y5EBzm/pe0cD
12565	8zz7bO+Pa2DGh5WmA/I03df4ut8F5lY4jV/FfAY0v4wHwC1P6w1VEe/ZxrKK
12566	hYvjTJJS5WhukmCdXibMl3mbuwjz01eI319gQN6Xpmh8f7ivEuc778GZ6Sop
12567	/6A/W8PFxIpIPt9B7AS571vfJN+BKdOx36bRby2f3rgUkq+xL/cm5vHy8pzh
12568	FZgdl7jqF8STNq8YOEvWVzbQNZPBvyfhOvqeMP3G5CdTxEXMDNJI/Zwf70zt
12569	wfNue63ytsGsapoXh/mFKRoXbiTnkew/OAy/Wnv7r/UkX4dX74z7kbq0bMCM
12570	5FcIdFpR30jF0ctW5LzHxUpdcN+0vsyMOpB6VLNM+jDPhqN6gqOwm+1yJ3f0
12571	43rXJDOM1ON6cLoDXtKteCWLnO/cqmpT9E9PqGfjC5I/m2gaDgeqFfR/JvtZ
12572	/mb5APP2cOBQSoaYB2OZQQ3iz6taJTfBrD16c/dgmfHrFzyJo6UcLiD/Q1HQ
12573	wFXY3znojAHih2qEvhbC/NP+Ng3Yv/zwWMoLmF3VMmiH98m0Kla2B+YaLuc8
12574	w3m6likMDsPqzjvWrMG8GHzetACmftfUyUE/DtTnXx0jz6+PfqACZ5WnGI/A
12575	xVZeVVnof6OnHO8tyU/W9tsAVye+Smsj+Uqb2scY2H/I410t7OYYcruOQdP6
12576	Cu1a94kDmJKP4K+MkvEMOLM75tpz5B+yPtTIIefJ5y2YYuD/R0GPl16C6eiu
12577	LCusTzUwNc6Teve0aedhfl+fTDQHk/23nJdSk6W5+a613aEwR3im5xb87Hty
12578	agxxds45XbyPmuPXZTOJz+y9VoTzW1t1DZSRem7O9uni/vb+rn2UR9b7fqyM
12579	vI/ZZVrJM6SeGzvoYcR3WF3cpGGE/mvlNGji/bvg4jW9DeYfOCVngf7nafuY
12580	nTIi+YH+mDd3vxr/XCrMGCnrlUNcISrJvAYuXhkp3kreH5GP6v1wy0J1/d+w
12581	/iz5vcPo/79/MOn/Aq+HzZA=
12582	"]], InsetBox[
12583	TagBox[
12584	StyleBox[
12585	TagBox["\<\"G\"\>",
12586	DisplayForm],
12587	FontFamily->"Helvetica",
12588	FontSize->9.996694214876035],
12589	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12590	9.996694214876035]& ], {15.154230764482548`, 6.437507644825483}, \
12591	{0, -1}],
12592	{Dashing[{0.030000000000000002`, 0.030000000000000002`}],
12593	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}]},
12594	InsetBox[
12595	TagBox[
12596	StyleBox[
12597	TagBox["\<\"S\"\>",
12598	DisplayForm],
12599	FontFamily->"Helvetica",
12600	FontSize->9.996694214876035],
12601	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12602	9.996694214876035]& ], {9.3048, 9.999999999999995}, {1, 0}],
12603	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
12604	PointBox[{10., 6.}]}, InsetBox[
12605	TagBox[
12606	StyleBox[
12607	TagBox["\<\"T3 G1 N7\"\>",
12608	DisplayForm],
12609	FontFamily->"Helvetica",
12610	FontSize->7.997355371900828],
12611	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12612	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
12613	AspectRatio->1,
12614	PlotRange->{{-1, 21}, {-1, 21}}], {0, 0}, {0, 0}, {22, 22}], InsetBox[
12615	GraphicsBox[
12616	{Thickness[0.005], LineBox[CompressedData["
12617	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
12618	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
12619	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
12620	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
12621	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
12622	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
12623	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
12624	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
12625	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
12626	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
12627	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
12628	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
12629	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
12630	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
12631	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
12632	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
12633	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
12634	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
12635	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
12636	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
12637	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
12638	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
12639	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
12640	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
12641	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
12642	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
12643	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
12644	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
12645	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
12646	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
12647	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
12648	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
12649	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
12650	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
12651	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
12652	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
12653	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
12654	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
12655	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
12656	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
12657	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
12658	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
12659	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
12660	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
12661	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
12662	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
12663	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
12664	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
12665	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
12666	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
12667	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
12668	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
12669	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
12670	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
12671	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
12672	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
12673	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
12674	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
12675	"]], InsetBox[
12676	TagBox[
12677	StyleBox[
12678	TagBox["\<\"G\"\>",
12679	DisplayForm],
12680	FontFamily->"Helvetica",
12681	FontSize->9.996694214876035],
12682	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12683	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
12684	{0, 1}], LineBox[CompressedData["
12685	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
12686	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
12687	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
12688	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
12689	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
12690	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
12691	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
12692	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
12693	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
12694	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
12695	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
12696	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
12697	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
12698	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
12699	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
12700	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
12701	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
12702	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
12703	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
12704	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
12705	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
12706	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
12707	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
12708	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
12709	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
12710	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
12711	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
12712	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
12713	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
12714	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
12715	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
12716	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
12717	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
12718	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
12719	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
12720	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
12721	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
12722	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
12723	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
12724	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
12725	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
12726	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
12727	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
12728	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
12729	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
12730	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
12731	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
12732	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
12733	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
12734	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
12735	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
12736	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
12737	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
12738	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
12739	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
12740	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
12741	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
12742	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
12743	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
12744	"]], InsetBox[
12745	TagBox[
12746	StyleBox[
12747	TagBox["\<\"G\"\>",
12748	DisplayForm],
12749	FontFamily->"Helvetica",
12750	FontSize->9.996694214876035],
12751	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12752	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
12753	{0, 1}], LineBox[CompressedData["
12754	1:eJwt1ws4VVkbB/ATJak4xYiSyyAnx+XkVhHtLgaRWyqZkCaDYcKQCM3OGaKL
12755	W+jwkUtfg2rQ5UQhilzORISQcm0MQiciRc33X/N8nof9/M777rXe9a699nmo
12756	HPV39BRhMBiN+CVXWgx/GGoU498fLYrRPsd+uBUOWJy4xliLotvfPY+JhPtT
12757	a0R9EN/zaLt4I8wMeXX8HOIlt9Xj5NUpRpnNtrJMxEUd2Cv94IDirRLZ8E9h
12758	nyIq4ZxkR88k5JfH330msQH5T9VzghG3eHVb3wGmv+gf3gOfCttrEA+XNH99
12759	JwNXrGt5WQW3mNy06GRTdIh4c8MbuKH1eWUK/Md34XsWYPtFkZP28JpzMkfE
12760	NDCealWMFLzIr6tSFGbe8JFu16QYWRKXHs8gn/XErzVXk6JNTpp49pJ62n2j
12761	whGX701fW03Gm6iz+AHxvLaDd7NI/MGyGBf4IsfA5BSpr9DsuQfMbXeqc4ap
12762	C8pjobjfS6fTYRvMsLlUegWuuCBI04C7VAzdW+HdP98cVoAt15sfkmSjr9vt
12763	VyjCsZZJlxxhu3tt+low7/q1jAzUH88dfGkBe8vLNAwiHr9lvSCAzOfuHaSB
12764	fm6LXFjzOxxgskXVE/3i5EkYDpN6NSvLeYj3rmth6GL9ck9iCqrg4CiX4Uhi
12765	tuw/nbCRa9/XZ6Q/4sm8fpj5qHDLtyyKoaxirNINF36xoAPhkq8Chcfwn9Yt
12766	ow9gujKtD/tNt9qs7pqHWUXFEb6Y/2e9fCW9jZh/g8x1DuKl8hJqh+FqSYfM
12767	d6hfM1ZvIhTuN+D23IAFjxMMYmGe65y0D2yTXOp9Dm649PaNJtY/33I5n4a9
12768	Y94Xf0D/KLuwYj+S757j24j+f47LqreHW5a0hd+Av5ktydWFWf6ZSZlwe/AN
12769	wxUk/yIvJQv3u42LZIyiXqpRkFaEeKm6+UsB3JV4s60Zrjm+q/k2WV9m6IMF
12770	5P/ycWr6KhwgZIkaoZ797QzbHNjZTrLpJJs8H92WhTBT2evJQ7hNMTG/Cp6L
12771	Fe5bin5Y+WWHDcFHrBT+3AsbPZBfK0PW03ssPR792XXMcgupf8RVM6wOljph
12772	O5oKMz+kZk4hX2Rl/6NBsh6VzW1MbYqxcYE/q4+67Ec98pW0Kfo+QyIqBk6s
12773	qQlURPyWo5pNJ9xyjHV0JTze1e2kir5yrs9FTGD8pIamHi+4zDj1YjXGf8J2
12774	ic6DY1fuloyD1ed1T7XCc9PTYuQ8xl0To6dhnmnKGzHc32HNlBDH597S31rX
12775	kOf3ygFKCmaJt7+Jwvqfu135sgzuGpziWMHTMZM1n5DHejnlJI9rasL+gn5c
12776	jyjtnJpBvysOLxg9ggMOiogOoO5ghy/2V2C6KbqqB/EMq8Yl4eT+vOmLw4hr
12777	ZCn95AJTGyYXGBi/vPLh8e1w4nJu40ZcG+tny7RIvR3fCN1wHXTU+VUN15GX
12778	HvVZyDdgG/qy4JzhjWpDML1+mruV9EO7lMtG3XfTryg5w8qTE8ZB8Llqgz4u
12779	uT+Mzr8Hjx8NuFNOxh+4eQT7Q79Y/nXsCywM+nhMFfvRLKlrZYm8nPMROy3Q
12780	fwOHeVWcQ4YwvWLzYViXXXV2DE400bT2QP52bofbNnxepmLmfACesfmccQ7m
12781	GXusIp87Zli5Pce1we3SrDTi0pV3VVbp4PwybHaQ8ypuOvpiNzwym1d3Fe5p
12782	GxT1g1s+OLR6wILBey+iYfHoCzPrMe9Ov0ROMsxa+09/D+o+OmOVnwQHaIRt
12783	zIZl0hIjSb7cl04FX/Sn2v5zkj9Ms0tTdiK+ZWzK3BGODd/SokHeT9nPXDlw
12784	aO3QfgXEZTP4PStg4SG9PmXERTR2d46hfmeNLltDxHumFZ2aYGaOzW30mXbK
12785	48qXwiNvT9vGId7BEr94HQ6QXl5aizjX+URyIeyteX+SnKemIr9f+LDc++QE
12786	O9LnJu3GZnjuSsjcZaz31nc/nJ6BS17WRL5GfDjQs45F6tVIy1BA/1SVh7S8
12787	SL+i5pQcYZt6j4Ii2H6G5x6O+5r/SuAvkH6tq7JLg0eV5kNtdTH/fN7vuXBQ
12788	kudfObC9Hv9t5r8ufSOES7yEkbGwDuNu9XoOnh+zvnhPjH80Zs3S7TB9Jn21
12789	kTZVvcv4o9r3sPhvCdcWUO/5e7NmgXC/N9enQouiHnv6CGg4JySmJ1SLql70
12790	IiUljpijc80Q+TG7Dz45D8eKnPCdRb/+NpB6fRbm+XRn4f3DmDzb/8dpWE7O
12791	2jIJ/fsx9ZY9Gd/+ud1YAMxcFSzrAXOKufvdkb958a8hdrA33zDVlU1VzzoN
12792	fzaFGXle/dh/Slark60DM/3H07A/lEvhynAVkq/z1IqP/PQVJznyZP76iOZx
12793	cg66RA/JkvUtnvxeG/WGWyaWkfhI7lAxzlP1Bq2cKlUynqDAGOul01mh0QYw
12794	tarNVlSbot63DNVZE2elOJqjX92B90e9yXrmlgpPI15XPr6YrN+SP7HjD8QH
12795	jGvHS8h4mdzPeK4o85GLO7thlpxfVB98T4pxVmQT1qO6VHIA+7P3iZ0OG+6S
12796	UizAuaLcVd/ddYATPzhuIs+VfPmrO8Ek3+x7J5xDOpoOmk4m+YFX/Z2Qr3fn
12797	YfgN2H5X7AlZOOJRSG4l7H36WW0b1hO17pNkI5yzPWg+AfvZ+vFxQxNMLVOs
12798	s4Uv79PXfkrmix0skoY5Ty+/q4XLRGonBrA/yovqJe/D4n+dN62A+4vr6gth
12799	prpu6X/Rb2seJ5oH8ySL+JnodyTf4GkMrOzzdw2Jv9DfzAoh84c7puL+6qvq
12800	62S94QD3RRJD5Pv1oJ3QldQ7xDeVxfy+8QWvnMl4w2a5+1C/RshCxSG430yg
12801	gPcWVV5hreoBj2xy34r3DVXhsHaPP9xyer8dC+tn1h5e9RvJZ7iU+sGSB9QY
12802	2bDwkv88zi21kz+9p4r0U+iy5DX6mV7k1TtE1lsiYSmqQ1Fnllz7ebke3ivD
12803	zwbW6lDVdzobuQZww+B/+N/qUHT+0dDLrnCOvzAMcZpbHqwUDfO671eIIL8y
12804	jcovhPvl+3peYf+m3HMGG8n942+n8B6hRS+LVr2BqY+Ch/54XtYMDQd+gudC
12805	l4fpoL7by/y5S/XxPJ3MvkneywqConZJ+Ej7AbECrDelbVeuFFzSmaL6ExyU
12806	YhghAYdad3gYwOabKEsGie89fwvfe5SF8TR7CuOXDN07Ts7Dhd92RQ3Aob/v
12807	2NGL/TD66tbwDBbGCcTwPUgZz/LjHsJd30nUv0e8yszcupj0Y8z3zmqMx0ww
12808	OnkVlhP2btqB/ZGWGbHKhGOHHaZOIR7id+hRBsyq4a+sxPmSc3qVkE1sOaa1
12809	GOuNu1a++gbJr47j26AfKc4H9laSes6afE6Gl9HCkQ5iryV+bcifUDDd+oHU
12810	4yomkEB/GUbHzNdgfQUn1+41Qv9vOa/oMIWZWxWb9mH/7heW0T+SfoW8fu2B
12811	96bpi+zaBLiB2jjojvvZb7/KlMEjN2VkbJE/r9g59RpW7ho9ow2Lkv87DP7/
12812	/4cO9T8sBtMa
12813	"]], InsetBox[
12814	TagBox[
12815	StyleBox[
12816	TagBox["\<\"G\"\>",
12817	DisplayForm],
12818	FontFamily->"Helvetica",
12819	FontSize->9.996694214876035],
12820	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12821	9.996694214876035]& ], {14.84576923551745, 15.437507644825478`}, \
12822	{0, -1}], LineBox[CompressedData["
12823	1:eJwt1ws0lWkXB/AXoTHkcNwKuUxIKcelItIb0pUIqckUlRK5TI2SqENCis64
12824	JYRIGJJSIeFgqo8Zl5CDyCkhRXMoRIPv/3zra62W9Vt7v8+zn72f9y0ah/x2
12825	ewhTFFWPv+Qn9X0ef36iKQH5qUizJWodllgvoym6uE1kvxLNztcV7rgGt+zT
12826	XZ6mRFORjtzTfJgduvvPasRjC2PnDLVoijvypKIOTrcbcg6H1U+ap+Qin0pY
12827	F/AStv/HOOUE4lrPL8UoatNUcYVkgjz8eX7paidY0CTReQf7d9o5elyC+YvO
12828	fNWCRx9GdefDjFCm9w0F1OGyhc+F7Tnt+xYq0Gw5HduQBpiO8FYOkqepbp7+
12829	iRcw1Zj9fkKOZvPfxsmUw+r8ysNhcGhYwPFbsH8776gWfJWZMBJG6omRi+1n
12830	0uwEEUs/N7I/M1GKy6Sp4cnA7+akvp0Xw57Cp64szlOG3V749HYi//TNC37z
12831	5HypCoeZcjSlzEsQ/wTzk/6o88T6nXsDK/mw2z3dLe1wvXfWnnekX3l3Je3l
12832	aXbaiMa0AOZ8ttj3CvW3mhqqSJH9xxTGXXG+mZffQtfC7M+JIX2wKl29/gTM
12833	6eINOCvSVETr+fuFMNeoqrQc/ZqJUqiZgFklp86Kov8l66VfWuugP338L8bo
12834	9w37E9+SYM6zdd6bEZ//+mjZMOz/d0bdGrgpi2Vlshx2l+eIIT84UckrFBb0
12835	PZJ4gvUHHEvna+AWnb5JR5h/xqZ3Ci4WeujbhfqiXP/y1tDF+rN/pNvD0RGe
12836	5RvglsNVJ7k43wOmeMROmBuSYMrC+Vf2F9nYwazGEMtc9Oegg7uaNcl/7n1O
12837	D/188rC+TR/mVwnLPUe/nZJ/v8eE6anbK85iHuKJScfGsT+rtSlyG+JezekT
12838	TcSqrt6mMJ150r8QVt9+wJfEubO/vouBGQ2K5wLhzGMt6qdhN9Go13Vw294b
12839	OcdIXObZLzrY/yAjyPcIzJY1v3oTnv2P1Dsfsv6FwUk11P9DiGxlOMz9N/1y
12840	LpnnjbCF+XBmBOOTHu7r5JzS4m7Sn36bvjy4+bJNsgLqp4If58lhflblGkmu
12841	MGM455AX7Bnglp0PZ6qZ2+egvwn8+bEZkm+zSKUWPq3/Psh2Be4bq3NBNbwh
12842	+ox2OqxuIj6RiucDorQnh2GO1+uLPyNuqxKjt3ol4gJp/iz2VztgctIT9l+v
12843	mxMNNxVJTyTBbM07N8Uwr5LcanYZyU9wCAjEvCT8+mL/hlusXhwcwnw07L7Z
12844	tsHUwp7Sn+HGQZmMRph1bTqtC/2zvfv+h0qS75oc7wW35zrkZZP13nSuYmJe
12845	cnuMJMLJ89bNXJ4sTcVPCTHdYa6X94oKWdynXsW2DbD9AfGCKtj4VdoBVZhz
12846	O6P9LfK1BBa3hcl+rCSOJtYzTnq7WUDO3/bALAT7fT3tEPABpkQ/dowgPufY
12847	0TECs9xdt3uj3mDjVd5zMD0qWToGf4yTDSPrF78Ua8N52WevyDze9r/zqe2Y
12848	hs2/tIyFEosYaZ1Av+7MXz//J9k/uEr1L/Qr1nersrQe7k8z/ztDkThlyUGY
12849	c8SLZwor8RdE3odbJjfbWmE+Rkv8t4uswrzXns/QQ/yhSbqLA8z5aFA9ifV6
12850	+1TakuEW0bGNt2Hl2BRTHsnfpbfGFN5VnhYqsRr9eRT5/Qnm427YutYAFmwY
12851	FejDaxziY7bD6u+01DJwvpDcaJ89cIvTyV5pWI83ddKZWFvB9zL6VfhL8OBW
12852	Yt5smiysLfm2wJA8T984ch/9n+usWC4PZ9oV3/SCP3lsX/aF1FdypGoT7OnG
12853	ymqGBVEvCkzgenmpJ3dhaso/cxdM3xP15RC7+OpewvxGj/uFBcHqM/dMO+AM
12854	icd7fcl6duO7LTCv6ni/Zh/Y3niuphRep7pNl+QzJBZ/MkP9Wnqq/8aTfg1n
12855	Z9XB32oVdCvI86ObY7ZgXqOWO958hllUchj53hR7PL61CvWzK7VHddA/yRJR
12856	jwCYFVCrGYh51gavuFUHu1kFFxfCbe10oLw+6jvjlFQLNxYt6DkG843O+pXh
12857	ecOxlselMK04HR4Ly8+wJYRY2H/oc72NAs2NbtqirQmr1+2reY96KjI8GBYw
12858	9wu1ywfWLmEJHGG653XAIOqnfxWzOAz77/cVd5Gj6aNeHg3eLPI9dNyK7x33
12859	Wocn14es/6gu1gz9UEkLzz5O4gUr+ZWyNP3TrcytbmQ/RbF4R/TTx0DQsJus
12860	t7NnWgj9N9qvHGIJ21sPKTfK0Fwbl1AeC6ZSf7xQKkOzs16GHlEj6xctEKuV
12861	oem1Jq8KpEm9FuHvPyE/4unCpSKk3ocD+YZYX/+Wu/Akzp/5bMA9DtZ0z68W
12862	kH4w8upFcX/0Hv4zMQVzta2TIpg0bX73341ipL5zy+ul8P30Ff5gqQjzh4ak
12863	EuClH3dXrib1KEepyMrT3FLlxbI7Sf0BK5RDMb8rzHhnX9jNaWy6G87rGN2X
12864	AHPq7f9cgn5nz89UPYUZkZH95pjHiFDOgkE4s7XObiN8YVo6Y5EBzm/pe0cD
12865	8zz7bO+Pa2DGh5WmA/I03df4ut8F5lY4jV/FfAY0v4wHwC1P6w1VEe/ZxrKK
12866	hYvjTJJS5WhukmCdXibMl3mbuwjz01eI319gQN6Xpmh8f7ivEuc778GZ6Sop
12867	/6A/W8PFxIpIPt9B7AS571vfJN+BKdOx36bRby2f3rgUkq+xL/cm5vHy8pzh
12868	FZgdl7jqF8STNq8YOEvWVzbQNZPBvyfhOvqeMP3G5CdTxEXMDNJI/Zwf70zt
12869	wfNue63ytsGsapoXh/mFKRoXbiTnkew/OAy/Wnv7r/UkX4dX74z7kbq0bMCM
12870	5FcIdFpR30jF0ctW5LzHxUpdcN+0vsyMOpB6VLNM+jDPhqN6gqOwm+1yJ3f0
12871	43rXJDOM1ON6cLoDXtKteCWLnO/cqmpT9E9PqGfjC5I/m2gaDgeqFfR/JvtZ
12872	/mb5APP2cOBQSoaYB2OZQQ3iz6taJTfBrD16c/dgmfHrFzyJo6UcLiD/Q1HQ
12873	wFXY3znojAHih2qEvhbC/NP+Ng3Yv/zwWMoLmF3VMmiH98m0Kla2B+YaLuc8
12874	w3m6likMDsPqzjvWrMG8GHzetACmftfUyUE/DtTnXx0jz6+PfqACZ5WnGI/A
12875	xVZeVVnof6OnHO8tyU/W9tsAVye+Smsj+Uqb2scY2H/I410t7OYYcruOQdP6
12876	Cu1a94kDmJKP4K+MkvEMOLM75tpz5B+yPtTIIefJ5y2YYuD/R0GPl16C6eiu
12877	LCusTzUwNc6Teve0aedhfl+fTDQHk/23nJdSk6W5+a613aEwR3im5xb87Hty
12878	agxxds45XbyPmuPXZTOJz+y9VoTzW1t1DZSRem7O9uni/vb+rn2UR9b7fqyM
12879	vI/ZZVrJM6SeGzvoYcR3WF3cpGGE/mvlNGji/bvg4jW9DeYfOCVngf7nafuY
12880	nTIi+YH+mDd3vxr/XCrMGCnrlUNcISrJvAYuXhkp3kreH5GP6v1wy0J1/d+w
12881	/iz5vcPo/79/MOn/Aq+HzZA=
12882	"]], InsetBox[
12883	TagBox[
12884	StyleBox[
12885	TagBox["\<\"G\"\>",
12886	DisplayForm],
12887	FontFamily->"Helvetica",
12888	FontSize->9.996694214876035],
12889	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12890	9.996694214876035]& ], {15.154230764482548`, 6.437507644825483}, \
12891	{0, -1}],
12892	{Dashing[{0.030000000000000002`, 0.030000000000000002`}],
12893	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}]},
12894	InsetBox[
12895	TagBox[
12896	StyleBox[
12897	TagBox["\<\"H\"\>",
12898	DisplayForm],
12899	FontFamily->"Helvetica",
12900	FontSize->9.996694214876035],
12901	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12902	9.996694214876035]& ], {9.3048, 9.999999999999995}, {1, 0}],
12903	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
12904	PointBox[{10., 6.}]}, InsetBox[
12905	TagBox[
12906	StyleBox[
12907	TagBox["\<\"T3 C1 N8\"\>",
12908	DisplayForm],
12909	FontFamily->"Helvetica",
12910	FontSize->7.997355371900828],
12911	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12912	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
12913	AspectRatio->1,
12914	PlotRange->{{-1, 21}, {-1, 21}}], {22, 0}, {0, 0}, {22, 22}], InsetBox[
12915	GraphicsBox[
12916	{Thickness[0.005], LineBox[CompressedData["
12917	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
12918	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
12919	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
12920	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
12921	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
12922	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
12923	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
12924	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
12925	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
12926	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
12927	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
12928	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
12929	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
12930	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
12931	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
12932	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
12933	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
12934	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
12935	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
12936	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
12937	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
12938	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
12939	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
12940	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
12941	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
12942	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
12943	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
12944	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
12945	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
12946	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
12947	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
12948	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
12949	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
12950	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
12951	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
12952	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
12953	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
12954	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
12955	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
12956	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
12957	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
12958	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
12959	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
12960	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
12961	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
12962	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
12963	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
12964	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
12965	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
12966	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
12967	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
12968	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
12969	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
12970	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
12971	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
12972	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
12973	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
12974	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
12975	"]], InsetBox[
12976	TagBox[
12977	StyleBox[
12978	TagBox["\<\"G\"\>",
12979	DisplayForm],
12980	FontFamily->"Helvetica",
12981	FontSize->9.996694214876035],
12982	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
12983	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
12984	{0, 1}], LineBox[CompressedData["
12985	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
12986	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
12987	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
12988	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
12989	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
12990	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
12991	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
12992	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
12993	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
12994	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
12995	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
12996	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
12997	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
12998	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
12999	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
13000	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
13001	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
13002	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
13003	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
13004	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
13005	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
13006	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
13007	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
13008	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
13009	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
13010	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
13011	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
13012	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
13013	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
13014	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
13015	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
13016	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
13017	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
13018	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
13019	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
13020	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
13021	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
13022	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
13023	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
13024	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
13025	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
13026	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
13027	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
13028	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
13029	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
13030	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
13031	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
13032	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
13033	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
13034	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
13035	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
13036	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
13037	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
13038	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
13039	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
13040	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
13041	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
13042	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
13043	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
13044	"]], InsetBox[
13045	TagBox[
13046	StyleBox[
13047	TagBox["\<\"G\"\>",
13048	DisplayForm],
13049	FontFamily->"Helvetica",
13050	FontSize->9.996694214876035],
13051	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13052	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
13053	{0, 1}], LineBox[CompressedData["
13054	1:eJwt1ws4VVkbB/ATJak4xYiSyyAnx+XkVhHtLgaRWyqZkCaDYcKQCM3OGaKL
13055	W+jwkUtfg2rQ5UQhilzORISQcm0MQiciRc33X/N8nof9/M777rXe9a699nmo
13056	HPV39BRhMBiN+CVXWgx/GGoU498fLYrRPsd+uBUOWJy4xliLotvfPY+JhPtT
13057	a0R9EN/zaLt4I8wMeXX8HOIlt9Xj5NUpRpnNtrJMxEUd2Cv94IDirRLZ8E9h
13058	nyIq4ZxkR88k5JfH330msQH5T9VzghG3eHVb3wGmv+gf3gOfCttrEA+XNH99
13059	JwNXrGt5WQW3mNy06GRTdIh4c8MbuKH1eWUK/Md34XsWYPtFkZP28JpzMkfE
13060	NDCealWMFLzIr6tSFGbe8JFu16QYWRKXHs8gn/XErzVXk6JNTpp49pJ62n2j
13061	whGX701fW03Gm6iz+AHxvLaDd7NI/MGyGBf4IsfA5BSpr9DsuQfMbXeqc4ap
13062	C8pjobjfS6fTYRvMsLlUegWuuCBI04C7VAzdW+HdP98cVoAt15sfkmSjr9vt
13063	VyjCsZZJlxxhu3tt+low7/q1jAzUH88dfGkBe8vLNAwiHr9lvSCAzOfuHaSB
13064	fm6LXFjzOxxgskXVE/3i5EkYDpN6NSvLeYj3rmth6GL9ck9iCqrg4CiX4Uhi
13065	tuw/nbCRa9/XZ6Q/4sm8fpj5qHDLtyyKoaxirNINF36xoAPhkq8Chcfwn9Yt
13066	ow9gujKtD/tNt9qs7pqHWUXFEb6Y/2e9fCW9jZh/g8x1DuKl8hJqh+FqSYfM
13067	d6hfM1ZvIhTuN+D23IAFjxMMYmGe65y0D2yTXOp9Dm649PaNJtY/33I5n4a9
13068	Y94Xf0D/KLuwYj+S757j24j+f47LqreHW5a0hd+Av5ktydWFWf6ZSZlwe/AN
13069	wxUk/yIvJQv3u42LZIyiXqpRkFaEeKm6+UsB3JV4s60Zrjm+q/k2WV9m6IMF
13070	5P/ycWr6KhwgZIkaoZ797QzbHNjZTrLpJJs8H92WhTBT2evJQ7hNMTG/Cp6L
13071	Fe5bin5Y+WWHDcFHrBT+3AsbPZBfK0PW03ssPR792XXMcgupf8RVM6wOljph
13072	O5oKMz+kZk4hX2Rl/6NBsh6VzW1MbYqxcYE/q4+67Ec98pW0Kfo+QyIqBk6s
13073	qQlURPyWo5pNJ9xyjHV0JTze1e2kir5yrs9FTGD8pIamHi+4zDj1YjXGf8J2
13074	ic6DY1fuloyD1ed1T7XCc9PTYuQ8xl0To6dhnmnKGzHc32HNlBDH597S31rX
13075	kOf3ygFKCmaJt7+Jwvqfu135sgzuGpziWMHTMZM1n5DHejnlJI9rasL+gn5c
13076	jyjtnJpBvysOLxg9ggMOiogOoO5ghy/2V2C6KbqqB/EMq8Yl4eT+vOmLw4hr
13077	ZCn95AJTGyYXGBi/vPLh8e1w4nJu40ZcG+tny7RIvR3fCN1wHXTU+VUN15GX
13078	HvVZyDdgG/qy4JzhjWpDML1+mruV9EO7lMtG3XfTryg5w8qTE8ZB8Llqgz4u
13079	uT+Mzr8Hjx8NuFNOxh+4eQT7Q79Y/nXsCywM+nhMFfvRLKlrZYm8nPMROy3Q
13080	fwOHeVWcQ4YwvWLzYViXXXV2DE400bT2QP52bofbNnxepmLmfACesfmccQ7m
13081	GXusIp87Zli5Pce1we3SrDTi0pV3VVbp4PwybHaQ8ypuOvpiNzwym1d3Fe5p
13082	GxT1g1s+OLR6wILBey+iYfHoCzPrMe9Ov0ROMsxa+09/D+o+OmOVnwQHaIRt
13083	zIZl0hIjSb7cl04FX/Sn2v5zkj9Ms0tTdiK+ZWzK3BGODd/SokHeT9nPXDlw
13084	aO3QfgXEZTP4PStg4SG9PmXERTR2d46hfmeNLltDxHumFZ2aYGaOzW30mXbK
13085	48qXwiNvT9vGId7BEr94HQ6QXl5aizjX+URyIeyteX+SnKemIr9f+LDc++QE
13086	O9LnJu3GZnjuSsjcZaz31nc/nJ6BS17WRL5GfDjQs45F6tVIy1BA/1SVh7S8
13087	SL+i5pQcYZt6j4Ii2H6G5x6O+5r/SuAvkH6tq7JLg0eV5kNtdTH/fN7vuXBQ
13088	kudfObC9Hv9t5r8ufSOES7yEkbGwDuNu9XoOnh+zvnhPjH80Zs3S7TB9Jn21
13089	kTZVvcv4o9r3sPhvCdcWUO/5e7NmgXC/N9enQouiHnv6CGg4JySmJ1SLql70
13090	IiUljpijc80Q+TG7Dz45D8eKnPCdRb/+NpB6fRbm+XRn4f3DmDzb/8dpWE7O
13091	2jIJ/fsx9ZY9Gd/+ud1YAMxcFSzrAXOKufvdkb958a8hdrA33zDVlU1VzzoN
13092	fzaFGXle/dh/Slark60DM/3H07A/lEvhynAVkq/z1IqP/PQVJznyZP76iOZx
13093	cg66RA/JkvUtnvxeG/WGWyaWkfhI7lAxzlP1Bq2cKlUynqDAGOul01mh0QYw
13094	tarNVlSbot63DNVZE2elOJqjX92B90e9yXrmlgpPI15XPr6YrN+SP7HjD8QH
13095	jGvHS8h4mdzPeK4o85GLO7thlpxfVB98T4pxVmQT1qO6VHIA+7P3iZ0OG+6S
13096	UizAuaLcVd/ddYATPzhuIs+VfPmrO8Ek3+x7J5xDOpoOmk4m+YFX/Z2Qr3fn
13097	YfgN2H5X7AlZOOJRSG4l7H36WW0b1hO17pNkI5yzPWg+AfvZ+vFxQxNMLVOs
13098	s4Uv79PXfkrmix0skoY5Ty+/q4XLRGonBrA/yovqJe/D4n+dN62A+4vr6gth
13099	prpu6X/Rb2seJ5oH8ySL+JnodyTf4GkMrOzzdw2Jv9DfzAoh84c7puL+6qvq
13100	62S94QD3RRJD5Pv1oJ3QldQ7xDeVxfy+8QWvnMl4w2a5+1C/RshCxSG430yg
13101	gPcWVV5hreoBj2xy34r3DVXhsHaPP9xyer8dC+tn1h5e9RvJZ7iU+sGSB9QY
13102	2bDwkv88zi21kz+9p4r0U+iy5DX6mV7k1TtE1lsiYSmqQ1Fnllz7ebke3ivD
13103	zwbW6lDVdzobuQZww+B/+N/qUHT+0dDLrnCOvzAMcZpbHqwUDfO671eIIL8y
13104	jcovhPvl+3peYf+m3HMGG8n942+n8B6hRS+LVr2BqY+Ch/54XtYMDQd+gudC
13105	l4fpoL7by/y5S/XxPJ3MvkneywqConZJ+Ej7AbECrDelbVeuFFzSmaL6ExyU
13106	YhghAYdad3gYwOabKEsGie89fwvfe5SF8TR7CuOXDN07Ts7Dhd92RQ3Aob/v
13107	2NGL/TD66tbwDBbGCcTwPUgZz/LjHsJd30nUv0e8yszcupj0Y8z3zmqMx0ww
13108	OnkVlhP2btqB/ZGWGbHKhGOHHaZOIR7id+hRBsyq4a+sxPmSc3qVkE1sOaa1
13109	GOuNu1a++gbJr47j26AfKc4H9laSes6afE6Gl9HCkQ5iryV+bcifUDDd+oHU
13110	4yomkEB/GUbHzNdgfQUn1+41Qv9vOa/oMIWZWxWb9mH/7heW0T+SfoW8fu2B
13111	96bpi+zaBLiB2jjojvvZb7/KlMEjN2VkbJE/r9g59RpW7ho9ow2Lkv87DP7/
13112	/4cO9T8sBtMa
13113	"]], InsetBox[
13114	TagBox[
13115	StyleBox[
13116	TagBox["\<\"G\"\>",
13117	DisplayForm],
13118	FontFamily->"Helvetica",
13119	FontSize->9.996694214876035],
13120	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13121	9.996694214876035]& ], {14.84576923551745, 15.437507644825478`}, \
13122	{0, -1}], LineBox[CompressedData["
13123	1:eJwt1ws0lWkXB/AXoTHkcNwKuUxIKcelItIb0pUIqckUlRK5TI2SqENCis64
13124	JYRIGJJSIeFgqo8Zl5CDyCkhRXMoRIPv/3zra62W9Vt7v8+zn72f9y0ah/x2
13125	ewhTFFWPv+Qn9X0ef36iKQH5qUizJWodllgvoym6uE1kvxLNztcV7rgGt+zT
13126	XZ6mRFORjtzTfJgduvvPasRjC2PnDLVoijvypKIOTrcbcg6H1U+ap+Qin0pY
13127	F/AStv/HOOUE4lrPL8UoatNUcYVkgjz8eX7paidY0CTReQf7d9o5elyC+YvO
13128	fNWCRx9GdefDjFCm9w0F1OGyhc+F7Tnt+xYq0Gw5HduQBpiO8FYOkqepbp7+
13129	iRcw1Zj9fkKOZvPfxsmUw+r8ysNhcGhYwPFbsH8776gWfJWZMBJG6omRi+1n
13130	0uwEEUs/N7I/M1GKy6Sp4cnA7+akvp0Xw57Cp64szlOG3V749HYi//TNC37z
13131	5HypCoeZcjSlzEsQ/wTzk/6o88T6nXsDK/mw2z3dLe1wvXfWnnekX3l3Je3l
13132	aXbaiMa0AOZ8ttj3CvW3mhqqSJH9xxTGXXG+mZffQtfC7M+JIX2wKl29/gTM
13133	6eINOCvSVETr+fuFMNeoqrQc/ZqJUqiZgFklp86Kov8l66VfWuugP338L8bo
13134	9w37E9+SYM6zdd6bEZ//+mjZMOz/d0bdGrgpi2Vlshx2l+eIIT84UckrFBb0
13135	PZJ4gvUHHEvna+AWnb5JR5h/xqZ3Ci4WeujbhfqiXP/y1tDF+rN/pNvD0RGe
13136	5RvglsNVJ7k43wOmeMROmBuSYMrC+Vf2F9nYwazGEMtc9Oegg7uaNcl/7n1O
13137	D/188rC+TR/mVwnLPUe/nZJ/v8eE6anbK85iHuKJScfGsT+rtSlyG+JezekT
13138	TcSqrt6mMJ150r8QVt9+wJfEubO/vouBGQ2K5wLhzGMt6qdhN9Go13Vw294b
13139	OcdIXObZLzrY/yAjyPcIzJY1v3oTnv2P1Dsfsv6FwUk11P9DiGxlOMz9N/1y
13140	LpnnjbCF+XBmBOOTHu7r5JzS4m7Sn36bvjy4+bJNsgLqp4If58lhflblGkmu
13141	MGM455AX7Bnglp0PZ6qZ2+egvwn8+bEZkm+zSKUWPq3/Psh2Be4bq3NBNbwh
13142	+ox2OqxuIj6RiucDorQnh2GO1+uLPyNuqxKjt3ol4gJp/iz2VztgctIT9l+v
13143	mxMNNxVJTyTBbM07N8Uwr5LcanYZyU9wCAjEvCT8+mL/hlusXhwcwnw07L7Z
13144	tsHUwp7Sn+HGQZmMRph1bTqtC/2zvfv+h0qS75oc7wW35zrkZZP13nSuYmJe
13145	cnuMJMLJ89bNXJ4sTcVPCTHdYa6X94oKWdynXsW2DbD9AfGCKtj4VdoBVZhz
13146	O6P9LfK1BBa3hcl+rCSOJtYzTnq7WUDO3/bALAT7fT3tEPABpkQ/dowgPufY
13147	0TECs9xdt3uj3mDjVd5zMD0qWToGf4yTDSPrF78Ua8N52WevyDze9r/zqe2Y
13148	hs2/tIyFEosYaZ1Av+7MXz//J9k/uEr1L/Qr1nersrQe7k8z/ztDkThlyUGY
13149	c8SLZwor8RdE3odbJjfbWmE+Rkv8t4uswrzXns/QQ/yhSbqLA8z5aFA9ifV6
13150	+1TakuEW0bGNt2Hl2BRTHsnfpbfGFN5VnhYqsRr9eRT5/Qnm427YutYAFmwY
13151	FejDaxziY7bD6u+01DJwvpDcaJ89cIvTyV5pWI83ddKZWFvB9zL6VfhL8OBW
13152	Yt5smiysLfm2wJA8T984ch/9n+usWC4PZ9oV3/SCP3lsX/aF1FdypGoT7OnG
13153	ymqGBVEvCkzgenmpJ3dhaso/cxdM3xP15RC7+OpewvxGj/uFBcHqM/dMO+AM
13154	icd7fcl6duO7LTCv6ni/Zh/Y3niuphRep7pNl+QzJBZ/MkP9Wnqq/8aTfg1n
13155	Z9XB32oVdCvI86ObY7ZgXqOWO958hllUchj53hR7PL61CvWzK7VHddA/yRJR
13156	jwCYFVCrGYh51gavuFUHu1kFFxfCbe10oLw+6jvjlFQLNxYt6DkG843O+pXh
13157	ecOxlselMK04HR4Ly8+wJYRY2H/oc72NAs2NbtqirQmr1+2reY96KjI8GBYw
13158	9wu1ywfWLmEJHGG653XAIOqnfxWzOAz77/cVd5Gj6aNeHg3eLPI9dNyK7x33
13159	Wocn14es/6gu1gz9UEkLzz5O4gUr+ZWyNP3TrcytbmQ/RbF4R/TTx0DQsJus
13160	t7NnWgj9N9qvHGIJ21sPKTfK0Fwbl1AeC6ZSf7xQKkOzs16GHlEj6xctEKuV
13161	oem1Jq8KpEm9FuHvPyE/4unCpSKk3ocD+YZYX/+Wu/Akzp/5bMA9DtZ0z68W
13162	kH4w8upFcX/0Hv4zMQVzta2TIpg0bX73341ipL5zy+ul8P30Ff5gqQjzh4ak
13163	EuClH3dXrib1KEepyMrT3FLlxbI7Sf0BK5RDMb8rzHhnX9jNaWy6G87rGN2X
13164	AHPq7f9cgn5nz89UPYUZkZH95pjHiFDOgkE4s7XObiN8YVo6Y5EBzm/pe0cD
13165	8zz7bO+Pa2DGh5WmA/I03df4ut8F5lY4jV/FfAY0v4wHwC1P6w1VEe/ZxrKK
13166	hYvjTJJS5WhukmCdXibMl3mbuwjz01eI319gQN6Xpmh8f7ivEuc778GZ6Sop
13167	/6A/W8PFxIpIPt9B7AS571vfJN+BKdOx36bRby2f3rgUkq+xL/cm5vHy8pzh
13168	FZgdl7jqF8STNq8YOEvWVzbQNZPBvyfhOvqeMP3G5CdTxEXMDNJI/Zwf70zt
13169	wfNue63ytsGsapoXh/mFKRoXbiTnkew/OAy/Wnv7r/UkX4dX74z7kbq0bMCM
13170	5FcIdFpR30jF0ctW5LzHxUpdcN+0vsyMOpB6VLNM+jDPhqN6gqOwm+1yJ3f0
13171	43rXJDOM1ON6cLoDXtKteCWLnO/cqmpT9E9PqGfjC5I/m2gaDgeqFfR/JvtZ
13172	/mb5APP2cOBQSoaYB2OZQQ3iz6taJTfBrD16c/dgmfHrFzyJo6UcLiD/Q1HQ
13173	wFXY3znojAHih2qEvhbC/NP+Ng3Yv/zwWMoLmF3VMmiH98m0Kla2B+YaLuc8
13174	w3m6likMDsPqzjvWrMG8GHzetACmftfUyUE/DtTnXx0jz6+PfqACZ5WnGI/A
13175	xVZeVVnof6OnHO8tyU/W9tsAVye+Smsj+Uqb2scY2H/I410t7OYYcruOQdP6
13176	Cu1a94kDmJKP4K+MkvEMOLM75tpz5B+yPtTIIefJ5y2YYuD/R0GPl16C6eiu
13177	LCusTzUwNc6Teve0aedhfl+fTDQHk/23nJdSk6W5+a613aEwR3im5xb87Hty
13178	agxxds45XbyPmuPXZTOJz+y9VoTzW1t1DZSRem7O9uni/vb+rn2UR9b7fqyM
13179	vI/ZZVrJM6SeGzvoYcR3WF3cpGGE/mvlNGji/bvg4jW9DeYfOCVngf7nafuY
13180	nTIi+YH+mDd3vxr/XCrMGCnrlUNcISrJvAYuXhkp3kreH5GP6v1wy0J1/d+w
13181	/iz5vcPo/79/MOn/Aq+HzZA=
13182	"]], InsetBox[
13183	TagBox[
13184	StyleBox[
13185	TagBox["\<\"G\"\>",
13186	DisplayForm],
13187	FontFamily->"Helvetica",
13188	FontSize->9.996694214876035],
13189	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13190	9.996694214876035]& ], {15.154230764482548`, 6.437507644825483}, \
13191	{0, -1}], LineBox[CompressedData["
13192	1:eJxFlA1QlEUYx/eUubIb+1CQFDyO3r17744jPhYts+RxmkHRGA6b4oIS7oxF
13193	cAo/RyQFZzAGnfBr8LrXaMjEhGzyRsiJyepS+QgWwjskTBRz9DqHzBtsSkjv
13194	WqrZduadnd/svu+7z7P//z/eUbaqaBpCKIc/U/O/A0PEP/OTgB7eN7HCgqHe
13195	c9xbSjkXFqDYlzEYSkeuDzLOtmj7J2UYbEmo6wUyl7OmwVGJoSl7OhxTOENR
13196	VOUODIkxi9M1aB6gtVvORb6FYdI3cLOMci7vb0/MxjAcHV/pY5yX7wtVyBgW
13197	SKnrF5IYQPsrXDcmJbjQejdVUThbv1hxu1+C7zryn78f5hz8OimiRYI9V7eO
13198	F9BYQLrqs8N1EpzQ5TeeZ5x3ut7v3CmBJSOnxEzmA7rmn7euWoJvNLL1gMLZ
13199	+O7mjYckeLxRSZoIc773kP9ImwS2l2yddqrl9WTatFck6FhEPT2MszVQ6J+B
13200	oSEt+xwhcYACqk/XL8DwyOTbFQ0KZ7REzs/D8K1+0DoN6QB1HyyL2ozh89lO
13201	9ULC2eO1bKjCcHe8/dUSyrmZdKrfwfDa8feWNShT69pBezGGwNi6sX7G2Vp3
13202	9U4GhpaI9DdUKJ73Z0Zt63wM5ctVZwjhbPM0dQQlyHp6poFSzujy7dYOCeQr
13203	P7W5FM7N9UsvHJEgc2/ntl7GOXnEVLdbgr7azO2hMOda9Y5fqiRwo4H2FPIU
13204	39+38YkaCW7lxMhFlLPVcWvZBxI4+66dcimcn63fNXZGArQ7MZMxzsG2Ez6/
13205	BHF/TQyFw5zLL0ne2bw/q/OzCOH79nepcpdguBgYOEop56DtpM6O4aOvci8p
13206	CufkP5Ze34pBvqj7nTHOuucO9vL+LP4zzMf/6z9aRjWEYPH+UGozrxeL75vm
13207	Jr2uKFj833G06RRjWJxvVK02IaQX5w+Ve08Tohf1FafFZRVTvag/0n1j+LCi
13208	F/3JUiVn9DO96F/yttPVKmQQ/W3btKgmjRhE/4ewfmUxNYj7cfvGeb0GcX81
13209	7aEXGTOI+33lgefjUNgg7n/OnPrIFCILfRzL2/TlGioL/Wgey2hxKrLQl/W3
13210	konvmSz0lz6ScPJBWBb6vLer+2wKMQr9uottWkqNQt8xN1njYcUo9O+97Iv9
13211	gRmFP7akkrXTkUn4R7v919xniEn4K7A6t7eUmoT/mjescn+omIQ/22edVw8w
13212	k/CvNs77swqZhb+jjDWUELPw/5qgv+tNahb5sMdxB5yKWeSHyhU9s5uZRb6M
13213	FjoKJ8NmkT+WvFBBIkkQ+dQzVBVrpwkiv8bYgb2HlASRb5ZHP3P2MM7/5d99
13214	1dRsgb8Benjw4g==
13215	"]], InsetBox[
13216	TagBox[
13217	StyleBox[
13218	TagBox["\<\"V\"\>",
13219	DisplayForm],
13220	FontFamily->"Helvetica",
13221	FontSize->9.996694214876035],
13222	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13223	9.996694214876035]& ], {9.0548, 9.999999999999995}, {1, 0}],
13224	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
13225	PointBox[{10., 6.}]}, InsetBox[
13226	TagBox[
13227	StyleBox[
13228	TagBox["\<\"T3 G2 N9\"\>",
13229	DisplayForm],
13230	FontFamily->"Helvetica",
13231	FontSize->7.997355371900828],
13232	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13233	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
13234	AspectRatio->1,
13235	PlotRange->{{-1, 21}, {-1, 21}}], {44, 0}, {0, 0}, {22, 22}], InsetBox[
13236	TagBox[
13237	StyleBox[
13238	TagBox["\<\"G\"\>",
13239	DisplayForm],
13240	FontFamily->"Helvetica",
13241	FontSize->11.99603305785124],
13242	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13243	11.99603305785124]& ], {24., 69.96}, {0, 0}], InsetBox[
13244	TagBox[
13245	StyleBox[
13246	TagBox["\<\"G\"\>",
13247	DisplayForm],
13248	FontFamily->"Helvetica",
13249	FontSize->11.99603305785124],
13250	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13251	11.99603305785124]& ], {28.5, 69.96}, {0, 0}], InsetBox[
13252	TagBox[
13253	StyleBox[
13254	TagBox["\<\"\[RightArrow]\"\>",
13255	DisplayForm],
13256	FontFamily->"Helvetica",
13257	FontSize->11.99603305785124],
13258	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13259	11.99603305785124]& ], {33., 69.96}, {0, 0}], InsetBox[
13260	TagBox[
13261	StyleBox[
13262	TagBox["\<\"G\"\>",
13263	DisplayForm],
13264	FontFamily->"Helvetica",
13265	FontSize->11.99603305785124],
13266	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13267	11.99603305785124]& ], {37.5, 69.96}, {0, 0}], InsetBox[
13268	TagBox[
13269	StyleBox[
13270	TagBox["\<\"G\"\>",
13271	DisplayForm],
13272	FontFamily->"Helvetica",
13273	FontSize->11.99603305785124],
13274	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13275	11.99603305785124]& ], {42., 69.96}, {0, 0}]},
13276	AspectRatio->1.0999999999999999`,
13277	PlotRange->{{0, 66}, {0, 72.6}}], TraditionalForm]], "Print",
13278	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
13279	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
13280	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
13281	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
13282	3.500273765431819^9, 3.500273968108659^9, 3.5002746312511387`*^9},
13283	ImageCache->GraphicsData["CompressedBitmap", "\<\
13284	eJzt3Qe8ZUV5APDLvrIFWGlLW9qyNClK0xWRjmChi4qARIotUlTECBEFTSwo
13285	KqDBNE00IdEkkhgsUYlEjBHEGNQ0Q8CQiCESdBFIYsrN/OfMd965b++7977d
13286	13Z95/djeefcc2a++eabr898J577ule89KJzX/fK88/d5fjXnvvqV7zy/Et3
13287	Oe6S16ZHQxu1Wht9Kf33w11a/m63WvFPvm73T6u1b/7fUPuf//mf2094whPy
13288	3YL872j7rrvuaj/5yU9uP+lJT2rvvvvu7VNOOaX9L//yLwvLz7/927/dfspT
13289	ntLeb7/92gcddFD78MMPb//6r/969fVI++CDD25vu+227Y022qi9fPny9s/8
13290	zM+kpxP1NtR+2tOe1t5yyy07nun1c5/7XL576dpCukmGFDhe2XvvvdvPfvaz
13291	23/7t3+b8dAFzImhXNyEMl+f/OQn23vttVf7iU98YkbCt771rbWHdMlEOM1d
13292	ff/73zd/7RUrVizQRurhqU99agCS7ibqddEaUF999dUZYsj4xV/8xUP608KD
13293	Dz7YXr16dd3C29/+9vbxxx8/Wj4Bo07SUOrJ+853vrPGhDabrr5d2HyWr5tv
13294	vrm9yy67+LYeVAKyfcYZZ/QlhD5g/tqv/VoG84EHHqg/ueOOO9pf/OIX609K
13295	s9WMLO0FXb7/7//+7/bmm2/e/upXv5rvb7zxRrO2DkCuicuFTVzm6z3veU8m
13296	o4ceeqi1cAA8xqJM7+fffvKTn7SPO+649k033dR62sSzHyD94z/+Y3ubbbYp
13297	jVTPdtppp/Zf/dVfrTG9k53y//3f/810+JGPfKRjytPw20uWLGk//PDDXae8
13298	F2w777xz+xvf+EbHe2t+u6QXHPnZv/3bv7UXLlzYpGg8wt0F04Sud73rXe0D
13299	Dzyw/cMf/nAgdEX7n/3sZ9vHHHNMvls18YzG6//zP//Tvvzyy9unn356/ezf
13300	//3fjbYDnGc84xmZGaUuu3KYbiB++MMfbj/zmc+M4bWGy3fPetaz2jfccMOE
13301	6BsUtoUTwrG0Fxz52f/93/+199lnn/Ytt9yS79/xjne0X/SiF3UjsHVBVQz5
13302	bW97W17Ljz32WPm2N6pind52221ZDljjl112GarrtU6Hy79HHnlkJjwS6V//
13303	9V+7QbtogEn8r//6r8w5vva1r60xiR/72Mfa+++//4STOAlQJp7H3qAEkr7+
13304	9a+3t9566/YOO+zQ3mOPPfDVrpxiEiAtKc+SFtC+6KKLGp8v7QVSnksrU/N/
13305	/Md/nO/JrO23334A9vqbv/mb7aOPPrqD6rCwv/zLvxwYUe973/tQaO55/Jz9
13306	53/+Z3uLLbbQXk++1Q+OiVnp0l5w5L/JyR133LH9zW9+M98nyUMP68XZ+4Gz
13307	uDz79re/3d5uu+0ak7WkLzhp/puc/e///u/zOm335p4hwU31o48+2o7rD//w
13308	D9srV64MwK1qq7cpwemb11xzTY2Lz3/+8xkXqekOCU7kGQyImnMZCLjwwgvb
13309	r3rVq/Ld+esO4ve+9736k7/4i79o/+mf/ul48Jqa0ATQ5b+pNCMjI+3vfve7
13310	+f5Tn/pUe7fdduulCU0aj4s78Pgf//Ef7S984QuZqbvoXqtWrSq46g8xzr5s
13311	2bL2l7/85Xz/gQ98AMcuK3bvQlCHHHJIbTksSFfWvRe2X/ziF2fYAUibJ1Xo
13312	46mxMqEbt3/3d38XQPl3n/sd4bssyqT1tbfaaqsGEVR4ouZfcMEFZdDDHUDf
13313	d999Q0X9txjonl46d12hXZKhDaHDOiCv/+Zv/mY8pBMDurgDUNcv/dIvZTNH
13314	d/vuuy+yKlS7DpBu2hOviOK5z31ue88998y/MaES0XTYnv3ARlQwoG9mR8JA
13315	iN/8++0z8/cu+X8LM8N73vOel2l1k002yf9nw6bl0nrvFL1zSdXlzgUj+IBX
13316	rr322iwgg2JNKOwlHtG6dprevbgJylCeBLK0uqv+JXs7m56690r3O5Wf2CF+
13317	Skp9LVCbr797it8b1z2bwU8//vGPa8XnD/7gDzIrXbp0adZcEh+rm5+u93tg
13318	5YYBn13WOa905ZiHGwZ89rpmE4vaf/Znf9bedNNNO6jpkUceaf/+7/9+++Uv
13319	f/l7pvS1SzoXJcQ9//nPzxroxhtvnLkjjvnJT36yXnDr+k7pMkNSeMKbClbe
13320	+973Zj08sacaU/2eLauauKj89Pjjj2e3RZLChTsOt2+//fbsEnv6059uzoYL
13321	RZCeJ598cpaYp512GuO6dfWcamaramyh3vrp1ltvxdnr1hKJZyMNOpJyH48h
13322	m6H/13/911qLTliI119/fcY9VeYXfuEXWm9Yj1svCDq7dPIbv/Eb7Z//+Z9n
13323	zdSdvOY1r8lWD3H6d3/3d9GaV9///vfn1k466aT2P/3TP9U2FZjiOvTQQ+OT
13324	P//zP892aybcNImpp9arfwp7LkivFJf2nXfe2X73u9/d/rmf+7n2W97ylvZn
13325	PvOZzFtPKPAxZC6++OKsJQV8VBHK1+te97r22WefHZ1x4AUcPF3nnntuK37j
13326	09C0CxX83u/9Xg37EUcckenLlf6OT9i0FCo/ffCDH2R6FW4xOhHU80BPGdBB
13327	JU9ov+AFL8jyju9WqIAZduWVV2YGiKZcDzzwQLaAmLW0N9RrHIeWjh977LHM
13328	NBOg7R/84AfNcej4K1/5SnY5JeuuHsfP/uzPhnMyU3uyjotqNJI5DzYTV8JF
13329	/R1FAZZd1113HUlZjx/YdHL6eNLBA8tQ5lXOmIceeii0ciacBeRu4/zvZlkr
13330	XweEzONjA8XHJmW5DOVVXq4CzxZZHIKfo8Qa/PjHP55DZ/qBsUsvvTT/fv/9
13331	92eXBY80LB111FH5/bT0aYIHNsBknHz605/mFYyR4QTFQZhlNWbfxNa3vvWt
13332	/Bv+w3KNUZsnXg82zzHHHBOfAAST8ZN5SWZ3/Ynp5DmDyPe9731Nt7RAQWJZ
13333	tW1ras8//3wRpYKlitUVPJUm53E0j6PBcbRptdrC6/PmN785x8tFHkdKr1jD
13334	AQcckL3iIh4/+tGPii25MZ0qN/WSl7wkyz7h/FNPPTW7ZUB62GGHZUj/4R/+
13335	oSzh4Qx9us/xtmQS71oe8wWHRE2fxpi5KZN5lh/zPSbE1yjk0eNGdunlnnvu
13336	6WBAv/M7v5PRfvnll8fYBeBe//rXm8faE42PsQzTQMugl2Tn5HOe85ysLoDs
13337	V37lV7IHlQ2DFoTvE1jL5vE2j7cZxNvSarmOlk55lgwfUNdee210Cm7O0RNP
13338	PLF+9bd+67eyr/ZlL3sZpjZUEIrX4Wm//Mu/nHkd/2yyejKCIdrfPmEhhQOJ
13339	LnH33XfnoDSvyqOPPtrarvxmDGnCMor87bfQJWAbZ3Phx8k4q1GbVJU8gSaV
13340	sZY0ghq1/MWc4UI4yRQOXQKrxvEoTY8//nhwdhB5/Ed/9EdZ4TdR8GNykqWc
13341	SeQNb3hD7slFEkjKEAT2XOj9kUceWTaP4nkUr/cofkInvzjrrLNyiA0sxx57
13342	bNPPhO8JiiQOGxOAF2GsAgjxquihRBTxlDT6AJfyDinYlewlg6Tg0PevuOKK
13343	PAFvfOMb63Aghd+7Jgyrk6KVmo6Y7/e+9738WPwy8MfmMXpX6ioAoqgJGL3p
13344	TW8Smw/YNQzOJGBqvivsv9lmm7GuSqsbZ8EgVUriA3tF2AquuaQJJ7+5T7ph
13345	TTm0NrlmApIUPtSx0zyG5zG8nmN4205mgcXElf4OHnfvvfdGsmb7V3/1V3Ga
13346	enzQ4Td8MFlLMb6kJ2XsyZ/58Y9/HI8l0hkLGBNXjeQOPJ6JJdPGVwwow/Ic
13347	ezMvydZaUF5PPD1rSGwo7l8c87WvfW1OVhCb8v9EBaENypE0y5Src845J2Bh
13348	E9GxBNzTJI40BrRixQoyiBkZ8oZoeuELX5gnTiyJhgesM888M8sZGhz/jJSc
13349	wDhyMVNUVn6dhKPWnvOonkf1BofqFZ18JNzr7LCGocUKkr/lkmefBl9j/IIL
13350	LqhTydInATclEeMSwv34xz8efJK2h9cl+6jmkwKHbKykF7ViCmh8UP3KV74y
13351	a4UnnHBCngL6J+8qXG+00UZDeR/FUHt4eDgzcR9HJpkUJnkVX//612t7VRAc
13352	kgXvpN6PJV0tzC4lliFXEhWNbct1xI26gGBKbRoVt2zVQ/Wv6Wfryizdfx6P
13353	83icQ3jcu3N501CAQbdJow50UnMoGC7a1FjwbCR7/yOrTzJX07zCeJhcLinA
13354	F198cf2dDCfIdeGhoqsxRZgQxYfJd9ttt8VcsOJkEI81U+lVsV2qQu7WOVgX
13355	F6+r+aD8adL7EMBUgwQKoee8u4jInEm8Miw80q4f/uT02xHzSJpH0pQg6ZDO
13356	VWcLAb8AW7/WMqrsXFoGW4boXr16dT0ujXIXcGCsWrWqmdhA0rvoLkl9qNHE
13357	3BE4d5133nkdDk8OC+xDdCWNMXgiZYFBofc0M8FAMC4MDI4W5H+XtoeGhvKr
13358	fB3CFuKTtsi5xB1hkrXHftE7TCSe+ax5FMyj4CfVxoHWE0rLdE8pHwmO2s7H
13359	LDAFMb7EU2I4sqk05JIIlNTseqjUX5sHXK94xSu8W/MTbgPYc+E5CcP1d2IL
13360	UOEizu++++7y2+Lsggi13eCPPfbYLNrJYYN5/PHHW2fOD2MWhmFXMKEzfhjP
13361	rWhrmzIazcsykt8Q/FcsmF2GWtPyip5f/epX5/0GVhfGrrWAmACBAJcVmBBY
13362	Qyx2zBJ0MfsSJHW4tulIevk8SF1BGq5BeulLXyoccHI1hbsU4Pjs/uRP/iTv
13363	u4wvUIn4Ah514403xmN+e4B94hOfwPmib9t4sVuXv2+55ZY6pXN9bD0i/mKd
13364	JQ2hdVKFtCeWn2gqlmfVSNWDGINecOOkYEUPSSfLK4jCA6ZHHnmkJhbOWuFN
13365	d5fP+abDYIPh2J5WiOmQ0hpNzSYt2mDSV+MLabmFclvvnLJXrQeeHRHtUyo4
13366	junSyg1dnl1fnqEI7vFbb721deraNYF5y9ty16OJykffeyvKxWv5XeS1c+Cx
13367	nN3tPMB3+3SCayWRK+52zP8Otm3lonX8/sLyPe8D2TU27MG+L1Z3bAqcqu0w
13368	AZYJtplgDKz+3xaQzis/TdUWmQAJ2fJTfPWrXy2Y7v/tOJCma7tMEAMXivVq
13369	ce4wyTb27qTLJivboctoXzfge5eVZ3g6dudueZf3Dph4FQeym1tzLh3wveie
13370	ShdiZXmX9/bv133fDTvd+MiAn8aOATqlFIAxIPt+us/EcAcT67Xlpxfz679V
13371	aCgnN2CAEgt2HOC7HuB2Y/fxjH9CPoWtN+OETpP/3dDlWUgM6qBndLQiMTIu
13372	YySSGcQ722MSpeN3ejnzb6LfCxaav3dbSjd0eRYgUvuLOhlNrCo4tbCFOuwt
13373	tsdYAMWepHvvvbdWPpqIe1t5FrwoIbAryxzu8u07yjNpHd5LVlCtnZECJkLI
13374	ZRyIjHz2srxxF0WBSyvpOVMO4tvzv5WOIodF8CgpJXHaBN3bI3ylkMszyk9f
13375	+tKXbP8t308HVCPZe4DwaQFMOqc0BWjiZibOXVHjDi0/4YYcbIktTRPCRnL7
13376	Yd3SJpPxWx9swEK1nt0VzbvahTyat8DxG0qB1A3dtc4Z6lxv46G02Xyo/Eun
13377	GA/lmt8urN0yccqRXAQhTHZZIJLZHkcznNSkxJEcZaRxiV/w3zp/6X0DIu/a
13378	AgLLkXyIi+mnzbRm68Ug/Zma7ruTmyAMZS6uycSx6+Xdr+sQ+oja+T3XX399
13379	/R4vQZwY0UylFhv5zGc+E1Qea5GJBmH8uZasJnWVhEnrPZMEx46+xYsXZ3Mv
13380	3mOMoGy7NgIcW9soiO5O6SQf0Rs2g2aoHDbSJ5Owm9U0WSJvfhuaoT0jxZle
13381	v8c1EwdZRHu0IJG09pose1A7hNOpJOatbRONBIC1bYL/omwMW9smBOwRmF2g
13382	45roJ2HjmYCkYxSE3AsB5FG9pvx+1VVX1d+U5TKInTVVRw6E66WcgZfvCuOY
13383	jN00XccQ7FzAs9JlTawBXn/7J95rromLZuDbsM/sqUZDgl5lgrtZBN3spOi+
13384	SZoXzsC3ATrhJl2tQZuTtZ96gTEbbeD94jDtMX7cbTZ2GxB7g763sjzD80kn
13385	lsGpnXTctLtWdmn2onV4b9fyjMERyQkd3fe1qIIkmizuomn/NHAj+FuugHsQ
13386	e2yqjoAIMHhhYwNkN2uHU5NEtxem/F7NyXA2gmSR8LP/5Cc/ub7742tKQ7an
13387	iBiOHVm3xqvHV+13s6biC54iS5iISZpbKBbEgXiLCP1b1u3zt5Znokiif9WH
13388	A39+ROcYZMOjWvGKAAI6OeKodY0d3GiEui0kLz9uLHY0nN2O9GBqefr98hlo
13389	fSywwXH44IMPDk9ZB0+tcBQnsBGEJTYb2YX1l80zERpJk8IMsQFYlkYCs/7E
13390	cxMF/KQMBl7QH9DBlmgwvNyNA1NbL5vLAEXokE37ohe9aHYAqmRD6/DSCWvD
13391	MiMC7EhJSGtNnDQ2lgLrm3POOacZXWP5uT760Y8KmtSRN7ZrbDWhgztjIyJ2
13392	yKpkGeQEl/e///31GDmS5ODIyk88LgZz3333ZZbm7sz5UcyZUVQKS+up5QtA
13393	kZeOI0i6RvNcPxE1oVv2HD/aqlWr8sJIkreZAOWS+qgTJmJCSwxDo3ZHuojH
13394	MZVxZPwZLFmpiSFK5Yo91bJOEsuvv9N1nOvCbdZMfLH8hBNg/I477gipwRD7
13395	0Ic+lA2x58yP+6dq3OVklv1Ka9YrhkyTl3A4tltw47xLUEuSAgVCZQrbEyDE
13396	wsdJ/ZTxz38SyblrZjt1T+KV6yth91WvelWtP3BySOEix5MFHY+p4g8//HBe
13397	sCeffHLgQTJFsT3yNqQrrriixpFUrOJmzOqRJJrAkRnFSviSk/EQn3Do+YmE
13398	Et7iBzxyHknzSJoSJFUnohclZoscJRQIStpUxonFSYt1yeMg4phHVCl5ZX7n
13399	0feu4wHgrs7pqGxjsYjzzjuvoGB0jZwvnvfEYkIGOwUV1p2T8c53vjMEI/4l
13400	9pN4WY1MirgJo5zVWwerlPs4hxhcd911V401nUUSG7OPCRe8zXPs0kV0J9Fe
13401	f8eqiFPeJKmk2Sj+5nmczeNsenFWlujygjrhKA4CIpZjn/iWO0UxwEP4nRjp
13402	NoHpSriCBsuMwcqI93vuuSdEMB1i0aJFHQltNtMZrFlIM1U93qo2fjFU29+0
13403	5BUMFN5ErFjAWJbPpSmHbmyvC4WDOcylmgYWEAgsO3akubPWa1TmhKcaKl4u
13404	eguudsIJJzSNbMEul6MHsNtmrh027jKDn/rUp1pPmsfjPB7nEB7L8s7nYy1o
13405	njrhECm7AAxHAobh2TnOhclLaCeAjvDHksSW8w944oh5R3OkzppbZng9kxpU
13406	D0uTMJjmrGNYAvV23qS526wxzRAJwfbwizThVjiYaTbtppn7195c5ou0EhYE
13407	iEx3aiOg4TIUEVVIInqm/XCHYphf+9rX4rHTxc0JedAwYeCPfeQiRpgwO88j
13408	cR6JcwKJZVXHlnA72oUUDKVWQjbJjRklL5G+9AlhkA10iRjAllTT0F3gnebB
13409	unjrW98aOKR00F1sCQqQHSnhpCzTk7hRN92FJTF2eN1I1q2KLZNnm5mwbcG9
13410	MDe9TVc4tcT/KHRlXthNkv5t3uB1k9FlfrSJ2UNPmqPQ2xAWB/jLXvaymhLE
13411	87kYknlUjwKHZ+SYlzTt28xjdR6r6wlW48DhTTJnTBjICDznnHOy5w4XhUR7
13412	Tdk9fgNHUluCdTijgoZih0kyeYJtSZNQ0uPqq6+uu046U3ZI216SRhGPGU5m
13413	iMOu4dbmnwjvQgmN1HiVJyLtMnDOZ7Ki/EapgUvfmjJTGP4USh5Wbo+tqeQP
13414	NEaKIcWH3UMJGnOTV5Ew6pq0zsRsA7fYNHpyMN9WhQbnUTiPwtlGIaFO9QBQ
13415	swH8UYBcRkFtz1TnW0WlnwRzPMZoWEI8f8mkaYYowy/PcJLiHF695mE5jaMy
13416	IOKSS3JuQma2slrjN/kWJd6fVSXsMWotceVzy9NcEksNNs9sgzM0AB/og77j
13417	HruzUx5CaFwN+uCqNETnXCQLKNBnwstVCr5V5+A0EDiPv3n8zQj+qrPdLV8n
13418	ysTTEO/chfIxkjivORnrnloj6HviiSfG40hTkuOSFItmmDhaFqGzdSBwFxv9
13419	x+FOFNh2XPmQrJ/rrruu/oQfQfqmCHEa+EHlE/YWDQ3nxUol8o1X0QBoYk0y
13420	vg5/1BHRDveYecJdBCqwRMrOZZddVh/T7VkZTCuY/TyK5lE0GIrKQeajjd58
13421	4f+s82a9A+ebRW0BEWKe8j55PHIxwkk+HkWCfBx1Cj8fddRRzTlggciOT/wz
13422	pgtAZctO67DyDMaK677I9oW5Ne54oTt+TrwMsGo6bzU/yA1kkB3neVelr8R1
13423	XOPrBTiBL8ra8ymNrxcAHBplIxlQFpBVSoCxn1Pz9SdEOmG32267UT4vmYfg
13424	a6/snAzhOp46lzlNRn0NiOB+HFJTyqfUrTpzjZFvP1/6O8hFJXpHrTkf4w0b
13425	RBev7cRXHIxtEjD5pKHVPcV2Fz1i8srARU/ULwKMeZQm76o53dwV1ZgXll85
13426	beh/Wk5CLbAk1EMJVdbgmml5tcqPrnfn2WMRySA3DPjsXVUTefZL+cFq3/zM
13427	7A+qsq5KZdvZ3Qu0bxOUmS9JWrp/SflppkuSjut+rpQk7YGVQUuSHtQ5r2tT
13428	kvTAZhMzXJJ0v85FORP7UfZbkyfM/z3zf09cnb6SAgh8xYoVrQWlVLhcgXIV
13429	G3CTLNgVgosi3Phu6E6eyzeQpLR8+XKnyo/06JJsLAW0awbWfO+l6wzukgwu
13430	p5HFR9mmJdPPXY02ujXRDaSo/d0AXc5VNkpthxYfZjqqdXfBXMJ2J8guKZfM
13431	cKDrmgZ7yMR0Ethwog9oaAuhJshF1bwd+pHdTaOT6RlXaavScBY2m84XY0hM
13432	KkFYS5N+tNALJHMMpMS361OKeQmbGGh+V8G1tBdc+V7sLE6GpftJGHjuc5/b
13433	ba5nEGMh8Dg6y36/HEqQkNdjTgPR/KSyB2UqxakIzuOQ21vBtua31bMndIBF
13434	qUWlPJqBMEFF1Kk9qbqo1d8PP/xw1xXSCybHKZSKkvVK8m0wkQVdvh3tgr5x
13435	cNY+L3Hi7bffPt+dP0nYBsPXkr748myzzTaLoaBZp8W4e9rEMxkjkFGKrsb2
13436	YQ5lFYD2U+FhIsg27YCMPcCZ0MBuji6Xcxbi3bKHbe1giSHyqGDPCRM1htf8
13437	dmlf+PgTOUVc9rAzPV/4whd2I7J1R1d/cICCxdvq7KL6HX/88T2WY7MYS9ma
13438	UiNkMKjGyBwycAcaeYGq3hwmaCikWd7tNoeDgrJkwveW9gKlpiG7DYhlQsi5
13439	HqtXr+42X+uOmf7gCLDInlKTh2llPu+7774B5ovbOdZoUBF2EOfaTMwOxuZL
13440	5lWkhoyfL8oCKsWe+sxXP1AWd3lvuMxkD1Dqv9Pvr5g1TAxlmyIO/Th04okJ
13441	iSqcIFU2BDaRuGrVqoDCqqUbjlUyGM0+HLa9YKMkQKk344SwZB+D5FFsAhny
13442	3nHD8hEm4o+ThG5Mg1mcVT/H2Lsm+LzWfHuA2m86Zwd/ocTIg8C746IplFUY
13443	EVeO+1CJF9gzTYNemJ2uYBbrkeHoZwp/Qlsr+BVHfUSRcR0mKmcm541EMCRW
13444	A1yhBRdPgq+ryhGTTjEP9J2/rlBumqHkXmZT+J2CLqclJr7btyMTgjyyxsQn
13445	aNKbld3hZKhyFbfI7CJ4cQe0LixbzE5zWLOjGApF5N/nkIk91/5OGHakFAYs
13446	ZSG8hVH1vd0ey8YQEW28u46vRo7CSA5/SavgApcD4TjkKgrX25N7dn6n2vvO
13447	sWQ9SAuxgzFYkJwqRs9Yj6OZSXbpcwPpstSxD90Aa7ZHRUrLj370oy3y48Hc
13448	02eVnqkVFCuXXLkzzjij7lm2eZzfu/SnosuC39AuhQoD9ZuXZ/0c72cVqmCE
13449	YKRRDpqCm8RpNI2RCsWwIjffoLsrSRQhoLDywirqQhv9ogmxTCRKOqLQcpHg
13450	ee6559ZQirtaQs6G3XID7WtpJyqpWz5rdjloJOTFZRXxT9lySnBHBWIcJ3xU
13451	6dvCrzfc/kpB4+FC2/gN7ZXjStKAtNt77rln0y6TenaD3kGm5zBpHFfBVwQq
13452	eY4Mb0kiIN9qg+yq2tlUKHdxTl8mD00hviLhihrLviMQ7U2OJLRmeCyOvWFF
13453	rFy5Mu9CwGscwdusYBBnqW69gfdX9mAFtTsN19YS+en2hp100kk1s+CD9JlZ
13454	rNSTvgHB5xf6cNysbCKX6IBmEhTBa6yXcipKa9k8JGtAUiapMoTyh8W1mO+J
13455	x7HjloayScTF5G7jsrJ6hVBfUMZpxcl3dJWq7R2uMPqjlbisMYAucPyUgREb
13456	Hqq5ESKR3+qSbq1nZwPFrMrOplu6e3npiWuL9KDqywVLqmhNXyBgBssb27oM
13457	eII+1pMulhV8ZWaUXaNMeglfTPiHHnoouJSd6SGgK1fS4hyz8Jq0OlyRvsML
13458	bs5tbZNquU0BqEvTrbncdoX72hVkly7aldoV8tG9TfwiSejTrj3JzOjwxeU7
13459	tfDoJWOOk5Hc3a677pqNR+lxX/nKV1rbb2D9lFrwlRt6SZZ/km2lwFq+lrtL
13460	LplDuHCM9FmljVReKbnn9jtec801MZfSvIN5rFwPW96+iZSRbKVKF3Y5zDjp
13461	WvUalVJojUqpDMs2MpIZYhxyqmsED1BzvKQllwGsv+0XNFUh9NFsJZUjXLNm
13462	C5sPPPBAcH/CWpgHXw91S+gotrfzB4wlrQ7lsy/MlVDgyg2ii+VNfI3k8C0n
13463	h15kgr7lLW+puSF3O4XI3YvK+yQ1aEylqWmKClYu0WoD826TbH+/8qxZl+SJ
13464	09xnVa+mtyNuz0nCsEMnegkbLnF5AcLKZixA4SoN1X/v8qxfZYQKnMXZnyVJ
13465	GFvZcccdM9oknaAKRtz3v//91u6ThKGKma1Rd2Xvaewy2h7EZTeZoVcnXRfn
13466	1aLslOJKkRvFzLUxAn/hUU3G2J4DIn/ngiCb6W1OxIKSuhQp6UQAMrBvCImp
13467	vr7/YBAEpXcrLrNi2nqNcffz7a3FuKtPiuG/JO+FjJLUxlhqMeUV6hOAfeQj
13468	H9ljUhMxkpt0dpKTDQWf6CchI1ht9BJ3B0wOjL1K893q6ayY3q53L030cxBO
13469	FgMV2K2IrZsy6zMSyyhjt956a+DazwZ/2223tXYf13u/OWEWx/HRlqaaOs3E
13470	GnFwd/tPHpSKPHpXENpl+sHYrTwb1OM4WcyMmyvSDL9zhfcnTXNQhYSiKNIW
13471	kPUrzxQQOXyI7YzjUz0JtWiX6Yh6jOCAyYOye5mrXqWWdpl+MFZ2WU97TLLb
13472	XZvzUR1hyKiho8mUTbKr47yU8PVH1/0WToWFJZnTIDHtclnFcZGYuOWNAyVF
13473	+cC1BKNf4akZAqPp79xjcl2ubM7DcP7VnjF6ctK8YpOUkzSZ8JhDajBKhvSb
13474	hWrRLcrPbDnjVjIeZgnezJ2X3jtorTrvV2VrGjvv69LcdbC+K9ZSLPVFmfeZ
13475	Mo4UfA273HffffNXn/vc53YZEOvbFtCd2Et/o3Un0CMLxOosuZulyMbAPfcr
13476	E7bNlPdcTWJvB+V2g/daKWe11wrPw5CYdvwJH/3oR2t3E/MZLVx11VV1panB
13477	MF+Z2ewZrhqsgPYcQonZKNVoDAmDw3HkHGu/0ulqJ2kU3I7TBhzek6zqoBSr
13478	qxjTdeELGzhKmnnOk01rp+4JIy2VN8r763sXHfgayeqqMJZLnkSz7mc48cnb
13479	gEw0kEdZkqrLNCWTISgRVCWbs0TCelvh+86D0QBj6865sUwuu+yybJbhRXYZ
13480	NUUws22MBCpTBISMa8vJZnVefwfdKFLs1OjHHnusgmQw23yfeVC6gLKsOU/D
13481	mU2BSoJsYsujhTjIYhliKEAAXWwhdXRYIQTCntEoIMyOt975+r70pS+VtI/+
13482	Bvw+8xDEZOxUpps6zAhDGnwaXCLUNEfHWaq276V34qgNgJXVO3ASz0EbZFcF
13483	jzuWmeO/kNZObvjb2SPJbm5Wc7FEaJZxnHX6/0Gl4cajetJYdOB3t1l5Nqip
13484	feA8VANDNW4ixWTinEKrFC9MDC1OrZBqPjSUi0vV9dEOKL81KxHEb6GziZpK
13485	wmhC2CSxQ36qu9+hOQcjWc6oHOFy4kyihnoN9qvK8qQJ3xvO97LnBUMuvfTS
13486	yExs2uJPWysQljRByBdHGX8AA4kTxt8JocHokT2XgcC5n+E8yYEIDtOE4ifB
13487	5bE9uCM5r0FFMfRejuqq18GMDno02+08r+xjB++TZmngsaOYAc7+tDHBK+wZ
13488	Dj61k+MdITwlMI2WXUolZLwnu6d+R8yJ/0P2AXx6R4TjC1/4QnlnUWYaAski
13489	LdohGgOkZBYEbwESYoQ8r/j/ggULhgbH1fJOUmVb6E9fVgB1N1BGVKPwikir
13490	f71vb7I3YnVQudh7MlgX5H9H4p36Su+kdqfrt6H6twRza6TASs2ghRjTlgXP
13491	fbwoce7c5NCypC5nhpGz/k03rRMPEsKUH1DXgVmUEy8lWpAcerecGCCmNBFq
13492	vIYoLB/Q8Gy6qAGiNN/85jdHCn3Zm8ChEetXWi2y5uReMCHQM4ifxTV+ZOZi
13493	JRiDlaodJ96qSVOBunlGDnKi6DjnU3v6YqnBqQvCmL2WlKIehozXy9hT2TqW
13494	Hlekg5jiGFHL2OJImlD9Dk+N4VqW3rELWpZDMt1q9PGeTQH6isW3pPTcyziM
13495	vF1b7OLAuIpNDmc/ARUQs0g8LADCzvhdE/A1R5ViwYulXsGCUrUgNkrEld5J
13496	jU7Xb8P1b4UFB7gEMeusOTL5nVx75jLpT0sLonr54naZDmSO1AJREvABBxxA
13497	waspnDMcdQrrBoWgNPktdq/Fe0AykkSd9XsiR/hxUzYBCSdP1F5v/bEKJB9L
13498	Hk4UVkE7mlO4jByhr2c47V59jsNPs2NFNqqxO8qsRG7iSEWLHiNw0ERatOEF
13499	sLaEDYmDeCarbYsttsB7e2peU4Svsq6rHK/BnAqbl3dxRFyJSUBadFNDu6mo
13500	RjJW3Lgq4qqd2O+ZaKx18KTh2aQnPBgMu50Ggv5Tu6EQco3BhhgQNQw5J8zE
13501	z3gsryahhx/zvad5i59pSMQAKSb7Dupvuumm0QJ/JOWRovQ6BBBq/PTgYbB5
13502	CcpCgRS6JA1rGua0RqxkdZ1SXtEw3BBc3/jGN4JeyUFYRa/xTM9W/6mnnlq8
13503	kpOngH2ahNnfuRK7xIj1Uv+po5xk2K1NW5b4TVKnBpGjzsHYLkspidUyAevS
13504	/0jdv92pDtORZBgHVFAl7r777iyKY6zeo5mykeMZPkVVYFMvbpCmnXIIojGe
13505	6R1OJzqDOCwgYFhECfR4LCtKthX7IClP8RhUzBNZ32eeeWYALLpioYT5O5b6
13506	Phxnm2c+lgh0pAHLINNYqCmOOernYgpLmQjlqnV3aHlGrY1NmUOlS8SLEyBk
13507	Lq1Pf/rTNaXN9b6WlHaFDWDfRXkl5gP7+oxjbE477bR4DLzixcZVYwKkYdHs
13508	XQiCRdk8exSvdDHDb7zxxvp0lEFHO24yB3U3xeAFZWnLY4iuvMJclXzsaYku
13509	KGYBm5fyjh0maA9eL3uMCUYcgm8uCWA4cHN5udht6e94TP+l5riS4RMT7PQ3
13510	e5NddtmlCa8nGPPi+HUhhGuuuaY+PnawMe878VqNQ7KJKP4F4k/OFAqrfJCV
13511	5kdQR/qAAxucncNbEwKKLIsw975ztJ+Ny2/BDakS+lM0MeaHUmLLDKmSjLR4
13512	jAM6aA73q2dzJLtgiGUXBV1AqimC9aI3CossmsVrOdKSqRGiq+nDCR2Fz596
13513	jnoYBKzmPfbYI9MnF5uqGEeW72NvbAVoNUJ2DHDJp6Tx7rf+dBVHVRCJTpjy
13514	PE1t9GYmbWgp2wLjMebMxUKHrXXXoRwm5Bl+29veVqtvgJKVTFKmWdl08KF1
13515	zFtfj8DGpWF5EhrhmAiurUGcPkodSTE6oryPNRH8FQjV+zZCOpWcjVios+Tj
13516	b6hg7FjeD7eQu50nCVqZr/DJ9DLzQt3E37HbJBvqTeW4BWeLi5rJAZfeO7x8
13517	omeJvWOOspFsZBI/Lt0mOizu/3kwKjDK3Cwvn/HC+WxsSscOqiguiKwqJWYe
13518	BEoTYo8mCqkpKRYxJwFKwlCO2CC6GIcvYipO1AzxxVTC7AQpLAW6UMW4F2du
13519	Cwq2AJOIqUTE6dqmGcL2yPW07SqRueThLcwcQ0SPlCb/SQt6g2IgIRdMCmOa
13520	c/roMlHc8KocmCAxYImDd955ZyjfjFBH2dihdfAG2VXZkhNnJFjJHOfyw9lI
13521	qkXQcBC5KXj729/eOrE0Q7sp1YRqOes7wl5cLenJB61XzRZcLCtfSDES2EiL
13522	uF6lZkLEE5NEim9961vrHij4JVxZc0GCkCPIxQ3qjN8D1/P2C5ri1JcoquF0
13523	5OB/Vmxs0Snb8ugHJ5RPaOfFeq57Mm8RFOMWS3NYHKXrexfj8MX1wwXUbnBD
13524	Kiu9OD6z+zqmxTYa+rCge8SN2TBlX1E+55F3PTGLAzaILsbhiwPETDR74vxA
13525	lhY/lONkJ+XfFuc4omcURnqLrFAtE6qSsAjdA9fTtqs0ueLQWJTPN+c28Bri
13526	FHjhQqR3JX4XIoKTqpwK2jqlQOI8T3OFBZoDjrBmvIZGj7hTF3tswL2VSE+V
13527	ZbckC1tCQieRvS2pRaSBcQ+AJHzPLJ2XQzk6ppg8jh3Jtn6cffbZRVlZX5sv
13528	OIqMTm5SYemxLQzVgWjh+3Kej8jJWeV9DqxSjLNmkzgHW9/lJJM00fUuufW1
13529	/YKmcC3wTFFibS4KgcLepfSGhKDQ3nHHHTEhcR7A2H6k0TpujMbJIOrKF7/4
13530	xZUbUC/jEMfpOV6yUFvMmc7wQqfAxfyIxOhpLP1qJO8TlMMmFowDfPCDH6zn
13531	f31tvzJ1ige0qrvLVmRcJdER3mQKmzi7+GWSLtXBJhU35WSO8raI2kECogdJ
13532	i1653jTacSbNoiw0IUhDcegwiSEAe//997+89IXi+OCllSW8Bgh8T5iiCM+3
13533	v/3tbdebRssJiBENEFc644wzGmd7j+S0KKyOto+80tpsxfHhuPx4zh+HTWFn
13534	7Krzzz+/kNz6235BU9i9bF7Uxk0VPMnGcqvTJUdAfH/16tXRE5otW4pq5m8O
13535	5Ee4qBmOMdt6g+ii4Ct0qzhBgqRsHrZJdypZNtkdkSRhdcRb7wyj8Abz1ppR
13536	x0/FAHwX+9GJDt0m0bFsHpI1IBk3SabeltfmWnD0hLdtpcc3kzhqVWckDpY0
13537	U0G1JEc5mSTSIuNd5Ode5QcQJ86+9TwoXUDpOF11NLfGmalF5h8ZUNsxw9l1
13538	RTOQTZsU8+eXcfRLSan2vS3KujwlNTLxN99887zHlis1mQJbzQNRgKiikiU+
13539	lFcuZzyykLwdR8RJxuCVTnpXHJo3aBaJEhyS2txtWahrgG5a60M/WxTkVWqK
13540	DD872OotFtU2cUuAEucgR0IlTieebLaG6G4I+S0Kbfw0dYt1sEs58seIfjSz
13541	HFHvoF9x9dRbmBPNed22PBNkKY65OoltfWwaStgFxblR6zJcbeWYnrpceExE
13542	MyUh9E1uOCHOpF/WE0Cwl7ZriTEX2x3DxOtf//p2uWpMwAxdg8bn/4kDtMKy
13543	6hOs37LMlD0vcjPsd7ThV/A+KeZxMjZztfRcj2dD63XTGsflTMLyegULi0RG
13544	iruKm/YOrC8rM+QdM8sBfM0112zSaC6OPly43nVRUJUxNAsVc+b/3jD+nriI
13545	7Ui30rmFikcnqhi8oMenI126mqjsbrfvu5U87A/qFFYHHu0As09d5PMnbGbQ
13546	usbTimQxagiJcsw0VTX0elRPHe7yLJjamoWEh5qFhDuKwk1U0jCuZsneoS7f
13547	vXSSsE1LFeHOgsUvn5A0B627PCi6lvSCLd/Le129enU04WBAm2TcrVq7yR20
13548	oHC/yR1fUHgqJnewgsKDwdEsWNytJOVwl/emG0exnvk+ttlmm7WZxkBLv6rC
13549	3aajG4jjyviu0zR2g22Qwr3d4Ij2m+WKu8Ex0uW9kS5wTCWOAjbRN9l1p59+
13550	+mRZbTdULRoAnG41jmdjyrrBEWhvVizuJuYHrWy8bvgYzjEvq2yvvfbiDltL
13551	Ydis5TsIZrrV8p0q3riuNYVjhpo1i3vNUL/axmuLj2hLskBxZ/Tig7H7e1yB
13552	3aCPNasGL+yoGjzus1qV7FcteNx3E9c17gvZwNWCl/YFaoL6xN2oaa2LLg+C
13553	vv7Flgm/Rx99NBivtBqHQzTmumdp45Ectx5XQbdErDfuWSx4/DcTl91d2AHw
13554	+O8uWFvwprwg8ET1h8/vBeEgpYunCpGd4PLCGr02BRy0qcJS4cD5nTlkNc/W
13555	31cWdJJ5Fou7G7o8q844bVW5MMN55yNNx3+JQV/f/XH5KNGpAJEgnlQAjrtk
13556	Tgx0lEXkAcb5Ud4lap3C33R/lavsfBnNeRdd+py+LidVm3k0UzcmzGJ0WJ1c
13557	qg984ANVUuhgMcyTC5xkG93eJVXXkY3BVmWqlJLudXk3+ScTdN+a/v5no2Zz
13558	U1WW2HzKKafU+9P6xSJjlBHV52YWIb7uuutqDYJP30juv//+OnAyE32Fvjbz
13559	VZrjJztSbLV2F6XM+kUjj2tAbfLshvnOd74TMWMkST7QCN75znc2j4iRb3XL
13560	LbfU6eSz0/sW5dnM1nCO81jQBgDBT9zxut17770RXho0Vnlc+c3n0tYsSkw7
13561	0UkrznbB/Ehs4SoMg/7FwrVwkZotoMvmJlhBITNYGTrAc4oUMnAylW04TkgW
13562	kzIMp3boYqsuoJxYutVV7FRxZmYip1aYxBIhBH+0g216jyiSP7b1LPcfWVUz
13563	XDk6tnrLFfSqGU9gh/kthcSJfw6BTC3EwJuR2RPLq2iHDDe3xx13XDMpC6MZ
13564	YzIz1Nl2ZWnNXPXoiDxTnXEnSXD8yqKxIX8ch+LzSRytd0T5FF9w2iDRFfzW
13565	YmY0+H99AMdQvZPceZ7bz0motiukOsOVqGOKEIlV4nLQzZ133ll/ZrdRJFts
13566	WWa/Vzj4iDJq4NsoUpAcyKAO8E3LOkpyMLwN8Cavnevku9/97vK5Clg4juZM
13567	neqYQp5BwPiv1FcqmKoy58XQnKxArOqB89fJfWnBnl6GavQuhJkILqwTuGL6
13568	2sqywPfpGRxDgRWyw6xDELxtblSnHi6D4QemSZQqS0FndGOPbNlOqmLQGR0O
13569	CYI/8e3nlb7J2uKazIJAybRYAOwYqavuVsxGpzsVvE9/BetAt5nFrVXujLFZ
13570	oQYgPploLHpFhobs+LjnlGdCj2yWCobqX5IMK6ARUBI1HW1YrfbHudt19kHY
13571	ubw/jRWxNy0jouslZpun9OCDD47WKRmUDWv7WeVVLXnmsMakHQdOAGJlIIbE
13572	OEOrgRM2fMnt3XeG+1tRGp6hCtmblFfEdOLQMGoAgzjUYKeK81+HGuyeqprE
13573	Q+uY8j1rhBWDj6KUsY2ri3KyBoc1AqRC2+5BtSaxbr755v1mH4TKKT6NNbcD
13574	zWHpEp0WXuIytSVFs6VaWQDyVlAbZmU2BYCcyHl0acesx6k2/H2O0QuT2XcW
13575	HkPOwsIok5X05NkHIaodTXPl7jAVMEEei8T9W005YxapRGeddVawbbTnSLQr
13576	r7yydVTp1cIs+0CzQaJI2EjjfftmnDR08Mx29+SC4+mv6L2sfGYW8TOfeM3O
13577	6qB1Fhp+5+6pZdCgIVJJ4vpk2eF6tygd8eqrr46OLU1v8i0cNuM97l96nK6q
13578	5Tt0opKWEcnP6IUTOrh7lF7RnLifZmghJEAUx3SMrHT+OMlKcbpYvLQS2zJF
13579	fjioEZGDP21PFI5Hl4fPETjiHOnJlfVemBUQpiZeLg5qi4zTnB059cTS/yTK
13580	ece0EC34Hc4dW79jONajcCIHE32E+BEr0Ty/vuz4oCIh2XAr89Ra3yHCBAQR
13581	pL6Ah6firdB6xByBozpjaMAy3wvz0hROibPCUI74p+p1a1FkfOfmpFTnVgcA
13582	n/3sZ2NRI0VjNr5EIqFGaZCIBmqiqv3LYwIeKyxHUgdtQQD6dXfsDPdXTfbA
13583	Bbz3aTQhzOwu6hxPslh3bDEEXAQ6Q8XnRzVMwJt6rv9oCnnQcazOPcozqoJu
13584	rbxAFW5BtYDJtPLic48jffS42Qehwv+kCnQ/sdGjZw40j7rtkyzCvVP5zKtU
13585	TBdVaUwNG8rcCsd0t3sZmMFzM1DPkm4U46UF4AiymBtOIYKTGCOiEjpPno1O
13586	jyx4nnSN79HMv8CHZXP2EiWp00D5JOts71Tg4zgjHLhE0ieR8AZs8oo9QCG2
13587	7hqun13K1yWPJuoLxNeSfCx6UsmX/sYDy2E/p8xi36FZTq6idqXbCENzH/Jg
13588	WTTVESGTrawdmCcA0J61ktZT0BE/pLRf9TGSeAs60j+Yi7W1cwGL/hBrFb7k
13589	VMQw6ABxxOrzZ6PTiLNOroy34wzRt3jfnmVSByubvVNpgTUHbJZBjJBPgmRg
13590	eaUWghmFZcV6CknAsC1TWLNh9jMs2M3MKcGTEG0w+tjZ7l4w+yCcUnA2UAnv
13591	hdn9qj4LdclixD+gO0nbOtY1eCHtPcsXbL6SQE9JCuogxcybu63Kq2LodDhG
13592	bFKDA1u8FoaL3aahhoqBVxipGEPS7l4yw/1FYtCgBbQrLI9mjY8IVp9e9E1G
13593	WhIsEdeaZH3tPcpn+Lw5cXEnJCBrlZY6LGtD9qSp5+oV+0tz3IqMdc/FakFM
13594	8WTnhneIFcJSIGbwT2q1vqAzyZpzZx+EUwtup78+d+DbkrR89Ej8ixWFKWLq
13595	AFpmNtMTmSyoZ2BJ5SlpAiPZuqTMuSCE0R1uIkgMMwXH4PVL/Z4/+yBEoGFu
13596	1OXes3zOj8ElqR5cNw9Tsm6DErA3NHn11VcXf1jl+cOUcVdq0hVXXLGGhylp
13597	Xq1BUtNOnHsgPaO0OXfqdIfLlSmBgBEyxUkOb0CkR3rcGEkM51HCCsJNankg
13598	EI/gQLnpppsKQgaD5vS5AUazUsqsVuyOaWF0s1dc+ENSYmonGEeTyBMiRCBw
13599	A2djNZwWZ2nFDKJ14P0cXZgEHgTP7NdlA4J2+hyE6ZiyQGauBnjMDN8UtcNS
13600	ZKIL84wW2iQ9EQHujwBIVTpi47DZZkmr2AkssI/DoCHWKApMSNx6QABPn7OQ
13601	xcnpc7IW+JPLmieu7b9Glh/72MeaIdE4LbF2vSzMsIr0yYkbX+kugOMhK+GP
13602	Ohl2UOBOn5NQxUTObuXwqGBtBesZ07HQHeDSTA8uIJT6lRt3lO0OwWFBuDgG
13603	gI0xcVF2I+0LZqnfZ5d+Z7FSegm3bVforJeOs22BFn2UVPCcBWAfWdAgXyfS
13604	rfpv5RPDjIiDj28psIVWuTcwC3ZEYmnbdIHu2LkJ1rNKl/Nlw7vVda4mZDC9
13605	rMLucB3z43RJGA1WRdZQtnj+qNRpAbaiyrtzM6jHJc8tPvEo8tF8ivNtMxj8
13606	h6+vgO8/wDKZr6Q9uSrGcZxaP0U1pojhT+lidZf6BdmM4L1KrChmuSklAdyt
13607	cKK4ZLKPthsA2MPXCygrTWzuVIQuRT+DtffTcqNaEh+cxK84/5fPhl3DlxZ5
13608	rWiSogbBn/jEJwJpHMO4LEhSM2H5SuBi1WDGp88paCJWOlu1ksdN0aB6bPV+
13609	VUqbhh3aGBP09ttvj63s3GeEMe7GQpVoi3naTSA24/XURCjlYYB6LakLp89F
13610	oJ45IPlMRYngHutnh8JoxK1k1QLMoAQOqMf8zMm2i3KgXAamXpoT094GV+Mc
13611	CxOOZGWs2CGZ6I855piui2WGug5Ez1zh3lLENiRSUxPdrjQEUNxWICqpIiH+
13612	SggsD/+uu+4KHUDaRsSpYxEWp1wmTKhQgun5M95jNyqejgK6uzVR2le/it1l
13613	Tmfl2qiGWkHFbkM2bEcOKT3GqAW+RV6bBR4FvJkqHNSodCxTuEpPj2S/E+Yu
13614	aOFsm4EKuWWeBlEywroViwx2GKTGm+Q9F7VHHGpp6ZHiS0nWc31K8XDWF/hm
13615	ALJ69ergutij1co6/PznP3/iXAXssMHIZ7or3pb5i0KqPMIo0hLF5KREcgom
13616	3aQV6Qq6pcuUJuJQJGLO6zZK+VTajlT5pKDUew1wGYRrpSfMw2DrvNnrOpjT
13617	3CgfW0mRJdlStRIJ/7JxNb9ulIz+svEo6ApnNWDe4cRdw3/PBotgVhAzJh6F
13618	7PieJdu+ZFZ6Pbm8P/1FZiNDUhYe7TvxyQ5LiXbuk/RpsFJDxg7JthgYeacX
13619	JUrjc9TqXew4aV4vmbGeTimvTmMB2kAbemVIjnVRHeMmXMgZcvTRR+9cXqXW
13620	sWOwqLBvLGAskiM9DSjGjWoA4py+F85YT8eU5T5z5Wf3KF/a8sLfSGLIhrJ6
13621	krYVvMmGpTB/zUf6u+Q7L85UY1WZH4FrVoUggiR3cnzsuJeR3EYcVyCzR9z9
13622	1NkH4ajSzvSUtd2ttG4hcMshZoYyloM5Ry5qEgA1lBFHkFlgodiYvaL0xcC1
13623	MARQjdx6TIwxEEV8+xyAlqkcnpNnH4RQ2aa5OO7K8hk/PmmYVP56BVI5BDKA
13624	lKa3KSkIU1SRhErkZzMsbOJoLvdSKCLj7I1vfOPJM9lZIHD6C+ZGfid103IY
13625	OyB1JK9OrMnSQB32Lj+5vB8RVwZ+cxD2hJChqfvgXsZrpUilfObMdreqPJv+
13626	QrqxfxuJGlxoz1bfl7/85VhofJqlZFKOntvNVPnjl+Qx2nlhRfHo8L1bQaxY
13627	u4dYrGl1BXXxldEzUVlSRY+abQAC19NYkjd8NrwdzEk+AhoLn43XbWP+wQ9+
13628	EGO1OiLIaiwJFWVbWHXoCn+O7AccLwaDCprfc4ET0fSopLEXk2ZWQTiogDCj
13629	xXsj6VhLtuNh1YnVhSMHLCQkWBscEKP3iOqU1KkgETzK8mKLBImQwZxbLiQg
13630	d/ew2ej0wLIaprfQb6Rc8IiU7VQ1u2ZUGir3U6m2WKuC3L4ksLunlWcyect5
13631	WHUbwjRWE+uS0625XZHnXRqPu4PnCBx7lWfTXDh4u/KZwIIEtSYxFO0if0ZB
13632	Fcg8urzPAcagt8UqyE+yIeOGsGl42mUK2BFktAnag2a8x8jBnZGCwpHualWE
13633	w8SQ0I0AwM0331w7TMAXRwEnSRAWkPoMRItOsFP/Jwye8pSn1A4THqdIaCec
13634	5R48afa6DhRPcxni6kDDJVmWQztW1XSHmC75rRx8SQoHPYSXBLkkpDy7dE7h
13635	4ZhtAsuCDEuLGLN9Zd9Z6TU28k1HIeMIO2JaVI1EvrUWSZePwySS0dz0YONn
13636	rKQYCh8QPvjwww/XnzuMjMuTrZ3Ye5jfITDc7TqrvW9fMDUdpZEDr2YgNmTG
13637	HBO1FMoAm1A4rbzPzVw2ana4TMh4K7XOtR7KRgGGJQK8cma7CxE9zYWTqxz2
13638	0fyYpOQk4hOhm6Smgw2BLE7e5hbl0Kv2flTnGFhHuB9ThoJvgIKLTMWxk3mq
13639	oCNV3ERbJfYc7Dj7IES4cvoLLy8pEBO42AV7EV+nWVDB+eycIIMpBcSx3xvr
13640	IwuSMtdqnjNHjiAFWNBtsqACadz8YhwGa78+RCyffRAiGj9nSi0vLl+aSXqS
13641	hMxYrACQIWszbGNzIFeRdc8dmIRTKDHILY5dGe9foUpeeeWVy2eysyDtuVMu
13642	OQpQRKg30U8NEVvFirHQ4oDfZw8w8xG3FC6EAD7bQAizn7PBtwl3289u93Ey
13643	8lwokRxLjtaDFmI3Hp9Agi0WP32g7CTOLq8EU0krHoxMtixkAjsoVugSJwc4
13644	psHpjVOzaxPg28xJqGIH1wwVYF5QJpLDlxfXxPOMUQUsJwGHpBI0k38oGRSQ
13645	cqhNQcagu70WZr8d+RvnxpHB9DNByq3nFjixb3uWqjbnuczxH60/+OCDYSLT
13646	AaHD2BuHduoTO9FOYhfHD0gewalgENJpJZFD0+i8NXO9B5+b1vLPJr3s66k1
13647	KjMpPmmIxpGUg9qRg9dFrlQMbtBZDlHMjI5BxkH+sw1H2DfTV17aCIpdXY/Q
13648	1EXaNKM6ia1WBNmbc7iyLFMQU/HoF+Wgosheqw+4jqNrmhl109HPbJWQNgPl
13649	qsU+l3zZRka+n9plclaW9rVnQqEjYhSJozVLO5ceajf51LY+vYWjF5Vf5YYB
13650	kMRMitepg03CIev0dRUIqtV7vgWCgWFw2gADe/pafle6zdDMoaJO83/P/z3X
13651	/s6BlbSQ7S3kO+cisD/GouaJEBZKFsDWg71WxWirkgzh991mSnv4cAV2dVbd
13652	4uxvtusoIkH4ERElRs9NnayQwh4HezcG4PAIvQrHbj1NfZWhfLh0ycdgwBde
13653	eGErzhaheLeqCauVv37vxRCk1/OGjynsU9fHhzpB58KSRs+P1KvZfu9lMBdD
13654	fPoBQ7cPQ07RoA0M+t44+BmO1Ep3oSZS++jj/mOf2ji41STfjwpjdADfyKya
13655	bBuTfX8cVS1atChKCqxRlb7e/73VZF4O+uKkccKJQS2btt56DCdbPvmE024t
13656	jv0aAFNzy9H4XQEetL1xIDUnZnmXZ4cO+N5Nnc1S4pAw8l/e5dmhA743rlnR
13657	NVbPJZdcUq8Mnp44/nPLAd87aIrbKysy+LoMJAyIRRv8U9CQN6ic+Vjz2kHe
13658	fco0tVtoIaSoxFuRSHxrdHS0Fl48VQ0Z1+e1p05pawVE/862stHa6P8BSuj8
13659	GA==\
13660	\>"]],
13661
13662	Cell[BoxData[
13663	FormBox[
13664	GraphicsBox[{InsetBox[
13665	GraphicsBox[
13666	{Thickness[0.005], LineBox[CompressedData["
13667	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
13668	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
13669	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
13670	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
13671	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
13672	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
13673	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
13674	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
13675	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
13676	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
13677	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
13678	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
13679	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
13680	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
13681	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
13682	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
13683	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
13684	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
13685	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
13686	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
13687	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
13688	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
13689	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
13690	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
13691	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
13692	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
13693	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
13694	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
13695	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
13696	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
13697	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
13698	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
13699	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
13700	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
13701	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
13702	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
13703	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
13704	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
13705	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
13706	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
13707	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
13708	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
13709	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
13710	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
13711	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
13712	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
13713	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
13714	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
13715	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
13716	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
13717	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
13718	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
13719	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
13720	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
13721	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
13722	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
13723	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
13724	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
13725	"]], InsetBox[
13726	TagBox[
13727	StyleBox[
13728	TagBox["\<\"G\"\>",
13729	DisplayForm],
13730	FontFamily->"Helvetica",
13731	FontSize->9.996694214876035],
13732	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13733	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
13734	{0, 1}], LineBox[CompressedData["
13735	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
13736	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
13737	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
13738	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
13739	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
13740	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
13741	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
13742	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
13743	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
13744	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
13745	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
13746	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
13747	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
13748	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
13749	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
13750	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
13751	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
13752	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
13753	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
13754	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
13755	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
13756	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
13757	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
13758	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
13759	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
13760	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
13761	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
13762	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
13763	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
13764	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
13765	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
13766	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
13767	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
13768	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
13769	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
13770	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
13771	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
13772	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
13773	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
13774	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
13775	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
13776	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
13777	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
13778	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
13779	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
13780	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
13781	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
13782	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
13783	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
13784	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
13785	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
13786	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
13787	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
13788	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
13789	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
13790	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
13791	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
13792	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
13793	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
13794	"]], InsetBox[
13795	TagBox[
13796	StyleBox[
13797	TagBox["\<\"G\"\>",
13798	DisplayForm],
13799	FontFamily->"Helvetica",
13800	FontSize->9.996694214876035],
13801	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13802	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
13803	{0, 1}], LineBox[CompressedData["
13804	1:eJwt1ws4VVkbB/ATJak4xYiSyyAnx+XkVhHtLgaRWyqZkCaDYcKQCM3OGaKL
13805	W+jwkUtfg2rQ5UQhilzORISQcm0MQiciRc33X/N8nof9/M777rXe9a699nmo
13806	HPV39BRhMBiN+CVXWgx/GGoU498fLYrRPsd+uBUOWJy4xliLotvfPY+JhPtT
13807	a0R9EN/zaLt4I8wMeXX8HOIlt9Xj5NUpRpnNtrJMxEUd2Cv94IDirRLZ8E9h
13808	nyIq4ZxkR88k5JfH330msQH5T9VzghG3eHVb3wGmv+gf3gOfCttrEA+XNH99
13809	JwNXrGt5WQW3mNy06GRTdIh4c8MbuKH1eWUK/Md34XsWYPtFkZP28JpzMkfE
13810	NDCealWMFLzIr6tSFGbe8JFu16QYWRKXHs8gn/XErzVXk6JNTpp49pJ62n2j
13811	whGX701fW03Gm6iz+AHxvLaDd7NI/MGyGBf4IsfA5BSpr9DsuQfMbXeqc4ap
13812	C8pjobjfS6fTYRvMsLlUegWuuCBI04C7VAzdW+HdP98cVoAt15sfkmSjr9vt
13813	VyjCsZZJlxxhu3tt+low7/q1jAzUH88dfGkBe8vLNAwiHr9lvSCAzOfuHaSB
13814	fm6LXFjzOxxgskXVE/3i5EkYDpN6NSvLeYj3rmth6GL9ck9iCqrg4CiX4Uhi
13815	tuw/nbCRa9/XZ6Q/4sm8fpj5qHDLtyyKoaxirNINF36xoAPhkq8Chcfwn9Yt
13816	ow9gujKtD/tNt9qs7pqHWUXFEb6Y/2e9fCW9jZh/g8x1DuKl8hJqh+FqSYfM
13817	d6hfM1ZvIhTuN+D23IAFjxMMYmGe65y0D2yTXOp9Dm649PaNJtY/33I5n4a9
13818	Y94Xf0D/KLuwYj+S757j24j+f47LqreHW5a0hd+Av5ktydWFWf6ZSZlwe/AN
13819	wxUk/yIvJQv3u42LZIyiXqpRkFaEeKm6+UsB3JV4s60Zrjm+q/k2WV9m6IMF
13820	5P/ycWr6KhwgZIkaoZ797QzbHNjZTrLpJJs8H92WhTBT2evJQ7hNMTG/Cp6L
13821	Fe5bin5Y+WWHDcFHrBT+3AsbPZBfK0PW03ssPR792XXMcgupf8RVM6wOljph
13822	O5oKMz+kZk4hX2Rl/6NBsh6VzW1MbYqxcYE/q4+67Ec98pW0Kfo+QyIqBk6s
13823	qQlURPyWo5pNJ9xyjHV0JTze1e2kir5yrs9FTGD8pIamHi+4zDj1YjXGf8J2
13824	ic6DY1fuloyD1ed1T7XCc9PTYuQ8xl0To6dhnmnKGzHc32HNlBDH597S31rX
13825	kOf3ygFKCmaJt7+Jwvqfu135sgzuGpziWMHTMZM1n5DHejnlJI9rasL+gn5c
13826	jyjtnJpBvysOLxg9ggMOiogOoO5ghy/2V2C6KbqqB/EMq8Yl4eT+vOmLw4hr
13827	ZCn95AJTGyYXGBi/vPLh8e1w4nJu40ZcG+tny7RIvR3fCN1wHXTU+VUN15GX
13828	HvVZyDdgG/qy4JzhjWpDML1+mruV9EO7lMtG3XfTryg5w8qTE8ZB8Llqgz4u
13829	uT+Mzr8Hjx8NuFNOxh+4eQT7Q79Y/nXsCywM+nhMFfvRLKlrZYm8nPMROy3Q
13830	fwOHeVWcQ4YwvWLzYViXXXV2DE400bT2QP52bofbNnxepmLmfACesfmccQ7m
13831	GXusIp87Zli5Pce1we3SrDTi0pV3VVbp4PwybHaQ8ypuOvpiNzwym1d3Fe5p
13832	GxT1g1s+OLR6wILBey+iYfHoCzPrMe9Ov0ROMsxa+09/D+o+OmOVnwQHaIRt
13833	zIZl0hIjSb7cl04FX/Sn2v5zkj9Ms0tTdiK+ZWzK3BGODd/SokHeT9nPXDlw
13834	aO3QfgXEZTP4PStg4SG9PmXERTR2d46hfmeNLltDxHumFZ2aYGaOzW30mXbK
13835	48qXwiNvT9vGId7BEr94HQ6QXl5aizjX+URyIeyteX+SnKemIr9f+LDc++QE
13836	O9LnJu3GZnjuSsjcZaz31nc/nJ6BS17WRL5GfDjQs45F6tVIy1BA/1SVh7S8
13837	SL+i5pQcYZt6j4Ii2H6G5x6O+5r/SuAvkH6tq7JLg0eV5kNtdTH/fN7vuXBQ
13838	kudfObC9Hv9t5r8ufSOES7yEkbGwDuNu9XoOnh+zvnhPjH80Zs3S7TB9Jn21
13839	kTZVvcv4o9r3sPhvCdcWUO/5e7NmgXC/N9enQouiHnv6CGg4JySmJ1SLql70
13840	IiUljpijc80Q+TG7Dz45D8eKnPCdRb/+NpB6fRbm+XRn4f3DmDzb/8dpWE7O
13841	2jIJ/fsx9ZY9Gd/+ud1YAMxcFSzrAXOKufvdkb958a8hdrA33zDVlU1VzzoN
13842	fzaFGXle/dh/Slark60DM/3H07A/lEvhynAVkq/z1IqP/PQVJznyZP76iOZx
13843	cg66RA/JkvUtnvxeG/WGWyaWkfhI7lAxzlP1Bq2cKlUynqDAGOul01mh0QYw
13844	tarNVlSbot63DNVZE2elOJqjX92B90e9yXrmlgpPI15XPr6YrN+SP7HjD8QH
13845	jGvHS8h4mdzPeK4o85GLO7thlpxfVB98T4pxVmQT1qO6VHIA+7P3iZ0OG+6S
13846	UizAuaLcVd/ddYATPzhuIs+VfPmrO8Ek3+x7J5xDOpoOmk4m+YFX/Z2Qr3fn
13847	YfgN2H5X7AlZOOJRSG4l7H36WW0b1hO17pNkI5yzPWg+AfvZ+vFxQxNMLVOs
13848	s4Uv79PXfkrmix0skoY5Ty+/q4XLRGonBrA/yovqJe/D4n+dN62A+4vr6gth
13849	prpu6X/Rb2seJ5oH8ySL+JnodyTf4GkMrOzzdw2Jv9DfzAoh84c7puL+6qvq
13850	62S94QD3RRJD5Pv1oJ3QldQ7xDeVxfy+8QWvnMl4w2a5+1C/RshCxSG430yg
13851	gPcWVV5hreoBj2xy34r3DVXhsHaPP9xyer8dC+tn1h5e9RvJZ7iU+sGSB9QY
13852	2bDwkv88zi21kz+9p4r0U+iy5DX6mV7k1TtE1lsiYSmqQ1Fnllz7ebke3ivD
13853	zwbW6lDVdzobuQZww+B/+N/qUHT+0dDLrnCOvzAMcZpbHqwUDfO671eIIL8y
13854	jcovhPvl+3peYf+m3HMGG8n942+n8B6hRS+LVr2BqY+Ch/54XtYMDQd+gudC
13855	l4fpoL7by/y5S/XxPJ3MvkneywqConZJ+Ej7AbECrDelbVeuFFzSmaL6ExyU
13856	YhghAYdad3gYwOabKEsGie89fwvfe5SF8TR7CuOXDN07Ts7Dhd92RQ3Aob/v
13857	2NGL/TD66tbwDBbGCcTwPUgZz/LjHsJd30nUv0e8yszcupj0Y8z3zmqMx0ww
13858	OnkVlhP2btqB/ZGWGbHKhGOHHaZOIR7id+hRBsyq4a+sxPmSc3qVkE1sOaa1
13859	GOuNu1a++gbJr47j26AfKc4H9laSes6afE6Gl9HCkQ5iryV+bcifUDDd+oHU
13860	4yomkEB/GUbHzNdgfQUn1+41Qv9vOa/oMIWZWxWb9mH/7heW0T+SfoW8fu2B
13861	96bpi+zaBLiB2jjojvvZb7/KlMEjN2VkbJE/r9g59RpW7ho9ow2Lkv87DP7/
13862	/4cO9T8sBtMa
13863	"]], InsetBox[
13864	TagBox[
13865	StyleBox[
13866	TagBox["\<\"G\"\>",
13867	DisplayForm],
13868	FontFamily->"Helvetica",
13869	FontSize->9.996694214876035],
13870	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13871	9.996694214876035]& ], {14.84576923551745, 15.437507644825478`}, \
13872	{0, -1}], LineBox[CompressedData["
13873	1:eJwt1ws0lWkXB/AXoTHkcNwKuUxIKcelItIb0pUIqckUlRK5TI2SqENCis64
13874	JYRIGJJSIeFgqo8Zl5CDyCkhRXMoRIPv/3zra62W9Vt7v8+zn72f9y0ah/x2
13875	ewhTFFWPv+Qn9X0ef36iKQH5qUizJWodllgvoym6uE1kvxLNztcV7rgGt+zT
13876	XZ6mRFORjtzTfJgduvvPasRjC2PnDLVoijvypKIOTrcbcg6H1U+ap+Qin0pY
13877	F/AStv/HOOUE4lrPL8UoatNUcYVkgjz8eX7paidY0CTReQf7d9o5elyC+YvO
13878	fNWCRx9GdefDjFCm9w0F1OGyhc+F7Tnt+xYq0Gw5HduQBpiO8FYOkqepbp7+
13879	iRcw1Zj9fkKOZvPfxsmUw+r8ysNhcGhYwPFbsH8776gWfJWZMBJG6omRi+1n
13880	0uwEEUs/N7I/M1GKy6Sp4cnA7+akvp0Xw57Cp64szlOG3V749HYi//TNC37z
13881	5HypCoeZcjSlzEsQ/wTzk/6o88T6nXsDK/mw2z3dLe1wvXfWnnekX3l3Je3l
13882	aXbaiMa0AOZ8ttj3CvW3mhqqSJH9xxTGXXG+mZffQtfC7M+JIX2wKl29/gTM
13883	6eINOCvSVETr+fuFMNeoqrQc/ZqJUqiZgFklp86Kov8l66VfWuugP338L8bo
13884	9w37E9+SYM6zdd6bEZ//+mjZMOz/d0bdGrgpi2Vlshx2l+eIIT84UckrFBb0
13885	PZJ4gvUHHEvna+AWnb5JR5h/xqZ3Ci4WeujbhfqiXP/y1tDF+rN/pNvD0RGe
13886	5RvglsNVJ7k43wOmeMROmBuSYMrC+Vf2F9nYwazGEMtc9Oegg7uaNcl/7n1O
13887	D/188rC+TR/mVwnLPUe/nZJ/v8eE6anbK85iHuKJScfGsT+rtSlyG+JezekT
13888	TcSqrt6mMJ150r8QVt9+wJfEubO/vouBGQ2K5wLhzGMt6qdhN9Go13Vw294b
13889	OcdIXObZLzrY/yAjyPcIzJY1v3oTnv2P1Dsfsv6FwUk11P9DiGxlOMz9N/1y
13890	LpnnjbCF+XBmBOOTHu7r5JzS4m7Sn36bvjy4+bJNsgLqp4If58lhflblGkmu
13891	MGM455AX7Bnglp0PZ6qZ2+egvwn8+bEZkm+zSKUWPq3/Psh2Be4bq3NBNbwh
13892	+ox2OqxuIj6RiucDorQnh2GO1+uLPyNuqxKjt3ol4gJp/iz2VztgctIT9l+v
13893	mxMNNxVJTyTBbM07N8Uwr5LcanYZyU9wCAjEvCT8+mL/hlusXhwcwnw07L7Z
13894	tsHUwp7Sn+HGQZmMRph1bTqtC/2zvfv+h0qS75oc7wW35zrkZZP13nSuYmJe
13895	cnuMJMLJ89bNXJ4sTcVPCTHdYa6X94oKWdynXsW2DbD9AfGCKtj4VdoBVZhz
13896	O6P9LfK1BBa3hcl+rCSOJtYzTnq7WUDO3/bALAT7fT3tEPABpkQ/dowgPufY
13897	0TECs9xdt3uj3mDjVd5zMD0qWToGf4yTDSPrF78Ua8N52WevyDze9r/zqe2Y
13898	hs2/tIyFEosYaZ1Av+7MXz//J9k/uEr1L/Qr1nersrQe7k8z/ztDkThlyUGY
13899	c8SLZwor8RdE3odbJjfbWmE+Rkv8t4uswrzXns/QQ/yhSbqLA8z5aFA9ifV6
13900	+1TakuEW0bGNt2Hl2BRTHsnfpbfGFN5VnhYqsRr9eRT5/Qnm427YutYAFmwY
13901	FejDaxziY7bD6u+01DJwvpDcaJ89cIvTyV5pWI83ddKZWFvB9zL6VfhL8OBW
13902	Yt5smiysLfm2wJA8T984ch/9n+usWC4PZ9oV3/SCP3lsX/aF1FdypGoT7OnG
13903	ymqGBVEvCkzgenmpJ3dhaso/cxdM3xP15RC7+OpewvxGj/uFBcHqM/dMO+AM
13904	icd7fcl6duO7LTCv6ni/Zh/Y3niuphRep7pNl+QzJBZ/MkP9Wnqq/8aTfg1n
13905	Z9XB32oVdCvI86ObY7ZgXqOWO958hllUchj53hR7PL61CvWzK7VHddA/yRJR
13906	jwCYFVCrGYh51gavuFUHu1kFFxfCbe10oLw+6jvjlFQLNxYt6DkG843O+pXh
13907	ecOxlselMK04HR4Ly8+wJYRY2H/oc72NAs2NbtqirQmr1+2reY96KjI8GBYw
13908	9wu1ywfWLmEJHGG653XAIOqnfxWzOAz77/cVd5Gj6aNeHg3eLPI9dNyK7x33
13909	Wocn14es/6gu1gz9UEkLzz5O4gUr+ZWyNP3TrcytbmQ/RbF4R/TTx0DQsJus
13910	t7NnWgj9N9qvHGIJ21sPKTfK0Fwbl1AeC6ZSf7xQKkOzs16GHlEj6xctEKuV
13911	oem1Jq8KpEm9FuHvPyE/4unCpSKk3ocD+YZYX/+Wu/Akzp/5bMA9DtZ0z68W
13912	kH4w8upFcX/0Hv4zMQVzta2TIpg0bX73341ipL5zy+ul8P30Ff5gqQjzh4ak
13913	EuClH3dXrib1KEepyMrT3FLlxbI7Sf0BK5RDMb8rzHhnX9jNaWy6G87rGN2X
13914	AHPq7f9cgn5nz89UPYUZkZH95pjHiFDOgkE4s7XObiN8YVo6Y5EBzm/pe0cD
13915	8zz7bO+Pa2DGh5WmA/I03df4ut8F5lY4jV/FfAY0v4wHwC1P6w1VEe/ZxrKK
13916	hYvjTJJS5WhukmCdXibMl3mbuwjz01eI319gQN6Xpmh8f7ivEuc778GZ6Sop
13917	/6A/W8PFxIpIPt9B7AS571vfJN+BKdOx36bRby2f3rgUkq+xL/cm5vHy8pzh
13918	FZgdl7jqF8STNq8YOEvWVzbQNZPBvyfhOvqeMP3G5CdTxEXMDNJI/Zwf70zt
13919	wfNue63ytsGsapoXh/mFKRoXbiTnkew/OAy/Wnv7r/UkX4dX74z7kbq0bMCM
13920	5FcIdFpR30jF0ctW5LzHxUpdcN+0vsyMOpB6VLNM+jDPhqN6gqOwm+1yJ3f0
13921	43rXJDOM1ON6cLoDXtKteCWLnO/cqmpT9E9PqGfjC5I/m2gaDgeqFfR/JvtZ
13922	/mb5APP2cOBQSoaYB2OZQQ3iz6taJTfBrD16c/dgmfHrFzyJo6UcLiD/Q1HQ
13923	wFXY3znojAHih2qEvhbC/NP+Ng3Yv/zwWMoLmF3VMmiH98m0Kla2B+YaLuc8
13924	w3m6likMDsPqzjvWrMG8GHzetACmftfUyUE/DtTnXx0jz6+PfqACZ5WnGI/A
13925	xVZeVVnof6OnHO8tyU/W9tsAVye+Smsj+Uqb2scY2H/I410t7OYYcruOQdP6
13926	Cu1a94kDmJKP4K+MkvEMOLM75tpz5B+yPtTIIefJ5y2YYuD/R0GPl16C6eiu
13927	LCusTzUwNc6Teve0aedhfl+fTDQHk/23nJdSk6W5+a613aEwR3im5xb87Hty
13928	agxxds45XbyPmuPXZTOJz+y9VoTzW1t1DZSRem7O9uni/vb+rn2UR9b7fqyM
13929	vI/ZZVrJM6SeGzvoYcR3WF3cpGGE/mvlNGji/bvg4jW9DeYfOCVngf7nafuY
13930	nTIi+YH+mDd3vxr/XCrMGCnrlUNcISrJvAYuXhkp3kreH5GP6v1wy0J1/d+w
13931	/iz5vcPo/79/MOn/Aq+HzZA=
13932	"]], InsetBox[
13933	TagBox[
13934	StyleBox[
13935	TagBox["\<\"G\"\>",
13936	DisplayForm],
13937	FontFamily->"Helvetica",
13938	FontSize->9.996694214876035],
13939	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13940	9.996694214876035]& ], {15.154230764482548`, 6.437507644825483}, \
13941	{0, -1}], LineBox[CompressedData["
13942	1:eJxFlgs4VekaxzdyGTWNGo5LiL611t5Lipwm1/KaOBmV3DMSKnLpOKQRmxmX
13943	3HYa1CaMJIpGGLNTZJCDQm7TTimlxm1UJ+m4ZKiU8+1z5nzt59nPen7P2nut
13944	7/ve9/3//7r7Q5z8pDkcThH+Sq7/+1Cw5L9XNeCE8tJsxQjkfnpSsTQcs4Og
13945	bG8ZArMQRw2VN5h5t4UjGQgSIwOKfQXq+Pfs0oV4BKm8c7Ot2hrAOelzfSvm
13946	XOW55JprmAv9sprTEFQ/aIvPsV+Fn9fkO34RgeWs9MDQb5h5Zb+XdSGIMV4d
13947	5uyrCZzctsuBbxFo3DqvwBvArHZocM0GCoSJQkVT0AKOrdF2fjAFk6qhX9On
13948	MCt1NN2poKBDlv4hqBuzT0dXyEsK4o2DH4dPYY4bnM9kaWiO/DB/iaMNnKYy
13949	47x9NCS92rhlzzt8XxTyqaqQhpaJkMamUcwKj12na2nofh/+60AD5lzDoJh7
13950	NPzF/ItOt1TM/W8qU0dpyFIOT/d0kNz3qA8do0HwxtU/6HPMkCtY9YiGTReS
13951	Q7X78fptj3sotNDgorn+xJILkv08cbMqoMGoTlPLNxJz5Ac5p1AaPJUMbip5
13952	Yu5P2rrJjIaOGkcFcMQ89G8b6w8UuD8tHPTzwFw63rvynxSYhEilqfMx67Tk
13953	ecZS4HEtRXZJJWae6bIRKwoUNo+f65/HHJD+zO4TCuSKSrzd3fH6Ct8OK/Qj
13954	cNBVr/XulOwnssBChKC3bYvhh+34fIa6mYJMXE/++HD2Q8wmqv8KTEBw/2VM
13955	sELIavz+ncuc4xB8Y6LgMiGjg+s9XBWdikAt1Ea2dhfmSPP4I0UIJu6ZeOfn
13956	Yrb1irS4iYDHCo6HPcYMb165TiFQTTLOtlPXxefBN+hhKLCv0XwVvxPz5F9l
13957	nPdT4DJn5dcXgTnSycK1iAL1AXuDkBzMMIFWDVNw0/au+mQ55qHnp0a1adi3
13958	+9rFI9WYn7fuk3GnodT014fpVzGb/DgjnUqDvWhd+1dlkucHHvmlioYDM4Os
13959	ci5mjkutr5iG7zd6xFfHYp4/Xt0wTMO6vsN+pgcwNyUUSz3Fv5+0etFvjblf
13960	aueSJzS812r/dITBrKDwGa8d99ee9C0FSyXPc8/1KqFh8e+NyqazeL8Bvd9o
13961	8WnQD/rBpXQMs4P8xE5rGl67Bm/N/g3z0Nox409oiCvfu2XXMGal8ZKATgo8
13962	T2R5XXmFeb62JDuVAkHJjQ59ecn64lITdlDQ7eiiUa6H2fDLn5+spMBLJXhl
13963	sbuE82PWDCHYrBouVD8pWb/ei2M1CG6vjj1VfFuyfyuDrhwE814ZBYkqa/D8
13964	6szaJyGo/8rX8oo3Zp2cwkexCDbNJru9LZdwSmxZCoK5qhu5y+bXSPpxXUA+
13965	AiS2ljlnhXA/7Xdcfx1BbJ2/ybFkzGpp8cLnCO4uRpXV4bpzREaTVzUp0BcM
13966	CrLxXHPEzsh1NwWvS19+24TrzpnUe/ziNAWDiz7+9raYS+NUW/ooSLqeGN3l
13967	hdnhzJSaMg3TKkm2m4Mwi83RFnsa+HNX+OgQ5lsn2irjadjbKnYIw33DgWca
13968	RhU0DKbcUBU4Yi4sUp7uosEirPWDlhlmkz2XMgZp8OEeWP6FNmZB4fwGXF/z
13969	uUX8QeR+waP8qc5hRP7fnGEmNdKKyPNzDlo8j6hE5P1FFgY/p51FZH0Lf2xP
13970	fpyFyPqXvYy61nIakf3xraMTN+I5+f/+V0ufy7187eP5HLP5PMHy4cfzu8PX
13971	iQiUpcj56kknudqYU+T8Y7bltn/Hp0h9BjbUL/g0UqR+8rss/GfkaVJfeBN5
13972	SdaFJvX/svZM045CmvSH3IXQfdEvaNI/60fi/rHHkCH91fwiNfhpCEP6r/Cl
13973	cGLPjwzpTyNR+ZhLH0P696inxaa78wzp7/NHDxXtWMEl/R/jdr5ZpM0l86FY
13974	IWwI1OWS+enNOVi+W4P7cb6yrMbbFLlk/jZfPNy87zVD5pPzu8m01kOGzO+Z
13975	FY0q3HqGzLdYPz2vLZ8h8x/WUxJjF8cQfTizXOf+uD9D9EPk2GtS48oQfXG7
13976	tYE5vJ0h+pNfZvv193YM0SezX/SffubCEP0aYy6LTwYwRN/KFBvz9AQM0T/R
13977	9tEVMVUM0cdn394KrH7KEP3s6484moa4RF8F6u2FB/y5RH+9YurebhNxiT4f
13978	75grX7nAJfotPAEd0bY8ou+mNooZGzN5RP+zCoaecR7xiD+4HZ5BYg2W+EfU
13979	hnXiu84s8ZfpXYqizASW+I8jY/H+fSlL/Gm/XazpkRss8a/edAOlnl6W+Fse
13980	8+Cd9wOW+J+Y//zs3B2W+ONY8eGpHsn///TPezMBdd9VssRfD4ga2iczWeK/
13981	ZrKu3XZHWeLPVyNaa+/sZol/H/Edy7tnxhJ/V5NpVRPqssT/T8+1F65ezpJ8
13982	UJ865uMkzZL8oFIVJ1O+yCP5otqpY4WNPEvyh3ps8JVOdZbkE7k/tjkHG7Mk
13983	v+hX1ESNerMk30ydrXx3SMiS/GN5cPJv93tYko+8UmKEGUp6JD+hbE3Lq+56
13984	JF9VRSQ2UMV6JH/VBhvKnp3UI/msvrXrpx7ztSS/+dg9CAtPWEvyXfTaU2xU
13985	K+Y/89+ClOSqD/8BP+75BA==
13986	"]], InsetBox[
13987	TagBox[
13988	StyleBox[
13989	TagBox["\<\"G\"\>",
13990	DisplayForm],
13991	FontFamily->"Helvetica",
13992	FontSize->9.996694214876035],
13993	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
13994	9.996694214876035]& ], {9.0548, 9.999999999999995}, {1, 0}],
13995	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
13996	PointBox[{10., 6.}]}, InsetBox[
13997	TagBox[
13998	StyleBox[
13999	TagBox["\<\"T3 C1 N10\"\>",
14000	DisplayForm],
14001	FontFamily->"Helvetica",
14002	FontSize->7.997355371900828],
14003	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14004	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
14005	AspectRatio->1,
14006	PlotRange->{{-1, 21}, {-1, 21}}], {0, 44}, {0, 0}, {22, 22}], InsetBox[
14007	GraphicsBox[
14008	{Thickness[0.005], LineBox[CompressedData["
14009	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
14010	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
14011	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
14012	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
14013	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
14014	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
14015	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
14016	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
14017	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
14018	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
14019	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
14020	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
14021	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
14022	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
14023	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
14024	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
14025	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
14026	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
14027	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
14028	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
14029	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
14030	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
14031	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
14032	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
14033	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
14034	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
14035	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
14036	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
14037	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
14038	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
14039	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
14040	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
14041	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
14042	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
14043	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
14044	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
14045	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
14046	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
14047	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
14048	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
14049	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
14050	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
14051	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
14052	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
14053	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
14054	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
14055	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
14056	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
14057	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
14058	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
14059	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
14060	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
14061	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
14062	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
14063	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
14064	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
14065	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
14066	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
14067	"]], InsetBox[
14068	TagBox[
14069	StyleBox[
14070	TagBox["\<\"G\"\>",
14071	DisplayForm],
14072	FontFamily->"Helvetica",
14073	FontSize->9.996694214876035],
14074	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14075	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
14076	{0, 1}], LineBox[CompressedData["
14077	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
14078	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
14079	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
14080	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
14081	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
14082	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
14083	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
14084	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
14085	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
14086	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
14087	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
14088	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
14089	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
14090	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
14091	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
14092	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
14093	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
14094	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
14095	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
14096	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
14097	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
14098	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
14099	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
14100	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
14101	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
14102	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
14103	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
14104	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
14105	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
14106	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
14107	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
14108	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
14109	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
14110	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
14111	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
14112	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
14113	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
14114	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
14115	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
14116	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
14117	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
14118	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
14119	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
14120	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
14121	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
14122	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
14123	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
14124	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
14125	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
14126	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
14127	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
14128	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
14129	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
14130	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
14131	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
14132	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
14133	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
14134	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
14135	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
14136	"]], InsetBox[
14137	TagBox[
14138	StyleBox[
14139	TagBox["\<\"G\"\>",
14140	DisplayForm],
14141	FontFamily->"Helvetica",
14142	FontSize->9.996694214876035],
14143	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14144	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
14145	{0, 1}], LineBox[CompressedData["
14146	1:eJwt2Hs8lGkbB/BJElKNw+SYU3KckMYhkWHFxCzalShEJElStFkkoXitonIK
14147	5Vi0qWSHVSSncipmmSJRtNEkhzYqp/T+7n1f/8zn65557uv6zTNzX59R2Xfk
14148	p/0CFApl1RIKhTz+70+N+b9HGSZFsPbEfjE4OOhBfTY8lmy8uJ6sFxu7GMji
14149	/xY2h9lwSZcDvRZueqRUHQW7rtJnmMoxKdx0N+9qOMHDVqEAnu767k5Zz6T4
14150	v7E48wnmCHTY2MPMolxtLXkmhe6vFHwZDvajLVrDMmqmS/mwa5AewwbOVAhe
14151	z1BnUmYE31jqwpzscNkIuK5kvu07rpcjFOJ1H9bM3R1TCyfxX/ZMwvpbfb4F
14152	wSzxHd2yGkxKL7czcg389uMNfWOYLxty6z7qT7LM2W8Lzxi98/GGS7dsOWsH
14153	l4TudaHCFJ9l1pbk9Q3ve54gD7WDScN02KlvdybJh3Ja3ng18cN3h6Lhhd+l
14154	jo9if0qTxNooOHKFyMZ6Ug+fZp8Ov63pNEiHuTaeLq2we+eqXYHk+YZL3ddg
14155	v5nFlkAbOPrWEWYEnJd7XlIDHlxR2zINR9fzs6lwWWhafRT6UR4N/yBI8ump
14156	2CiFfNx1dfyWwfzXXWl3YN5K3wEJOGFyXNVeAdf7vvnsBpLXG6rYEDyW/eGL
14157	M1zCVG05tJZJ+VjYp5MA5ykkOo/AeSsbLj0i9XXGHWUrYt93aaorSF4P2c+y
14158	YNeLWgEucEJ6+c+dcL9+yJ9FMPU3mxk+bHJzxaYpmBXdI07Mueuz1EKTSana
14159	+0C3Ay5pFz9yBv54QV70Kkw/kfOtEfa/9i1gD9mv3TBtBm6p6vsiCg8KLE1V
14160	0ULfU4Wzd1FfGKXub3OYu56i7gJnvuoS+hHO/J3j9E2B5GSg6AinOB/XvgUr
14161	S7x4Zw3X6fvPB8A1es8r9OCWZWk+W2Dq6QBPcbhKzHydKix4cHz9GPYvkaga
14162	V4Fb4s4UNsB5lz+zzGAWcyE/A/a6qBlxFKY7rls8DM8Ih8fXwWFWXnEsuPfC
14163	6GYN1Ofau9ChBQd3d1sWwJSUv9SlYNaDdrcN6M+J33hABE5ZKRrRCKdU+4yK
14164	wpmbR2T3KqGOjIoQWVhZP91/Dp5JHdcxJPUFn+mwVcb7cCExx4Ps3+2UnQTT
14165	G/kVF2D2rY3KrbB1onB/J+x81s1mHp4+OzlLI3nc6AhRUUFebvezvGHqAOeq
14166	KRw6pL+8DGbVdLjZwAlxYX6LJN+5vBfWcFLW7sHt2rjPCmb/MYKZBjEPk2Ex
14167	xuwKReIltItPYbMOGm0B+zlZKdku0cHnwXr4QDfcdCPYVguO63t05zps9tvD
14168	BGs4T7e6JQymWNKzfoKl3AWusGGp5PM3foaZ7fNL1sOlh348zYIFJ6npgnCv
14169	0csoA7jlsJfVS+RDb2fFSMIJxzmfGmFuP6dnHPX4s6VePIL731yXb4J7R5bt
14170	e0M8nC9/mfSjWdsvRupZe5BzBJaR9fE1hPOUku7YwSmq3fkH4RrLF/l0eNBx
14171	YagYVpa2eyINf7Rlz46TfH0GKatI/61PPTYjj6LT95OosGZl5bZ4WD/ygKYy
14172	2d/gawsP5k8aT5rBJiJGgkqqyD1i2sMP5hikbfGBXQ+KuGXDOS+z56/CZTYD
14173	m/vgBd97RlyYc+XuG2X0W/X4m8dnVfJ9rdgbCAvvGwhZuQ59f57yrCZ5UBVl
14174	ZGCvMMUrInTUe8cjiQaXJMxWO8PM6/NlQnDgHxGiWXBcSeLcGK4neDJ7bQ+d
14175	5GHn1QabaRwcF9mA+9wh3Dof9pc5Na4Pi0ne2BVKvLZQyR4W1HcKs4F9b1cp
14176	ucKlAuwUOXisMVSTeOZ969Ep9M/ty6Ky4cE054pu2P/YW6Yh3P97etYDcr8F
14177	ihXS4KYA+/FyOFOpLXES9ZTcL5jkkPuNy738CK6yVbBvgq1N1PJI/TPdycJD
14178	sOb01vCj8PTxhmRR7J8qWjDBhusGzt22gKlLA5P0YOH7PxRHkbzb/pMkT/Lw
14179	zNv2iKyfmq6UgJ1GnGapyIeXvfXHNXD05NNpT5KnTMi8OizWJu1YCg8uLHRa
14180	w2rGtepfYJP1s6ZH4Lxl55s245wsjZuTukb2m7KqCYX1D0+WvoV7v/whcg0O
14181	9Iju10G/OYFyWq0wr/2TShjcG+2oNQjTP+yqfQxHU9T+fA+X/ZH9XEoX/Xdt
14182	VxmB6yaG0/bCgou5zs/Juu0dxyKY9XHlX+ScZih+zB2ENY+GZmSSekaG4yX0
14183	cJ8unhM/AjuvoZ01gbnOQ9OWsODyAyU74F66mqoUXKSVmOEBl1IyYvjoL3pi
14184	RbY7zH4197ae3D/m82mOMGvu8csCWFnEbMEYDo5iXD1H8nARq5eGmc9Sx2Ph
14185	Fl6SxT+oR2bJJko8zFU5oNgMp7x6cCwDZiSO6OXAcYWjzArY+quAUwjM0Ch5
14186	9BqmJnyxdIRNrgw20FAfR2jhvAFMzwkM3gmrFTw+oKRL5pfYCzlkbuGoJkqT
14187	vO7dSObDCn7fdBTgmoSuy0aYQ8SEuGMbYF7H9sexsNRXxQ42zGlsMHwK+3L9
14188	NoWReozGDMm5rHk37P1tuIzzztsOVlYcZ0yS/J8oPPyV+IfvI0bod2b1ymc5
14189	sLX+sxOxsHupyMNy2Is9o9YF+676bFRNzvkDtiJUfXwO5s9nVsKign8bGcJ5
14190	+9YNXIN9Tx+w3aVP5iBuciLsbBYgdhwWDJ247wcL1jN+OwdT3WM6zcjckXJO
14191	OA/mHuPFr4bFbseJl8JNM9mPh9DPK5O+6LvwTIBVaCUcY10bXQb7xv29JwVe
14192	nOQl3IA5dbdFjsH04nTXK3BJ29ZSD1hOx2kiCTaJ3zXnDK+5oBvxKzwWYKPo
14193	BrPfjTj7wmUCA8UBsNfXa8MOsKvp7TP/gSN3imSbwoE3Xy+rgJUvTfA0yf4b
14194	z7z6AIeHv+PJwXE+quZ01C+QJHdHHGYWZ/SHwE6j28xXwXWOIcp1cJH5aSmy
14195	ztvpyViFOWTfKtMo8nrGDW3dPbC/4cNQbViN/V6fzC1+8mcKmaS+597JI/DE
14196	VaVD7iQ/B/aYEs7NxOp6fiTsRGt1cSDnaDKfkg9Hjjz0DiZzgcbdwGaSv5qY
14197	IZlr7u82aZ0g9UcVZyTBVoH2JbSN6He/66ezcNSRvHxTmDvfaHccLhVr9nGH
14198	P4orGbuR1zcsa/oVfpIh0c6Ay1p9n1wgz39/L4rMBTVV5s2FG8m5zacOoN7d
14199	c022d2CptQp+d2DeKXU9Djx9s3R/HJzuPHOrHG6q6HnuSZ5f84/lTbK+dYcF
14200	mXOFPAXKrsJ1a983bYAVEqjz58j1XpRLqsPBvKe7wuGZ3JHtOvDbEIbifljN
14201	8PCoObl+5p57jnBKfNVzDzJn/7I/fQusPGPglAi7bHGW1IadFBlLGmC5jNQg
14202	Bdjk5OqVS9EPRVywSpLkYxSpbg/LxWg0UeHIw6ybZM4K7tNRlYK9bFc0DcMm
14203	97RoimR/putZA8wlQgrfUnTJftt7pSPgItse021woFoBtwY2kY077A2beTL2
14204	fIaj2HqWMXBocTJXFeeo6Up2+nW4ha/Y+QNM3ye/7inZf8r1t10wP0g3dpq8
14205	fufPLzzIuX1TiyVvgLo/dOmSdWvt76JMmO1ef8UargzhRnrDJR52zRqwAK/0
14206	lyjYSc2sRQC2Kwlang675mYo9aKerHnqqWLYf3lsyu9wktHnX8phqb+El5yE
14207	U2MqnlfC1pGbdv0EJyxuf8aB66y0XTbANuIhX0phsROfIqnwL1/iBfMM/n0f
14208	+N+QV/j8lFAy2T+wafNXMlfW8gwj4LyT8rFkPYvl8GE/3KLrZUrm4Ca/bZec
14209	4JTW4U0kX+2ZH7LMYK+TAUV74cSlO911YMH8Iu1MuPLNdSlF+KP7wOsXcGBG
14210	VQcNljH9K4jkK9Hf5CZJrpfZqEfmqr5UAQtpmHUshPUAVtTVr1aBFyhHO0Qw
14211	p4S3/VltACfQjEd3wIst519vNyDztPfsRR2S9+MIP5g653u7DY7sSS2MJ/ks
14212	suhfyZw4FL6J5FHaLb1WGufqxPGvr7rgJ5+m6rXgJ4505hzcv1NiQRd2pZfz
14213	lTeR76cNDhrkXL/UfWwbLBPp/lwSFo3wvOgH1/1cwPyC62u7WanFwu46zeVc
14214	OKB5q1kW7D8YVX4NVtNf1LsJs2JFl4fBDRLSuRUw/59HGXawc8WlE/fI+stN
14215	28ncxvu79UslLDZG75tHHtqlYddvw2bizxpek/zaHVzy4RKrt2s6YNcCDYkU
14216	uFezJLAFDlodSouEB2kfWjvhsEi/GlIvZehaxlvYIDQ1ZAfsm0K9IkTyyei6
14217	bg73a/8oYAhf3yBbRocDK5J2B8E55hbNSvBYLKOiDKaKO01Jk3p5hhWzsGaf
14218	ziIN9lI6dcsG+XSkCx+Sg5VlNtanwqN/bgteD8e9kxQaInOT8MC0EfHnW8Wa
14219	mFvUa5MvOMAKbTtFDsK89Pq0Q3Dk3aLhXDgmvHn1OXjaovNgO7zm7Lbeu3CN
14220	Vpb9KHzsuGReL+nv8ZveefjfHzUY//89Q5f5X9O+8m4=
14221	"]], InsetBox[
14222	TagBox[
14223	StyleBox[
14224	TagBox["\<\"G\"\>",
14225	DisplayForm],
14226	FontFamily->"Helvetica",
14227	FontSize->9.996694214876035],
14228	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14229	9.996694214876035]& ], {16.937558817093933`, 13.081023536561338`}, \
14230	{1, -1}], LineBox[CompressedData["
14231	1:eJwt2Hk8VesaB/CN0jYkc5QiqUyZQnSonQoh6YSkbUiUHIkMudnJQZGEJHZF
14232	JGU7qRzDPbsic5nKmMw2SYhyTJnP/b33Xv88n6+11rOe51nvetfnsze5nP/V
14233	jZtCoQhxUSgk/u9Pgfa/qEqjKEi0F1vCi5X9bQsqNErXpN/hZLhQ6Z75CLzI
14234	78P5As/uqT9bCzs3MVoUt9AojD8zvqTC+WGcLhdYocaG7yw5/uOAZDwcOf0s
14235	UxFWjfOTLYCjv4rx9inTKK5N35VqyflSmqUJcLY5i6cFdpe98swY5nQ7STfA
14236	Fi06BXNKNEpd+O8+JfB4mHZBDszOeJ/6BPYsiLb3giMb7XPD4TblQ9w6cNra
14237	T1IOJF+ccAovLL5qR4QWvKLvcdKAIo2i0bf24yq4S+JbdT1s9zqnsxf9tSmy
14238	PKvggbMuR4tgltGA5Ac4P1MoLx02EPlY1kvO1/MUjYeFR1U7FmD6nTbhm7Bp
14239	546DcrhfSEdjaQI8+ndlkhmcn8qTlgVbhfGvCoT1fEIjamF3TnDuYzjnUNBf
14240	c7CzyrvcBniWb18nqbfwaDptBl5ss1vnD8sx6K1imI9d5n21N3A293bLbWSe
14241	zplXBLZibjaii2qwgriIkT3cMjFZqgSHG/LfzYRZzWs3rIUFj7Syx2GLZVPV
14242	n8gf+NSXumMbjSI17/q8Bhb26qd5wi23Ts7FE/8WF3kPDpfYOXIErnqUer0Q
14243	pnD5fOCDrVrnf2+ETS/4mhaR+ZkEWLTD0cxy9fOwYmOMSwsst6vRSx5m7spt
14244	LYen6N295LypWRuTLETqwwxlJmLOmsDaa4jOlz0ynBAZWv7tjohx1V92aCHW
14245	eZ1S0iZRzXmXCGJXqG0CH2Ly5fVhS+hLik9qog/RyrNC/yex2PhMMeJogNsQ
14246	OR7SLS32BJF6cYIhjOtGuT1tEuE6I2Xb7XDbfMKv8WQ+jB3HfoWH4iVE75M8
14247	jVSuy+S+1B6uP2HPVWFxf8DuL+T/boadU5Nk2+AVdk9EeRAtFAyquNFvspQT
14248	ryHMcjB7t02RzJtr5ApsTS9N2U/WEyv7fDW57luT2jHYQP7RnCSins3RdgfE
14249	7F+qX7ohMibtbpDj0V/ONOciNgxtrN+HSD3z8DJZh4zM2AYy34T3PxUM8VwM
14250	HLVPTCMv2/tIlD/sp5DeQJ7b1LuVPemw4sG2tUEw82b2x3Jimt01Ml9Fc9br
14251	TzDdRKDiC/pqW8i52AMzzpk+TYJX9PyMbYPtdBlbzck6a2yVf0fW9eU1q3lg
14252	u+vH2p/C1hu1ucqwTg1EdZojYblZLasouOWD6U1nmBnBbiXvqZ5UUjl5bxV1
14253	zo0YwjLHXK0EYEra4EEVuOJHDx95b2Xac8W2wov7FlLL4MINwxXbyT4RIcPI
14254	ghd3H9mzl7zXtmsy7sEVBZ9aHWFnSt7DJHjqabYb2SesBAK8H8JSG2ROvyD7
14255	Uky4D5vM+fiQcDfM8tQ90wW3DL8M5kc/CZemLgqinpYk0VptOGPQR88EnhKR
14256	3XmczGNTcWGUEplTuZk/WV/bzr5oIfNxs5u4BkebxZ6Tx3vnHpyZFA2X5KRs
14257	9YGpCoI6V8m8+tSWi8h7Olh80hseimSo8WLftJOotrWEFcpKlExgKUuLUVnY
14258	oHqaHQxnt56MHUS9qnd+l3xK9lmLYY0MMs/PN3jIPk3LUlY7AbPDl1q74RYb
14259	R20hmK7id/UzXHfYV66EfAeGah52wfszk7p8YUEBTdsaOPKUvKEqXNIub/sc
14260	dte82vNtM/q1GauOUiHruHdlAWwhkq/tQurd9fzqddhPU8t2J6mPuzvTA27r
14261	TudbDQ95GG88DtdlOW0eRL+0iGPz1nDOn02WlTCrZne2A0yVs/2eDeeXPOe7
14262	AC8GhC0/IPML/3wiDraKMV9Ohqc8jPz+DY8+munKhKtm77/tg517Br4Xww0X
14263	WiLWkO/W5cThAVicHlpvALtGqHyVQD0Uv++vTpN9fUnD5wiczNsQGwVP/dSP
14264	v0Pssrn7MZyh4TPWS/pfiGH+G07OW9W5Hd9NT6Fp3ddkPvXKkQyYns1XnAsP
14265	FFKkq+HFNas/ku8op0+0Vng75lonU/wvuMsyQvIInJP/9aQZyad+ty4CjtYd
14266	1RGGx6l9mnlwfnmZznvS/5y6WBPc9uHg2zDS713uls8wO7Lpri6cYd7tPwQX
14267	vsyKHZJHfgd9Jofkbwq7lQxbzfH4vIdVkz29beDFi3xvcmC9FE6ZBFxCXXoR
14268	DWtsY1X2bsLz8ZduOAWHPxqhFcAaPcw+PZjZU3QhCd6v4lsiBItz7aBEwFVZ
14269	k7uH0K/px4SxMJgzU85TBXsHaz+4CTPLVnjkwBbzbzvT4RCRKddHsHXP/EAp
14270	TG/1d0+H8ylJoUObyPeAeew5PKCqIC+O+tjDI/96B9dZ903tha2l1wWOwdnL
14271	N0XOw1V9a5xlSf0+fklM0i/bKucEbDq+uvG1PPlur/NII/NfTrVuhekWrkrf
14272	yHybDm4ahBvEWXv11bDeKQp/DcOq2qt7IuCukMNKHDgh/crmFjjDc51SNZlv
14273	vPDR9ep4n2by+B6TeoJWfrOHhSeNCv1Ivg7eyjiYuTKmQh+W4+HReA0r7nyz
14274	dQb9ZX+NXtEOC9asPZwNK7qW5g7DkT/eTznC4yECB8dgu0GrOWFyvk6A7wC8
14275	3zHtQKUcnt/ibd8GmPpqX2Yw7DntIJIHV3XffL4H5giUXo2Bp/zLYvnhkned
14276	Tm7weKasSJksrK5+ehccGKuXGAm7cnT8hWFn/wO9Z+HA25P0EfQb9zGxw02W
14277	fB/WF9fAJTbbdYJgvS1uP/KIVbI8MmEpgxufMuHx5tufB2HWERMOcQ63Rdw6
14278	3D+5n87Jh6kaVoHGMPNriGg9LC6WdcwPrmhLFJ2BAy0v7X8Iz4a69iuiHjlp
14279	M+caOM0ifJrUH8KKmh+FnS/y7n8KGzxZyOHFfNIi+lxm4NkXDtESsNXKa1by
14280	Gli/whulpGBjzvjtg7CwS7fvalhBMzPmPFzydslhGvlYdJHP8TDF7aVuA/yr
14281	edDRXDij8/7CA9ixbGVjHZyvdeeXU7Ag1TWyD6bx6a6QhUf31n37AbPdvt/K
14282	Qv8axekvf8J2nuduCMHUD7H/zMKB8fdfX9iI92KqQ3oKHo9lTnRuoFHkncRe
14283	DMNVqbPlh2HdcX1WByx34Mm+ZhnsOz61W6pgDa23VR6w6Gr1C3nkfkcYL6Xh
14284	xBjViRS4YXClS/96GuXerS3i12FnC/H2StjzXufuADjSP3+iHGa6xpecJv2f
14285	czbqhBXNjhefgKV6NqnyIR+DradiC4ck/uQxg4N7h3OJ9dgrdt2FXXelvXaA
14286	TR0Cbv0NKzw1of9G5ldww+kQ6m919KZfgb0ja+qfwK5XpnXvEierKM/CnMHd
14287	cmxY0X1irQHmUZjbtKYTzjkw+fkccVF5HUUT853em3cdNo09s7gNZgam5EXD
14288	as3pWodhuVdnDf3haAMqjz8ceDTlqxE88GpBhAmnCeZFz+B+Hg8EtvwFs+xP
14289	0eJho79eaTbCQ5kPdaXhUB0+jy+wex9/Siz6UdPeYjwJS2kkus9jPrryH6Lm
14290	yfX6g9JOcIfARosFOG41f1D5OhqFWy9pdBq2Kqo9vh1uvf271DeSr7l5b7o0
14291	jVLWU1/UCXNujehvg73svlOqNck+fymiRAr/7+VSz4ft4hWDfOAHhobPH5D6
14292	706bGsCh5nxj18n9Rdljm+BLxTVWF+EqQcPN8rD8kPgWd7ht5Z1Tv8ATAWLR
14293	DnCDhvuCB/ykctDbjuSz9ld+BufHJTKOk3x/5FstwW//kRU6Sa7fQtlqi/oS
14294	gpd1zpP5Tj6a+xNWXudWEEbysTtm+NGfV4UmF6nP/fGSxwlYbd1F0yLSz631
14295	/A/grdssgzmkPqcitQ+wi/Kl07xa6C/kk8gQHH/GOGM7LHzDeJa4TfdbjTUc
14296	l5h7tB5WFizwugTPFlt8vAdrzW3UTSHn14f7WMBCz0VHXsNpMlHWg6hPSCsq
14297	/CMxTb7qN1iL8tlgGNboFxbsQ38yc4duzWiR/XVM3hxudR+xWNIic2+682It
14298	6o4yiiKmthVoisO0VIHcn3CJ353SYEnkydELGIXHBd5UTUnQKNdC7ld3wSHP
14299	ztOCYGtmYEs1TNHhoUvCCZuYg/lwg7GjbbU49u1LQWdSYcUhCfNEOPQP/8oo
14300	cn6F6IZgOHzPBddA2Kr4628h8IVa/Ztnybw67Jn3yfmWSw5OpN6y4U91sKpL
14301	f6E9nOPnZCuM+xn0ah6ik/p3fj11Eo5Z9fSMK5mftO+zV7DjxWOSvqSehnqG
14302	JPp5JSAqHgnTdp9a8oLZjLf16WReqfahb+CtuUa+ZXAVa6HmH3L8b5OxLyTf
14303	iv69apjP1JjLssAOPH8vdW1j+Lv5uMkOOPC0xPJ+mLXMpNvDehmpykpwlGRI
14304	4xVyfv+eqxPIx9Q+ejgdZjqYyKTDchu800tgZyEN7V2wGYde3Q6zmixV36B+
14305	Qb0ByhhMzdxpqwUvyu1/PweHeBWVkvn890cN7f//niFO+w+UQiWS
14306	"]], InsetBox[
14307	TagBox[
14308	StyleBox[
14309	TagBox["\<\"G\"\>",
14310	DisplayForm],
14311	FontFamily->"Helvetica",
14312	FontSize->9.996694214876035],
14313	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14314	9.996694214876035]& ], {17.562441182905612`, 8.08102353656179}, \
14315	{-1, -1}],
14316	{Dashing[{0.030000000000000002`, 0.030000000000000002`}],
14317	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}]},
14318	InsetBox[
14319	TagBox[
14320	StyleBox[
14321	TagBox["\<\"S\"\>",
14322	DisplayForm],
14323	FontFamily->"Helvetica",
14324	FontSize->9.996694214876035],
14325	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14326	9.996694214876035]& ], {9.404800000000002, 9.999999999999995}, \
14327	{1, 0}],
14328	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
14329	PointBox[{10., 6.}]}, InsetBox[
14330	TagBox[
14331	StyleBox[
14332	TagBox["\<\"T4 G1 N11\"\>",
14333	DisplayForm],
14334	FontFamily->"Helvetica",
14335	FontSize->7.997355371900828],
14336	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14337	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
14338	AspectRatio->1,
14339	PlotRange->{{-1, 21}, {-1, 21}}], {22, 44}, {0, 0}, {22, 22}],
14340	InsetBox[
14341	GraphicsBox[
14342	{Thickness[0.005], LineBox[CompressedData["
14343	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
14344	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
14345	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
14346	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
14347	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
14348	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
14349	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
14350	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
14351	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
14352	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
14353	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
14354	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
14355	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
14356	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
14357	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
14358	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
14359	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
14360	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
14361	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
14362	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
14363	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
14364	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
14365	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
14366	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
14367	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
14368	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
14369	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
14370	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
14371	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
14372	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
14373	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
14374	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
14375	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
14376	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
14377	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
14378	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
14379	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
14380	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
14381	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
14382	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
14383	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
14384	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
14385	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
14386	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
14387	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
14388	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
14389	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
14390	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
14391	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
14392	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
14393	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
14394	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
14395	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
14396	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
14397	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
14398	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
14399	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
14400	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
14401	"]], InsetBox[
14402	TagBox[
14403	StyleBox[
14404	TagBox["\<\"G\"\>",
14405	DisplayForm],
14406	FontFamily->"Helvetica",
14407	FontSize->9.996694214876035],
14408	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14409	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
14410	{0, 1}], LineBox[CompressedData["
14411	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
14412	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
14413	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
14414	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
14415	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
14416	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
14417	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
14418	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
14419	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
14420	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
14421	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
14422	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
14423	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
14424	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
14425	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
14426	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
14427	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
14428	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
14429	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
14430	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
14431	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
14432	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
14433	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
14434	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
14435	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
14436	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
14437	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
14438	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
14439	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
14440	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
14441	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
14442	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
14443	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
14444	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
14445	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
14446	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
14447	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
14448	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
14449	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
14450	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
14451	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
14452	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
14453	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
14454	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
14455	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
14456	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
14457	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
14458	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
14459	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
14460	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
14461	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
14462	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
14463	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
14464	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
14465	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
14466	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
14467	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
14468	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
14469	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
14470	"]], InsetBox[
14471	TagBox[
14472	StyleBox[
14473	TagBox["\<\"G\"\>",
14474	DisplayForm],
14475	FontFamily->"Helvetica",
14476	FontSize->9.996694214876035],
14477	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14478	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
14479	{0, 1}], LineBox[CompressedData["
14480	1:eJwt2Hs8lGkbB/BJElKNw+SYU3KckMYhkWHFxCzalShEJElStFkkoXitonIK
14481	5Vi0qWSHVSSncipmmSJRtNEkhzYqp/T+7n1f/8zn65557uv6zTNzX59R2Xfk
14482	p/0CFApl1RIKhTz+70+N+b9HGSZFsPbEfjE4OOhBfTY8lmy8uJ6sFxu7GMji
14483	/xY2h9lwSZcDvRZueqRUHQW7rtJnmMoxKdx0N+9qOMHDVqEAnu767k5Zz6T4
14484	v7E48wnmCHTY2MPMolxtLXkmhe6vFHwZDvajLVrDMmqmS/mwa5AewwbOVAhe
14485	z1BnUmYE31jqwpzscNkIuK5kvu07rpcjFOJ1H9bM3R1TCyfxX/ZMwvpbfb4F
14486	wSzxHd2yGkxKL7czcg389uMNfWOYLxty6z7qT7LM2W8Lzxi98/GGS7dsOWsH
14487	l4TudaHCFJ9l1pbk9Q3ve54gD7WDScN02KlvdybJh3Ja3ng18cN3h6Lhhd+l
14488	jo9if0qTxNooOHKFyMZ6Ug+fZp8Ov63pNEiHuTaeLq2we+eqXYHk+YZL3ddg
14489	v5nFlkAbOPrWEWYEnJd7XlIDHlxR2zINR9fzs6lwWWhafRT6UR4N/yBI8ump
14490	2CiFfNx1dfyWwfzXXWl3YN5K3wEJOGFyXNVeAdf7vvnsBpLXG6rYEDyW/eGL
14491	M1zCVG05tJZJ+VjYp5MA5ykkOo/AeSsbLj0i9XXGHWUrYt93aaorSF4P2c+y
14492	YNeLWgEucEJ6+c+dcL9+yJ9FMPU3mxk+bHJzxaYpmBXdI07Mueuz1EKTSana
14493	+0C3Ay5pFz9yBv54QV70Kkw/kfOtEfa/9i1gD9mv3TBtBm6p6vsiCg8KLE1V
14494	0ULfU4Wzd1FfGKXub3OYu56i7gJnvuoS+hHO/J3j9E2B5GSg6AinOB/XvgUr
14495	S7x4Zw3X6fvPB8A1es8r9OCWZWk+W2Dq6QBPcbhKzHydKix4cHz9GPYvkaga
14496	V4Fb4s4UNsB5lz+zzGAWcyE/A/a6qBlxFKY7rls8DM8Ih8fXwWFWXnEsuPfC
14497	6GYN1Ofau9ChBQd3d1sWwJSUv9SlYNaDdrcN6M+J33hABE5ZKRrRCKdU+4yK
14498	wpmbR2T3KqGOjIoQWVhZP91/Dp5JHdcxJPUFn+mwVcb7cCExx4Ps3+2UnQTT
14499	G/kVF2D2rY3KrbB1onB/J+x81s1mHp4+OzlLI3nc6AhRUUFebvezvGHqAOeq
14500	KRw6pL+8DGbVdLjZwAlxYX6LJN+5vBfWcFLW7sHt2rjPCmb/MYKZBjEPk2Ex
14501	xuwKReIltItPYbMOGm0B+zlZKdku0cHnwXr4QDfcdCPYVguO63t05zps9tvD
14502	BGs4T7e6JQymWNKzfoKl3AWusGGp5PM3foaZ7fNL1sOlh348zYIFJ6npgnCv
14503	0csoA7jlsJfVS+RDb2fFSMIJxzmfGmFuP6dnHPX4s6VePIL731yXb4J7R5bt
14504	e0M8nC9/mfSjWdsvRupZe5BzBJaR9fE1hPOUku7YwSmq3fkH4RrLF/l0eNBx
14505	YagYVpa2eyINf7Rlz46TfH0GKatI/61PPTYjj6LT95OosGZl5bZ4WD/ygKYy
14506	2d/gawsP5k8aT5rBJiJGgkqqyD1i2sMP5hikbfGBXQ+KuGXDOS+z56/CZTYD
14507	m/vgBd97RlyYc+XuG2X0W/X4m8dnVfJ9rdgbCAvvGwhZuQ59f57yrCZ5UBVl
14508	ZGCvMMUrInTUe8cjiQaXJMxWO8PM6/NlQnDgHxGiWXBcSeLcGK4neDJ7bQ+d
14509	5GHn1QabaRwcF9mA+9wh3Dof9pc5Na4Pi0ne2BVKvLZQyR4W1HcKs4F9b1cp
14510	ucKlAuwUOXisMVSTeOZ969Ep9M/ty6Ky4cE054pu2P/YW6Yh3P97etYDcr8F
14511	ihXS4KYA+/FyOFOpLXES9ZTcL5jkkPuNy738CK6yVbBvgq1N1PJI/TPdycJD
14512	sOb01vCj8PTxhmRR7J8qWjDBhusGzt22gKlLA5P0YOH7PxRHkbzb/pMkT/Lw
14513	zNv2iKyfmq6UgJ1GnGapyIeXvfXHNXD05NNpT5KnTMi8OizWJu1YCg8uLHRa
14514	w2rGtepfYJP1s6ZH4Lxl55s245wsjZuTukb2m7KqCYX1D0+WvoV7v/whcg0O
14515	9Iju10G/OYFyWq0wr/2TShjcG+2oNQjTP+yqfQxHU9T+fA+X/ZH9XEoX/Xdt
14516	VxmB6yaG0/bCgou5zs/Juu0dxyKY9XHlX+ScZih+zB2ENY+GZmSSekaG4yX0
14517	cJ8unhM/AjuvoZ01gbnOQ9OWsODyAyU74F66mqoUXKSVmOEBl1IyYvjoL3pi
14518	RbY7zH4197ae3D/m82mOMGvu8csCWFnEbMEYDo5iXD1H8nARq5eGmc9Sx2Ph
14519	Fl6SxT+oR2bJJko8zFU5oNgMp7x6cCwDZiSO6OXAcYWjzArY+quAUwjM0Ch5
14520	9BqmJnyxdIRNrgw20FAfR2jhvAFMzwkM3gmrFTw+oKRL5pfYCzlkbuGoJkqT
14521	vO7dSObDCn7fdBTgmoSuy0aYQ8SEuGMbYF7H9sexsNRXxQ42zGlsMHwK+3L9
14522	NoWReozGDMm5rHk37P1tuIzzztsOVlYcZ0yS/J8oPPyV+IfvI0bod2b1ymc5
14523	sLX+sxOxsHupyMNy2Is9o9YF+676bFRNzvkDtiJUfXwO5s9nVsKign8bGcJ5
14524	+9YNXIN9Tx+w3aVP5iBuciLsbBYgdhwWDJ247wcL1jN+OwdT3WM6zcjckXJO
14525	OA/mHuPFr4bFbseJl8JNM9mPh9DPK5O+6LvwTIBVaCUcY10bXQb7xv29JwVe
14526	nOQl3IA5dbdFjsH04nTXK3BJ29ZSD1hOx2kiCTaJ3zXnDK+5oBvxKzwWYKPo
14527	BrPfjTj7wmUCA8UBsNfXa8MOsKvp7TP/gSN3imSbwoE3Xy+rgJUvTfA0yf4b
14528	z7z6AIeHv+PJwXE+quZ01C+QJHdHHGYWZ/SHwE6j28xXwXWOIcp1cJH5aSmy
14529	ztvpyViFOWTfKtMo8nrGDW3dPbC/4cNQbViN/V6fzC1+8mcKmaS+597JI/DE
14530	VaVD7iQ/B/aYEs7NxOp6fiTsRGt1cSDnaDKfkg9Hjjz0DiZzgcbdwGaSv5qY
14531	IZlr7u82aZ0g9UcVZyTBVoH2JbSN6He/66ezcNSRvHxTmDvfaHccLhVr9nGH
14532	P4orGbuR1zcsa/oVfpIh0c6Ay1p9n1wgz39/L4rMBTVV5s2FG8m5zacOoN7d
14533	c022d2CptQp+d2DeKXU9Djx9s3R/HJzuPHOrHG6q6HnuSZ5f84/lTbK+dYcF
14534	mXOFPAXKrsJ1a983bYAVEqjz58j1XpRLqsPBvKe7wuGZ3JHtOvDbEIbifljN
14535	8PCoObl+5p57jnBKfNVzDzJn/7I/fQusPGPglAi7bHGW1IadFBlLGmC5jNQg
14536	Bdjk5OqVS9EPRVywSpLkYxSpbg/LxWg0UeHIw6ybZM4K7tNRlYK9bFc0DcMm
14537	97RoimR/putZA8wlQgrfUnTJftt7pSPgItse021woFoBtwY2kY077A2beTL2
14538	fIaj2HqWMXBocTJXFeeo6Up2+nW4ha/Y+QNM3ye/7inZf8r1t10wP0g3dpq8
14539	fufPLzzIuX1TiyVvgLo/dOmSdWvt76JMmO1ef8UargzhRnrDJR52zRqwAK/0
14540	lyjYSc2sRQC2Kwlang675mYo9aKerHnqqWLYf3lsyu9wktHnX8phqb+El5yE
14541	U2MqnlfC1pGbdv0EJyxuf8aB66y0XTbANuIhX0phsROfIqnwL1/iBfMM/n0f
14542	+N+QV/j8lFAy2T+wafNXMlfW8gwj4LyT8rFkPYvl8GE/3KLrZUrm4Ca/bZec
14543	4JTW4U0kX+2ZH7LMYK+TAUV74cSlO911YMH8Iu1MuPLNdSlF+KP7wOsXcGBG
14544	VQcNljH9K4jkK9Hf5CZJrpfZqEfmqr5UAQtpmHUshPUAVtTVr1aBFyhHO0Qw
14545	p4S3/VltACfQjEd3wIst519vNyDztPfsRR2S9+MIP5g653u7DY7sSS2MJ/ks
14546	suhfyZw4FL6J5FHaLb1WGufqxPGvr7rgJ5+m6rXgJ4505hzcv1NiQRd2pZfz
14547	lTeR76cNDhrkXL/UfWwbLBPp/lwSFo3wvOgH1/1cwPyC62u7WanFwu46zeVc
14548	OKB5q1kW7D8YVX4NVtNf1LsJs2JFl4fBDRLSuRUw/59HGXawc8WlE/fI+stN
14549	28ncxvu79UslLDZG75tHHtqlYddvw2bizxpek/zaHVzy4RKrt2s6YNcCDYkU
14550	uFezJLAFDlodSouEB2kfWjvhsEi/GlIvZehaxlvYIDQ1ZAfsm0K9IkTyyei6
14551	bg73a/8oYAhf3yBbRocDK5J2B8E55hbNSvBYLKOiDKaKO01Jk3p5hhWzsGaf
14552	ziIN9lI6dcsG+XSkCx+Sg5VlNtanwqN/bgteD8e9kxQaInOT8MC0EfHnW8Wa
14553	mFvUa5MvOMAKbTtFDsK89Pq0Q3Dk3aLhXDgmvHn1OXjaovNgO7zm7Lbeu3CN
14554	Vpb9KHzsuGReL+nv8ZveefjfHzUY//89Q5f5X9O+8m4=
14555	"]], InsetBox[
14556	TagBox[
14557	StyleBox[
14558	TagBox["\<\"G\"\>",
14559	DisplayForm],
14560	FontFamily->"Helvetica",
14561	FontSize->9.996694214876035],
14562	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14563	9.996694214876035]& ], {16.937558817093933`, 13.081023536561338`}, \
14564	{1, -1}], LineBox[CompressedData["
14565	1:eJwt2Hk8VesaB/CN0jYkc5QiqUyZQnSonQoh6YSkbUiUHIkMudnJQZGEJHZF
14566	JGU7qRzDPbsic5nKmMw2SYhyTJnP/b33Xv88n6+11rOe51nvetfnsze5nP/V
14567	jZtCoQhxUSgk/u9Pgfa/qEqjKEi0F1vCi5X9bQsqNErXpN/hZLhQ6Z75CLzI
14568	78P5As/uqT9bCzs3MVoUt9AojD8zvqTC+WGcLhdYocaG7yw5/uOAZDwcOf0s
14569	UxFWjfOTLYCjv4rx9inTKK5N35VqyflSmqUJcLY5i6cFdpe98swY5nQ7STfA
14570	Fi06BXNKNEpd+O8+JfB4mHZBDszOeJ/6BPYsiLb3giMb7XPD4TblQ9w6cNra
14571	T1IOJF+ccAovLL5qR4QWvKLvcdKAIo2i0bf24yq4S+JbdT1s9zqnsxf9tSmy
14572	PKvggbMuR4tgltGA5Ac4P1MoLx02EPlY1kvO1/MUjYeFR1U7FmD6nTbhm7Bp
14573	546DcrhfSEdjaQI8+ndlkhmcn8qTlgVbhfGvCoT1fEIjamF3TnDuYzjnUNBf
14574	c7CzyrvcBniWb18nqbfwaDptBl5ss1vnD8sx6K1imI9d5n21N3A293bLbWSe
14575	zplXBLZibjaii2qwgriIkT3cMjFZqgSHG/LfzYRZzWs3rIUFj7Syx2GLZVPV
14576	n8gf+NSXumMbjSI17/q8Bhb26qd5wi23Ts7FE/8WF3kPDpfYOXIErnqUer0Q
14577	pnD5fOCDrVrnf2+ETS/4mhaR+ZkEWLTD0cxy9fOwYmOMSwsst6vRSx5m7spt
14578	LYen6N295LypWRuTLETqwwxlJmLOmsDaa4jOlz0ynBAZWv7tjohx1V92aCHW
14579	eZ1S0iZRzXmXCGJXqG0CH2Ly5fVhS+hLik9qog/RyrNC/yex2PhMMeJogNsQ
14580	OR7SLS32BJF6cYIhjOtGuT1tEuE6I2Xb7XDbfMKv8WQ+jB3HfoWH4iVE75M8
14581	jVSuy+S+1B6uP2HPVWFxf8DuL+T/boadU5Nk2+AVdk9EeRAtFAyquNFvspQT
14582	ryHMcjB7t02RzJtr5ApsTS9N2U/WEyv7fDW57luT2jHYQP7RnCSins3RdgfE
14583	7F+qX7ohMibtbpDj0V/ONOciNgxtrN+HSD3z8DJZh4zM2AYy34T3PxUM8VwM
14584	HLVPTCMv2/tIlD/sp5DeQJ7b1LuVPemw4sG2tUEw82b2x3Jimt01Ml9Fc9br
14585	TzDdRKDiC/pqW8i52AMzzpk+TYJX9PyMbYPtdBlbzck6a2yVf0fW9eU1q3lg
14586	u+vH2p/C1hu1ucqwTg1EdZojYblZLasouOWD6U1nmBnBbiXvqZ5UUjl5bxV1
14587	zo0YwjLHXK0EYEra4EEVuOJHDx95b2Xac8W2wov7FlLL4MINwxXbyT4RIcPI
14588	ghd3H9mzl7zXtmsy7sEVBZ9aHWFnSt7DJHjqabYb2SesBAK8H8JSG2ROvyD7
14589	Uky4D5vM+fiQcDfM8tQ90wW3DL8M5kc/CZemLgqinpYk0VptOGPQR88EnhKR
14590	3XmczGNTcWGUEplTuZk/WV/bzr5oIfNxs5u4BkebxZ6Tx3vnHpyZFA2X5KRs
14591	9YGpCoI6V8m8+tSWi8h7Olh80hseimSo8WLftJOotrWEFcpKlExgKUuLUVnY
14592	oHqaHQxnt56MHUS9qnd+l3xK9lmLYY0MMs/PN3jIPk3LUlY7AbPDl1q74RYb
14593	R20hmK7id/UzXHfYV66EfAeGah52wfszk7p8YUEBTdsaOPKUvKEqXNIub/sc
14594	dte82vNtM/q1GauOUiHruHdlAWwhkq/tQurd9fzqddhPU8t2J6mPuzvTA27r
14595	TudbDQ95GG88DtdlOW0eRL+0iGPz1nDOn02WlTCrZne2A0yVs/2eDeeXPOe7
14596	AC8GhC0/IPML/3wiDraKMV9Ohqc8jPz+DY8+munKhKtm77/tg517Br4Xww0X
14597	WiLWkO/W5cThAVicHlpvALtGqHyVQD0Uv++vTpN9fUnD5wiczNsQGwVP/dSP
14598	v0Pssrn7MZyh4TPWS/pfiGH+G07OW9W5Hd9NT6Fp3ddkPvXKkQyYns1XnAsP
14599	FFKkq+HFNas/ku8op0+0Vng75lonU/wvuMsyQvIInJP/9aQZyad+ty4CjtYd
14600	1RGGx6l9mnlwfnmZznvS/5y6WBPc9uHg2zDS713uls8wO7Lpri6cYd7tPwQX
14601	vsyKHZJHfgd9Jofkbwq7lQxbzfH4vIdVkz29beDFi3xvcmC9FE6ZBFxCXXoR
14602	DWtsY1X2bsLz8ZduOAWHPxqhFcAaPcw+PZjZU3QhCd6v4lsiBItz7aBEwFVZ
14603	k7uH0K/px4SxMJgzU85TBXsHaz+4CTPLVnjkwBbzbzvT4RCRKddHsHXP/EAp
14604	TG/1d0+H8ylJoUObyPeAeew5PKCqIC+O+tjDI/96B9dZ903tha2l1wWOwdnL
14605	N0XOw1V9a5xlSf0+fklM0i/bKucEbDq+uvG1PPlur/NII/NfTrVuhekWrkrf
14606	yHybDm4ahBvEWXv11bDeKQp/DcOq2qt7IuCukMNKHDgh/crmFjjDc51SNZlv
14607	vPDR9ep4n2by+B6TeoJWfrOHhSeNCv1Ivg7eyjiYuTKmQh+W4+HReA0r7nyz
14608	dQb9ZX+NXtEOC9asPZwNK7qW5g7DkT/eTznC4yECB8dgu0GrOWFyvk6A7wC8
14609	3zHtQKUcnt/ibd8GmPpqX2Yw7DntIJIHV3XffL4H5giUXo2Bp/zLYvnhkned
14610	Tm7weKasSJksrK5+ehccGKuXGAm7cnT8hWFn/wO9Z+HA25P0EfQb9zGxw02W
14611	fB/WF9fAJTbbdYJgvS1uP/KIVbI8MmEpgxufMuHx5tufB2HWERMOcQ63Rdw6
14612	3D+5n87Jh6kaVoHGMPNriGg9LC6WdcwPrmhLFJ2BAy0v7X8Iz4a69iuiHjlp
14613	M+caOM0ifJrUH8KKmh+FnS/y7n8KGzxZyOHFfNIi+lxm4NkXDtESsNXKa1by
14614	Gli/whulpGBjzvjtg7CwS7fvalhBMzPmPFzydslhGvlYdJHP8TDF7aVuA/yr
14615	edDRXDij8/7CA9ixbGVjHZyvdeeXU7Ag1TWyD6bx6a6QhUf31n37AbPdvt/K
14616	Qv8axekvf8J2nuduCMHUD7H/zMKB8fdfX9iI92KqQ3oKHo9lTnRuoFHkncRe
14617	DMNVqbPlh2HdcX1WByx34Mm+ZhnsOz61W6pgDa23VR6w6Gr1C3nkfkcYL6Xh
14618	xBjViRS4YXClS/96GuXerS3i12FnC/H2StjzXufuADjSP3+iHGa6xpecJv2f
14619	czbqhBXNjhefgKV6NqnyIR+DradiC4ck/uQxg4N7h3OJ9dgrdt2FXXelvXaA
14620	TR0Cbv0NKzw1of9G5ldww+kQ6m919KZfgb0ja+qfwK5XpnXvEierKM/CnMHd
14621	cmxY0X1irQHmUZjbtKYTzjkw+fkccVF5HUUT853em3cdNo09s7gNZgam5EXD
14622	as3pWodhuVdnDf3haAMqjz8ceDTlqxE88GpBhAmnCeZFz+B+Hg8EtvwFs+xP
14623	0eJho79eaTbCQ5kPdaXhUB0+jy+wex9/Siz6UdPeYjwJS2kkus9jPrryH6Lm
14624	yfX6g9JOcIfARosFOG41f1D5OhqFWy9pdBq2Kqo9vh1uvf271DeSr7l5b7o0
14625	jVLWU1/UCXNujehvg73svlOqNck+fymiRAr/7+VSz4ft4hWDfOAHhobPH5D6
14626	706bGsCh5nxj18n9Rdljm+BLxTVWF+EqQcPN8rD8kPgWd7ht5Z1Tv8ATAWLR
14627	DnCDhvuCB/ykctDbjuSz9ld+BufHJTKOk3x/5FstwW//kRU6Sa7fQtlqi/oS
14628	gpd1zpP5Tj6a+xNWXudWEEbysTtm+NGfV4UmF6nP/fGSxwlYbd1F0yLSz631
14629	/A/grdssgzmkPqcitQ+wi/Kl07xa6C/kk8gQHH/GOGM7LHzDeJa4TfdbjTUc
14630	l5h7tB5WFizwugTPFlt8vAdrzW3UTSHn14f7WMBCz0VHXsNpMlHWg6hPSCsq
14631	/CMxTb7qN1iL8tlgGNboFxbsQ38yc4duzWiR/XVM3hxudR+xWNIic2+682It
14632	6o4yiiKmthVoisO0VIHcn3CJ353SYEnkydELGIXHBd5UTUnQKNdC7ld3wSHP
14633	ztOCYGtmYEs1TNHhoUvCCZuYg/lwg7GjbbU49u1LQWdSYcUhCfNEOPQP/8oo
14634	cn6F6IZgOHzPBddA2Kr4628h8IVa/Ztnybw67Jn3yfmWSw5OpN6y4U91sKpL
14635	f6E9nOPnZCuM+xn0ah6ik/p3fj11Eo5Z9fSMK5mftO+zV7DjxWOSvqSehnqG
14636	JPp5JSAqHgnTdp9a8oLZjLf16WReqfahb+CtuUa+ZXAVa6HmH3L8b5OxLyTf
14637	iv69apjP1JjLssAOPH8vdW1j+Lv5uMkOOPC0xPJ+mLXMpNvDehmpykpwlGRI
14638	4xVyfv+eqxPIx9Q+ejgdZjqYyKTDchu800tgZyEN7V2wGYde3Q6zmixV36B+
14639	Qb0ByhhMzdxpqwUvyu1/PweHeBWVkvn890cN7f//niFO+w+UQiWS
14640	"]], InsetBox[
14641	TagBox[
14642	StyleBox[
14643	TagBox["\<\"G\"\>",
14644	DisplayForm],
14645	FontFamily->"Helvetica",
14646	FontSize->9.996694214876035],
14647	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14648	9.996694214876035]& ], {17.562441182905612`, 8.08102353656179}, \
14649	{-1, -1}],
14650	{Dashing[{0.030000000000000002`, 0.030000000000000002`}],
14651	LineBox[{{10., 14.000000000000902`}, {10., 6.0000000000000036`}}]},
14652	InsetBox[
14653	TagBox[
14654	StyleBox[
14655	TagBox["\<\"H\"\>",
14656	DisplayForm],
14657	FontFamily->"Helvetica",
14658	FontSize->9.996694214876035],
14659	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14660	9.996694214876035]& ], {9.404800000000002, 9.999999999999995}, \
14661	{1, 0}],
14662	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
14663	PointBox[{10., 6.}]}, InsetBox[
14664	TagBox[
14665	StyleBox[
14666	TagBox["\<\"T4 C1 N12\"\>",
14667	DisplayForm],
14668	FontFamily->"Helvetica",
14669	FontSize->7.997355371900828],
14670	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14671	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
14672	AspectRatio->1,
14673	PlotRange->{{-1, 21}, {-1, 21}}], {44, 44}, {0, 0}, {22, 22}],
14674	InsetBox[
14675	GraphicsBox[
14676	{Thickness[0.005], LineBox[CompressedData["
14677	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
14678	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
14679	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
14680	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
14681	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
14682	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
14683	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
14684	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
14685	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
14686	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
14687	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
14688	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
14689	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
14690	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
14691	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
14692	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
14693	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
14694	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
14695	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
14696	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
14697	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
14698	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
14699	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
14700	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
14701	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
14702	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
14703	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
14704	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
14705	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
14706	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
14707	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
14708	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
14709	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
14710	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
14711	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
14712	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
14713	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
14714	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
14715	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
14716	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
14717	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
14718	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
14719	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
14720	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
14721	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
14722	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
14723	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
14724	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
14725	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
14726	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
14727	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
14728	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
14729	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
14730	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
14731	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
14732	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
14733	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
14734	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
14735	"]], InsetBox[
14736	TagBox[
14737	StyleBox[
14738	TagBox["\<\"G\"\>",
14739	DisplayForm],
14740	FontFamily->"Helvetica",
14741	FontSize->9.996694214876035],
14742	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14743	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
14744	{0, 1}], LineBox[CompressedData["
14745	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
14746	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
14747	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
14748	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
14749	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
14750	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
14751	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
14752	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
14753	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
14754	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
14755	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
14756	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
14757	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
14758	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
14759	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
14760	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
14761	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
14762	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
14763	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
14764	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
14765	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
14766	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
14767	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
14768	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
14769	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
14770	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
14771	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
14772	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
14773	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
14774	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
14775	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
14776	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
14777	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
14778	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
14779	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
14780	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
14781	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
14782	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
14783	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
14784	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
14785	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
14786	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
14787	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
14788	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
14789	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
14790	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
14791	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
14792	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
14793	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
14794	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
14795	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
14796	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
14797	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
14798	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
14799	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
14800	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
14801	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
14802	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
14803	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
14804	"]], InsetBox[
14805	TagBox[
14806	StyleBox[
14807	TagBox["\<\"G\"\>",
14808	DisplayForm],
14809	FontFamily->"Helvetica",
14810	FontSize->9.996694214876035],
14811	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14812	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
14813	{0, 1}], LineBox[CompressedData["
14814	1:eJwt2Hs8lGkbB/BJElKNw+SYU3KckMYhkWHFxCzalShEJElStFkkoXitonIK
14815	5Vi0qWSHVSSncipmmSJRtNEkhzYqp/T+7n1f/8zn65557uv6zTNzX59R2Xfk
14816	p/0CFApl1RIKhTz+70+N+b9HGSZFsPbEfjE4OOhBfTY8lmy8uJ6sFxu7GMji
14817	/xY2h9lwSZcDvRZueqRUHQW7rtJnmMoxKdx0N+9qOMHDVqEAnu767k5Zz6T4
14818	v7E48wnmCHTY2MPMolxtLXkmhe6vFHwZDvajLVrDMmqmS/mwa5AewwbOVAhe
14819	z1BnUmYE31jqwpzscNkIuK5kvu07rpcjFOJ1H9bM3R1TCyfxX/ZMwvpbfb4F
14820	wSzxHd2yGkxKL7czcg389uMNfWOYLxty6z7qT7LM2W8Lzxi98/GGS7dsOWsH
14821	l4TudaHCFJ9l1pbk9Q3ve54gD7WDScN02KlvdybJh3Ja3ng18cN3h6Lhhd+l
14822	jo9if0qTxNooOHKFyMZ6Ug+fZp8Ov63pNEiHuTaeLq2we+eqXYHk+YZL3ddg
14823	v5nFlkAbOPrWEWYEnJd7XlIDHlxR2zINR9fzs6lwWWhafRT6UR4N/yBI8ump
14824	2CiFfNx1dfyWwfzXXWl3YN5K3wEJOGFyXNVeAdf7vvnsBpLXG6rYEDyW/eGL
14825	M1zCVG05tJZJ+VjYp5MA5ykkOo/AeSsbLj0i9XXGHWUrYt93aaorSF4P2c+y
14826	YNeLWgEucEJ6+c+dcL9+yJ9FMPU3mxk+bHJzxaYpmBXdI07Mueuz1EKTSana
14827	+0C3Ay5pFz9yBv54QV70Kkw/kfOtEfa/9i1gD9mv3TBtBm6p6vsiCg8KLE1V
14828	0ULfU4Wzd1FfGKXub3OYu56i7gJnvuoS+hHO/J3j9E2B5GSg6AinOB/XvgUr
14829	S7x4Zw3X6fvPB8A1es8r9OCWZWk+W2Dq6QBPcbhKzHydKix4cHz9GPYvkaga
14830	V4Fb4s4UNsB5lz+zzGAWcyE/A/a6qBlxFKY7rls8DM8Ih8fXwWFWXnEsuPfC
14831	6GYN1Ofau9ChBQd3d1sWwJSUv9SlYNaDdrcN6M+J33hABE5ZKRrRCKdU+4yK
14832	wpmbR2T3KqGOjIoQWVhZP91/Dp5JHdcxJPUFn+mwVcb7cCExx4Ps3+2UnQTT
14833	G/kVF2D2rY3KrbB1onB/J+x81s1mHp4+OzlLI3nc6AhRUUFebvezvGHqAOeq
14834	KRw6pL+8DGbVdLjZwAlxYX6LJN+5vBfWcFLW7sHt2rjPCmb/MYKZBjEPk2Ex
14835	xuwKReIltItPYbMOGm0B+zlZKdku0cHnwXr4QDfcdCPYVguO63t05zps9tvD
14836	BGs4T7e6JQymWNKzfoKl3AWusGGp5PM3foaZ7fNL1sOlh348zYIFJ6npgnCv
14837	0csoA7jlsJfVS+RDb2fFSMIJxzmfGmFuP6dnHPX4s6VePIL731yXb4J7R5bt
14838	e0M8nC9/mfSjWdsvRupZe5BzBJaR9fE1hPOUku7YwSmq3fkH4RrLF/l0eNBx
14839	YagYVpa2eyINf7Rlz46TfH0GKatI/61PPTYjj6LT95OosGZl5bZ4WD/ygKYy
14840	2d/gawsP5k8aT5rBJiJGgkqqyD1i2sMP5hikbfGBXQ+KuGXDOS+z56/CZTYD
14841	m/vgBd97RlyYc+XuG2X0W/X4m8dnVfJ9rdgbCAvvGwhZuQ59f57yrCZ5UBVl
14842	ZGCvMMUrInTUe8cjiQaXJMxWO8PM6/NlQnDgHxGiWXBcSeLcGK4neDJ7bQ+d
14843	5GHn1QabaRwcF9mA+9wh3Dof9pc5Na4Pi0ne2BVKvLZQyR4W1HcKs4F9b1cp
14844	ucKlAuwUOXisMVSTeOZ969Ep9M/ty6Ky4cE054pu2P/YW6Yh3P97etYDcr8F
14845	ihXS4KYA+/FyOFOpLXES9ZTcL5jkkPuNy738CK6yVbBvgq1N1PJI/TPdycJD
14846	sOb01vCj8PTxhmRR7J8qWjDBhusGzt22gKlLA5P0YOH7PxRHkbzb/pMkT/Lw
14847	zNv2iKyfmq6UgJ1GnGapyIeXvfXHNXD05NNpT5KnTMi8OizWJu1YCg8uLHRa
14848	w2rGtepfYJP1s6ZH4Lxl55s245wsjZuTukb2m7KqCYX1D0+WvoV7v/whcg0O
14849	9Iju10G/OYFyWq0wr/2TShjcG+2oNQjTP+yqfQxHU9T+fA+X/ZH9XEoX/Xdt
14850	VxmB6yaG0/bCgou5zs/Juu0dxyKY9XHlX+ScZih+zB2ENY+GZmSSekaG4yX0
14851	cJ8unhM/AjuvoZ01gbnOQ9OWsODyAyU74F66mqoUXKSVmOEBl1IyYvjoL3pi
14852	RbY7zH4197ae3D/m82mOMGvu8csCWFnEbMEYDo5iXD1H8nARq5eGmc9Sx2Ph
14853	Fl6SxT+oR2bJJko8zFU5oNgMp7x6cCwDZiSO6OXAcYWjzArY+quAUwjM0Ch5
14854	9BqmJnyxdIRNrgw20FAfR2jhvAFMzwkM3gmrFTw+oKRL5pfYCzlkbuGoJkqT
14855	vO7dSObDCn7fdBTgmoSuy0aYQ8SEuGMbYF7H9sexsNRXxQ42zGlsMHwK+3L9
14856	NoWReozGDMm5rHk37P1tuIzzztsOVlYcZ0yS/J8oPPyV+IfvI0bod2b1ymc5
14857	sLX+sxOxsHupyMNy2Is9o9YF+676bFRNzvkDtiJUfXwO5s9nVsKign8bGcJ5
14858	+9YNXIN9Tx+w3aVP5iBuciLsbBYgdhwWDJ247wcL1jN+OwdT3WM6zcjckXJO
14859	OA/mHuPFr4bFbseJl8JNM9mPh9DPK5O+6LvwTIBVaCUcY10bXQb7xv29JwVe
14860	nOQl3IA5dbdFjsH04nTXK3BJ29ZSD1hOx2kiCTaJ3zXnDK+5oBvxKzwWYKPo
14861	BrPfjTj7wmUCA8UBsNfXa8MOsKvp7TP/gSN3imSbwoE3Xy+rgJUvTfA0yf4b
14862	z7z6AIeHv+PJwXE+quZ01C+QJHdHHGYWZ/SHwE6j28xXwXWOIcp1cJH5aSmy
14863	ztvpyViFOWTfKtMo8nrGDW3dPbC/4cNQbViN/V6fzC1+8mcKmaS+597JI/DE
14864	VaVD7iQ/B/aYEs7NxOp6fiTsRGt1cSDnaDKfkg9Hjjz0DiZzgcbdwGaSv5qY
14865	IZlr7u82aZ0g9UcVZyTBVoH2JbSN6He/66ezcNSRvHxTmDvfaHccLhVr9nGH
14866	P4orGbuR1zcsa/oVfpIh0c6Ay1p9n1wgz39/L4rMBTVV5s2FG8m5zacOoN7d
14867	c022d2CptQp+d2DeKXU9Djx9s3R/HJzuPHOrHG6q6HnuSZ5f84/lTbK+dYcF
14868	mXOFPAXKrsJ1a983bYAVEqjz58j1XpRLqsPBvKe7wuGZ3JHtOvDbEIbifljN
14869	8PCoObl+5p57jnBKfNVzDzJn/7I/fQusPGPglAi7bHGW1IadFBlLGmC5jNQg
14870	Bdjk5OqVS9EPRVywSpLkYxSpbg/LxWg0UeHIw6ybZM4K7tNRlYK9bFc0DcMm
14871	97RoimR/putZA8wlQgrfUnTJftt7pSPgItse021woFoBtwY2kY077A2beTL2
14872	fIaj2HqWMXBocTJXFeeo6Up2+nW4ha/Y+QNM3ye/7inZf8r1t10wP0g3dpq8
14873	fufPLzzIuX1TiyVvgLo/dOmSdWvt76JMmO1ef8UargzhRnrDJR52zRqwAK/0
14874	lyjYSc2sRQC2Kwlang675mYo9aKerHnqqWLYf3lsyu9wktHnX8phqb+El5yE
14875	U2MqnlfC1pGbdv0EJyxuf8aB66y0XTbANuIhX0phsROfIqnwL1/iBfMM/n0f
14876	+N+QV/j8lFAy2T+wafNXMlfW8gwj4LyT8rFkPYvl8GE/3KLrZUrm4Ca/bZec
14877	4JTW4U0kX+2ZH7LMYK+TAUV74cSlO911YMH8Iu1MuPLNdSlF+KP7wOsXcGBG
14878	VQcNljH9K4jkK9Hf5CZJrpfZqEfmqr5UAQtpmHUshPUAVtTVr1aBFyhHO0Qw
14879	p4S3/VltACfQjEd3wIst519vNyDztPfsRR2S9+MIP5g653u7DY7sSS2MJ/ks
14880	suhfyZw4FL6J5FHaLb1WGufqxPGvr7rgJ5+m6rXgJ4505hzcv1NiQRd2pZfz
14881	lTeR76cNDhrkXL/UfWwbLBPp/lwSFo3wvOgH1/1cwPyC62u7WanFwu46zeVc
14882	OKB5q1kW7D8YVX4NVtNf1LsJs2JFl4fBDRLSuRUw/59HGXawc8WlE/fI+stN
14883	28ncxvu79UslLDZG75tHHtqlYddvw2bizxpek/zaHVzy4RKrt2s6YNcCDYkU
14884	uFezJLAFDlodSouEB2kfWjvhsEi/GlIvZehaxlvYIDQ1ZAfsm0K9IkTyyei6
14885	bg73a/8oYAhf3yBbRocDK5J2B8E55hbNSvBYLKOiDKaKO01Jk3p5hhWzsGaf
14886	ziIN9lI6dcsG+XSkCx+Sg5VlNtanwqN/bgteD8e9kxQaInOT8MC0EfHnW8Wa
14887	mFvUa5MvOMAKbTtFDsK89Pq0Q3Dk3aLhXDgmvHn1OXjaovNgO7zm7Lbeu3CN
14888	Vpb9KHzsuGReL+nv8ZveefjfHzUY//89Q5f5X9O+8m4=
14889	"]], InsetBox[
14890	TagBox[
14891	StyleBox[
14892	TagBox["\<\"G\"\>",
14893	DisplayForm],
14894	FontFamily->"Helvetica",
14895	FontSize->9.996694214876035],
14896	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14897	9.996694214876035]& ], {16.937558817093933`, 13.081023536561338`}, \
14898	{1, -1}], LineBox[CompressedData["
14899	1:eJwt2Hk8VesaB/CN0jYkc5QiqUyZQnSonQoh6YSkbUiUHIkMudnJQZGEJHZF
14900	JGU7qRzDPbsic5nKmMw2SYhyTJnP/b33Xv88n6+11rOe51nvetfnsze5nP/V
14901	jZtCoQhxUSgk/u9Pgfa/qEqjKEi0F1vCi5X9bQsqNErXpN/hZLhQ6Z75CLzI
14902	78P5As/uqT9bCzs3MVoUt9AojD8zvqTC+WGcLhdYocaG7yw5/uOAZDwcOf0s
14903	UxFWjfOTLYCjv4rx9inTKK5N35VqyflSmqUJcLY5i6cFdpe98swY5nQ7STfA
14904	Fi06BXNKNEpd+O8+JfB4mHZBDszOeJ/6BPYsiLb3giMb7XPD4TblQ9w6cNra
14905	T1IOJF+ccAovLL5qR4QWvKLvcdKAIo2i0bf24yq4S+JbdT1s9zqnsxf9tSmy
14906	PKvggbMuR4tgltGA5Ac4P1MoLx02EPlY1kvO1/MUjYeFR1U7FmD6nTbhm7Bp
14907	546DcrhfSEdjaQI8+ndlkhmcn8qTlgVbhfGvCoT1fEIjamF3TnDuYzjnUNBf
14908	c7CzyrvcBniWb18nqbfwaDptBl5ss1vnD8sx6K1imI9d5n21N3A293bLbWSe
14909	zplXBLZibjaii2qwgriIkT3cMjFZqgSHG/LfzYRZzWs3rIUFj7Syx2GLZVPV
14910	n8gf+NSXumMbjSI17/q8Bhb26qd5wi23Ts7FE/8WF3kPDpfYOXIErnqUer0Q
14911	pnD5fOCDrVrnf2+ETS/4mhaR+ZkEWLTD0cxy9fOwYmOMSwsst6vRSx5m7spt
14912	LYen6N295LypWRuTLETqwwxlJmLOmsDaa4jOlz0ynBAZWv7tjohx1V92aCHW
14913	eZ1S0iZRzXmXCGJXqG0CH2Ly5fVhS+hLik9qog/RyrNC/yex2PhMMeJogNsQ
14914	OR7SLS32BJF6cYIhjOtGuT1tEuE6I2Xb7XDbfMKv8WQ+jB3HfoWH4iVE75M8
14915	jVSuy+S+1B6uP2HPVWFxf8DuL+T/boadU5Nk2+AVdk9EeRAtFAyquNFvspQT
14916	ryHMcjB7t02RzJtr5ApsTS9N2U/WEyv7fDW57luT2jHYQP7RnCSins3RdgfE
14917	7F+qX7ohMibtbpDj0V/ONOciNgxtrN+HSD3z8DJZh4zM2AYy34T3PxUM8VwM
14918	HLVPTCMv2/tIlD/sp5DeQJ7b1LuVPemw4sG2tUEw82b2x3Jimt01Ml9Fc9br
14919	TzDdRKDiC/pqW8i52AMzzpk+TYJX9PyMbYPtdBlbzck6a2yVf0fW9eU1q3lg
14920	u+vH2p/C1hu1ucqwTg1EdZojYblZLasouOWD6U1nmBnBbiXvqZ5UUjl5bxV1
14921	zo0YwjLHXK0EYEra4EEVuOJHDx95b2Xac8W2wov7FlLL4MINwxXbyT4RIcPI
14922	ghd3H9mzl7zXtmsy7sEVBZ9aHWFnSt7DJHjqabYb2SesBAK8H8JSG2ROvyD7
14923	Uky4D5vM+fiQcDfM8tQ90wW3DL8M5kc/CZemLgqinpYk0VptOGPQR88EnhKR
14924	3XmczGNTcWGUEplTuZk/WV/bzr5oIfNxs5u4BkebxZ6Tx3vnHpyZFA2X5KRs
14925	9YGpCoI6V8m8+tSWi8h7Olh80hseimSo8WLftJOotrWEFcpKlExgKUuLUVnY
14926	oHqaHQxnt56MHUS9qnd+l3xK9lmLYY0MMs/PN3jIPk3LUlY7AbPDl1q74RYb
14927	R20hmK7id/UzXHfYV66EfAeGah52wfszk7p8YUEBTdsaOPKUvKEqXNIub/sc
14928	dte82vNtM/q1GauOUiHruHdlAWwhkq/tQurd9fzqddhPU8t2J6mPuzvTA27r
14929	TudbDQ95GG88DtdlOW0eRL+0iGPz1nDOn02WlTCrZne2A0yVs/2eDeeXPOe7
14930	AC8GhC0/IPML/3wiDraKMV9Ohqc8jPz+DY8+munKhKtm77/tg517Br4Xww0X
14931	WiLWkO/W5cThAVicHlpvALtGqHyVQD0Uv++vTpN9fUnD5wiczNsQGwVP/dSP
14932	v0Pssrn7MZyh4TPWS/pfiGH+G07OW9W5Hd9NT6Fp3ddkPvXKkQyYns1XnAsP
14933	FFKkq+HFNas/ku8op0+0Vng75lonU/wvuMsyQvIInJP/9aQZyad+ty4CjtYd
14934	1RGGx6l9mnlwfnmZznvS/5y6WBPc9uHg2zDS713uls8wO7Lpri6cYd7tPwQX
14935	vsyKHZJHfgd9Jofkbwq7lQxbzfH4vIdVkz29beDFi3xvcmC9FE6ZBFxCXXoR
14936	DWtsY1X2bsLz8ZduOAWHPxqhFcAaPcw+PZjZU3QhCd6v4lsiBItz7aBEwFVZ
14937	k7uH0K/px4SxMJgzU85TBXsHaz+4CTPLVnjkwBbzbzvT4RCRKddHsHXP/EAp
14938	TG/1d0+H8ylJoUObyPeAeew5PKCqIC+O+tjDI/96B9dZ903tha2l1wWOwdnL
14939	N0XOw1V9a5xlSf0+fklM0i/bKucEbDq+uvG1PPlur/NII/NfTrVuhekWrkrf
14940	yHybDm4ahBvEWXv11bDeKQp/DcOq2qt7IuCukMNKHDgh/crmFjjDc51SNZlv
14941	vPDR9ep4n2by+B6TeoJWfrOHhSeNCv1Ivg7eyjiYuTKmQh+W4+HReA0r7nyz
14942	dQb9ZX+NXtEOC9asPZwNK7qW5g7DkT/eTznC4yECB8dgu0GrOWFyvk6A7wC8
14943	3zHtQKUcnt/ibd8GmPpqX2Yw7DntIJIHV3XffL4H5giUXo2Bp/zLYvnhkned
14944	Tm7weKasSJksrK5+ehccGKuXGAm7cnT8hWFn/wO9Z+HA25P0EfQb9zGxw02W
14945	fB/WF9fAJTbbdYJgvS1uP/KIVbI8MmEpgxufMuHx5tufB2HWERMOcQ63Rdw6
14946	3D+5n87Jh6kaVoHGMPNriGg9LC6WdcwPrmhLFJ2BAy0v7X8Iz4a69iuiHjlp
14947	M+caOM0ifJrUH8KKmh+FnS/y7n8KGzxZyOHFfNIi+lxm4NkXDtESsNXKa1by
14948	Gli/whulpGBjzvjtg7CwS7fvalhBMzPmPFzydslhGvlYdJHP8TDF7aVuA/yr
14949	edDRXDij8/7CA9ixbGVjHZyvdeeXU7Ag1TWyD6bx6a6QhUf31n37AbPdvt/K
14950	Qv8axekvf8J2nuduCMHUD7H/zMKB8fdfX9iI92KqQ3oKHo9lTnRuoFHkncRe
14951	DMNVqbPlh2HdcX1WByx34Mm+ZhnsOz61W6pgDa23VR6w6Gr1C3nkfkcYL6Xh
14952	xBjViRS4YXClS/96GuXerS3i12FnC/H2StjzXufuADjSP3+iHGa6xpecJv2f
14953	czbqhBXNjhefgKV6NqnyIR+DradiC4ck/uQxg4N7h3OJ9dgrdt2FXXelvXaA
14954	TR0Cbv0NKzw1of9G5ldww+kQ6m919KZfgb0ja+qfwK5XpnXvEierKM/CnMHd
14955	cmxY0X1irQHmUZjbtKYTzjkw+fkccVF5HUUT853em3cdNo09s7gNZgam5EXD
14956	as3pWodhuVdnDf3haAMqjz8ceDTlqxE88GpBhAmnCeZFz+B+Hg8EtvwFs+xP
14957	0eJho79eaTbCQ5kPdaXhUB0+jy+wex9/Siz6UdPeYjwJS2kkus9jPrryH6Lm
14958	yfX6g9JOcIfARosFOG41f1D5OhqFWy9pdBq2Kqo9vh1uvf271DeSr7l5b7o0
14959	jVLWU1/UCXNujehvg73svlOqNck+fymiRAr/7+VSz4ft4hWDfOAHhobPH5D6
14960	706bGsCh5nxj18n9Rdljm+BLxTVWF+EqQcPN8rD8kPgWd7ht5Z1Tv8ATAWLR
14961	DnCDhvuCB/ykctDbjuSz9ld+BufHJTKOk3x/5FstwW//kRU6Sa7fQtlqi/oS
14962	gpd1zpP5Tj6a+xNWXudWEEbysTtm+NGfV4UmF6nP/fGSxwlYbd1F0yLSz631
14963	/A/grdssgzmkPqcitQ+wi/Kl07xa6C/kk8gQHH/GOGM7LHzDeJa4TfdbjTUc
14964	l5h7tB5WFizwugTPFlt8vAdrzW3UTSHn14f7WMBCz0VHXsNpMlHWg6hPSCsq
14965	/CMxTb7qN1iL8tlgGNboFxbsQ38yc4duzWiR/XVM3hxudR+xWNIic2+682It
14966	6o4yiiKmthVoisO0VIHcn3CJ353SYEnkydELGIXHBd5UTUnQKNdC7ld3wSHP
14967	ztOCYGtmYEs1TNHhoUvCCZuYg/lwg7GjbbU49u1LQWdSYcUhCfNEOPQP/8oo
14968	cn6F6IZgOHzPBddA2Kr4628h8IVa/Ztnybw67Jn3yfmWSw5OpN6y4U91sKpL
14969	f6E9nOPnZCuM+xn0ah6ik/p3fj11Eo5Z9fSMK5mftO+zV7DjxWOSvqSehnqG
14970	JPp5JSAqHgnTdp9a8oLZjLf16WReqfahb+CtuUa+ZXAVa6HmH3L8b5OxLyTf
14971	iv69apjP1JjLssAOPH8vdW1j+Lv5uMkOOPC0xPJ+mLXMpNvDehmpykpwlGRI
14972	4xVyfv+eqxPIx9Q+ejgdZjqYyKTDchu800tgZyEN7V2wGYde3Q6zmixV36B+
14973	Qb0ByhhMzdxpqwUvyu1/PweHeBWVkvn890cN7f//niFO+w+UQiWS
14974	"]], InsetBox[
14975	TagBox[
14976	StyleBox[
14977	TagBox["\<\"G\"\>",
14978	DisplayForm],
14979	FontFamily->"Helvetica",
14980	FontSize->9.996694214876035],
14981	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
14982	9.996694214876035]& ], {17.562441182905612`, 8.08102353656179}, \
14983	{-1, -1}], LineBox[CompressedData["
14984	1:eJxFlA1QlEUYx/eUubIb+1CQFDyO3r17744jPhYts+RxmkHRGA6b4oIS7oxF
14985	cAo/RyQFZzAGnfBr8LrXaMjEhGzyRsiJyepS+QgWwjskTBRz9DqHzBtsSkjv
14986	WqrZduadnd/svu+7z7P//z/eUbaqaBpCKIc/U/O/A0PEP/OTgB7eN7HCgqHe
14987	c9xbSjkXFqDYlzEYSkeuDzLOtmj7J2UYbEmo6wUyl7OmwVGJoSl7OhxTOENR
14988	VOUODIkxi9M1aB6gtVvORb6FYdI3cLOMci7vb0/MxjAcHV/pY5yX7wtVyBgW
14989	SKnrF5IYQPsrXDcmJbjQejdVUThbv1hxu1+C7zryn78f5hz8OimiRYI9V7eO
14990	F9BYQLrqs8N1EpzQ5TeeZ5x3ut7v3CmBJSOnxEzmA7rmn7euWoJvNLL1gMLZ
14991	+O7mjYckeLxRSZoIc773kP9ImwS2l2yddqrl9WTatFck6FhEPT2MszVQ6J+B
14992	oSEt+xwhcYACqk/XL8DwyOTbFQ0KZ7REzs/D8K1+0DoN6QB1HyyL2ozh89lO
14993	9ULC2eO1bKjCcHe8/dUSyrmZdKrfwfDa8feWNShT69pBezGGwNi6sX7G2Vp3
14994	9U4GhpaI9DdUKJ73Z0Zt63wM5ctVZwjhbPM0dQQlyHp6poFSzujy7dYOCeQr
14995	P7W5FM7N9UsvHJEgc2/ntl7GOXnEVLdbgr7azO2hMOda9Y5fqiRwo4H2FPIU
14996	39+38YkaCW7lxMhFlLPVcWvZBxI4+66dcimcn63fNXZGArQ7MZMxzsG2Ez6/
14997	BHF/TQyFw5zLL0ne2bw/q/OzCOH79nepcpdguBgYOEop56DtpM6O4aOvci8p
14998	CufkP5Ze34pBvqj7nTHOuucO9vL+LP4zzMf/6z9aRjWEYPH+UGozrxeL75vm
14999	Jr2uKFj833G06RRjWJxvVK02IaQX5w+Ve08Tohf1FafFZRVTvag/0n1j+LCi
15000	F/3JUiVn9DO96F/yttPVKmQQ/W3btKgmjRhE/4ewfmUxNYj7cfvGeb0GcX81
15001	7aEXGTOI+33lgefjUNgg7n/OnPrIFCILfRzL2/TlGioL/Wgey2hxKrLQl/W3
15002	konvmSz0lz6ScPJBWBb6vLer+2wKMQr9uottWkqNQt8xN1njYcUo9O+97Iv9
15003	gRmFP7akkrXTkUn4R7v919xniEn4K7A6t7eUmoT/mjescn+omIQ/22edVw8w
15004	k/CvNs77swqZhb+jjDWUELPw/5qgv+tNahb5sMdxB5yKWeSHyhU9s5uZRb6M
15005	FjoKJ8NmkT+WvFBBIkkQ+dQzVBVrpwkiv8bYgb2HlASRb5ZHP3P2MM7/5d99
15006	1dRsgb8Benjw4g==
15007	"]], InsetBox[
15008	TagBox[
15009	StyleBox[
15010	TagBox["\<\"V\"\>",
15011	DisplayForm],
15012	FontFamily->"Helvetica",
15013	FontSize->9.996694214876035],
15014	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15015	9.996694214876035]& ], {9.154800000000002, 9.999999999999995}, \
15016	{1, 0}],
15017	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
15018	PointBox[{10., 6.}]}, InsetBox[
15019	TagBox[
15020	StyleBox[
15021	TagBox["\<\"T4 G2 N13\"\>",
15022	DisplayForm],
15023	FontFamily->"Helvetica",
15024	FontSize->7.997355371900828],
15025	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15026	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
15027	AspectRatio->1,
15028	PlotRange->{{-1, 21}, {-1, 21}}], {0, 22}, {0, 0}, {22, 22}], InsetBox[
15029	GraphicsBox[
15030	{Thickness[0.005], LineBox[CompressedData["
15031	1:eJwl1gk41dkbB/CfpYjk2hr7nm5jTSlC95ZqZObfXCMtU5YoO0nKMuiSROst
15032	RkalS0SFuWRKC1liLFmS5YbsRIwwCFHzPc/f83Cfj3N+73nf9/zOQcPl+C/H
15033	BCmKqsY3+WQL4welzaREyacekxq1zB18rsWketaujmjSZbI9WpfW+cPydqOj
15034	ebBfNiNODTZ92arC1WVS7nYnBOo0mRQ3TlMzBePOefIPfoMnKnuNszE+4111
15035	wQA+EDuYX43xCrPQgGENJkVPmzeZwbgU1fvmIRybtBCvh/W35GUnhxIHv1rm
15036	q8dkK/0YtGYfHMw4bfMINs0qVGPA/Cdyb7/AH/n5USbEFjZT2/WZbG16Y7wp
15037	ma+QK3FOH+uo+o7vgoclNeqLMR4efiHREa6SS/jpH4w7jXnLhJN8ns6YrjJg
15038	Ut6LRZw7MO20ybyaAZMtuOK8cDnMOVhcrAFHBQ7tH4BZyruvyWD+GRc2hyL1
15039	5QfumUW8cbr3nCzMKfg+pRbrGWWe364Gs+jenb9jfFOCw30VOEv3/vx+2EWm
15040	a7kkXBjrbCcHb66s659CfNHz0zFv0I9VBiIR1XCJqMk2Dsx/yayIh01lZCXs
15041	4bP6kXvsYPUhdW0tMj9oZKsY7KGzy2oJ/f6pYsLguTqTcuZIxgyS/fszXsQT
15042	NlU5avMe/afEbTpWw1UKRqoYp7Y8Swm5qsakrH+eebIIy7fU6y6pYh4tY0ET
15043	8Q8duEaFwTQfjvA+2JV2cicNVv+WYR0Py/zgSS9SYVJGkQ94bXD5lMHlaFi+
15044	nluphvpK+ZP/uhGXmvS7w1lmaQGusIdCqWM2vNfBsjQITlK2KRuB7yT6HODC
15045	HO7XGWX0O7yhk8uHnaNzvKxgodYmIyWs35Mob3GI+EiZrAvsMWlr4wqnv1RU
15046	y4Qn2hutybiXsLL5ADynGFhGnk80ciqWQb2sJXNpVXjHnroCIzg4SMV2DOvr
15047	d4trbYZLZnvN8uBJ3wFzbdi55JKwP8xf1nFuFvG4kUbmenD+64XxHJj3IujC
15048	COrXEayv+xGmXznMeQgHjgU0NCF/qiz94SnY9vKLt7vgYPGcehvYUI7xNFsZ
15049	/Zvo3a8Pj2yllMVg6v3cpCq8JnWz2DElrPshPlwd9hulPSpXRD2uYcuM4bWf
15050	8mX04EIb6eJfYNbfg/fuKqB+kTnJSDjb6qqSIVzi4p3zDDZP65FrkofH9fIW
15051	yfvEY3+9Ak+Y7K+wQj1tGtv63GB5R2XWJTjTVfLoQZhalEpvgn827iw9Cvub
15052	nl1PzgMrY9PYOTjpzYbHNrAB7/CfhSQeR8bzNFxm98foZ/K8Y5JaAkxJLb6z
15053	RD5JNjVeaeT5HY0Ho+FGVtgDLpxlX7m9Aubp8+SuwqlqUU8W4OEPBU/84LNv
15054	LQLVUK9/oo7LNni1tIOcIRy8dCFhBfEBu190YOeGN7/WIF/dGxnrhIjjQrTP
15055	w5bt7V9eIZ76jbBEUq/KSGe8Dzz3m/+vQvBJBUflReTLjnD7pxr9eUQ1CgbB
15056	w6XqJ5LhGc3j1b3fIe8kyagguE6ztmYbXFhnI+sK9zBmJ2+tRn3CDgcd4XO1
15057	at7zcog/wOR5wvevlLMcYJ6YOzca9mJWHqyXRb/DRXpy4I7+mku2cDDf81g/
15058	fPJy5eJHGay3xiJKE/nJ3Tx0/TYseiROxAOOdHg34AUPr/L158GfeB+17eCk
15059	ll1Sc/AZW5qiPfHYtLU5+nN9h8gGP1heNjKP7E/+B8usZHjC6dH/MmGBPbG5
15060	LTCPvzavBjbf6P1EAfnQ7tWpd8N6jDvPneFYc+UH/eT+bB68mE7yjf7bkA9f
15061	S53W6obZzdbeRbCpnsYXMdQ7LEjvJ/s/9DF+jxbM4ce0OpPn+epHtGH+IKWm
15062	DXtW+OaIk36FnhTrQ/7tmRUifMQzEs81SIHnQppy4ki/VjiYHYa1Qj2tNOHh
15063	b4+KyX1zZ2P8i3Tkb5rqs2IM/Wv6Y9pEDvaoSBkvh0OXPywKlkY/u0oz78PG
15064	+yIkW6TwPr1qKUgh91va7A9GMM3NquouHKDieJ1Dw/sTeLaokJwvw7mHnyUx
15065	fkn0Zidcf7G0bnwV4qva3ZHA+o0Cb8MkYfWYMwd2wzVuoRHOEngvpKQryHma
15066	O/Vacmgl4jRZhzXD6dnN2akryX3Y2kHuu4gfny5eg+XXpJi6kPtJraM/n4x/
15067	/1EyldxfswvPlmD/6bBNrfCuwIgsT8Sveicl9A121lnz3RjMd1gZoGCI3++c
15068	sQpBPmzjUKY2XBYw2SGM/JOylhZV4aSt+1KjYG5PkYQYzFV6JvkB7lkj8XAI
15069	8aqKLL7IoH66ikTDYzjBMoetCvM/6yqFk7+HN9RlaTTyfr0vsIBf/65I1eN5
15070	/zJvpXnUZzH2cngn6dfKlfN/wQO5HnIXSD5TzydPwxMam4/fQb7WFV4BDHja
15071	1d3uMuprtBc5Kw2/sLlm5CCO/b/ZdnsK/f5eiC6qKIb4FhZXeuHkibb2BlG8
15072	r6tTDvTAXzewRS6KIL+uKr1P8OFms4z9y7GOuJcr2Z8ujkYvcxn2J60lxozs
15073	17CbB0sY+WvcdDsBK+aFD10WQh8e92/MhxN+Y6Z8FcR5C5LMJuepcY+7VgY8
15074	0Z20hdw/ybZCppFwFm/SOBb2f1/bcBXmSLYtVsOPn0mY1cJs1/M7hdDf3ERZ
15075	T13Epx+301sPv8gT97gHl2wy8bSFtd/mtBohH/8Ad28XWIdfHlMM8zmufq7w
15076	wNrTqlbI32hBL3ov3GgxWJQPe3CdEjbBw1ZOKYKoNylkFUscpu/uSlsHm/rI
15077	KrUgH2txRpM67JEmMpYIn1avKegn/agN094L89zoHH+YOZnrSoOjq29FVGF9
15078	1rtR+wbUL79ht/Mn5Mu3ZZ1NgCnDbZmjpL7tnuqu8K1ZNYFKAcwXMOm3hGWF
15079	M/tiKeTVVdGlA4+NLMye+cqgJj77upPzmiDTbPzpC4Mabh6h6PDGbvby4Hl4
15080	S8h+JuwvZZ+1/jODsm7ZvoP8/9A40v/SaIZBcV793ZkMvyofYcX8y6BKuDcu
15081	8WEPZdm2rVMMKmlodLMK8j+afzvlyCSD8rD/9dgx2OJbpMvEBIMKfuLnkwMf
15082	9nI1+QAX9j27Nwk3Htv72ALz6V01XAOyHyefXumDqQIf6yOwz917xpWIX3Ky
15083	W+48PB2d+u4N1rfeV6qfAhfeKk77ZxreORuSAVOT9c3ULIPiSZsV3oLZTzvW
15084	/Qtb6yaER5P49kmyuaiPvyXewBGecyofV5lDf/YmjunCi6x0agPM7mSGTCC/
15085	bJN2uz7M532NkvoT5lr579KBTQ30t3vDze/ZrV/RH6NXdoV02KfWO+0E8mGt
15086	F6CNkn72Jd6OQ/5swdd3yXkMO5Uevg/1W29od7oIl9y40dA2yqCcfXOS/cj/
15087	a7S/mkqG0G9W5Ywz8bpD15N6Ee9R+Q9kvzk6cyIa7xjUXJzWtVMwc+p5wZEG
15088	9M/LYjERZgcsynW/wPNfjg9XkPeFfN20/P+nAfM/3qqYIw==
15089	"]], InsetBox[
15090	TagBox[
15091	StyleBox[
15092	TagBox["\<\"G\"\>",
15093	DisplayForm],
15094	FontFamily->"Helvetica",
15095	FontSize->9.996694214876035],
15096	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15097	9.996694214876035]& ], {4.84576923551745, 13.562492355174511`}, \
15098	{0, 1}], LineBox[CompressedData["
15099	1:eJwl1wk8VekbB/CT7OuNyDZcjKVQVxNF6h6iFKJSRMoexbhqhKL/TchIYwkz
15100	o8ZcNFqIq9Fkq65lmFCZLEnUTSqlIku2hvm98/f59Hn7Oud93ud53nPeUzp+
15101	4TsDRSiKuoc/ZOS+XsCPHk3996NKcxUkOm2aYNbU8/azy2jKmGEaEw+7dkZP
15102	my6juT9tFExZwKNKW3SHVWjuaufeY691aSo96ExaE/y2tHPsPMzMTx2uU6Gp
15103	6CTx07Zwe6+neT+sFeHImtShKW5QxV0VxC/Sc24rhSmxn7YcRvykpButETDf
15104	T4TZjetWg6v0adgn+TJnhyrmTZmt1YA5+zwTupHvxqqEm4vJ9X/E9Par0dzO
15105	yOFfZ5iIV3VqTAhPnDe0/QILr5o8cVdHHZOhG6RxvyDSwLsW/iW5MVeH5LPH
15106	aE5Sg6Y6dYJesUk8/SMcSw2aa2FyxdEPTk95P74N3v2wtTER5pXEe1nDB4yL
15107	LS+TfN7cMZaH0/42Km0g9QQ/Sa9HfKuj5iE9sGttto23Os29krlL7SVZ789I
15108	55fIT1ZQNv6C3B/e3+OpRlOXt5q0dcDCaxUtLajvYOxX+pUwff9xuBXs1jxg
15109	nkbm26xSK0d/quMXD+2Fmd+nVZnDTd6TLWok32uJyQ+wH3KDqxbaUX975Fgp
15110	Fz4V95taPPHVjkWu8B8FzEUseHTk6YON2J/0uJIfarRx/fbZ285wrihnQRPm
15111	iRxqOgEHBx8wSdFCvomPaOw3tS/oqYskLCjkiS/H+gYXygUXvsL9Nx4X58Gb
15112	2oZvbYG5A97NTOzf9ZFcfXnYNWfG4Qpsd1yYM6KJ9ewUekxRv9vT9JXDMLfH
15113	yOIaPOndzp+HWeOaPBX0k+srl2+A+e30XaMweGq4kbMf5kzslbwKn1HKq+XB
15114	fJ3mviZ4j8rVrDewcPBBdyMsbTjbaoJ8uWGHHhXAdhWRjodg12dFHn4wWzfG
15115	P5fU1yx/VhweYKirVsJM7dKZ88hHw33e/y653/dlIAPmejh9ex0W3jWLjEc9
15116	WvXP+VyY8VHL4xPq32dYJ2tJ7g9rDgmAuWfbWh8jH9Ymi/sD6J/x2vC0AzBt
15117	Vyx3FK5W9jftRL3CZZ1N6vDbV+xYK5h/O2PvM2WauiiRpfgTnlMfU+tyAbxr
15118	fnhuDHkKo6M1G+AUz1sHd8Aci7L1r+CPzk57qpAnr1heXB/xCr8NcGCpkee5
15119	a/AkbHTFcbIaeVOvol5+gGOleDLeMFNVdQzvI1VRMbagCgsTHluMwRrBz4dH
15120	MLKe1ITE4Pfi9Tv/9wLmj7hbzJJ5tg2i72EfK/W8MKzT8kk3Wha/5zuq77kP
15121	XxS6lW2E6boTGkvJfm2WyIyDWTvmZjbAot5i+xtIPoETXAe4MjRsQgrz+DWq
15122	g6vhqD8Fxo4k/9/1xOcxuiTE657CKByaCS3BuJmj+EMRxna3Tm1bjMs9Cxfd
15123	wsjaZh3RiLg5V7OXl5Hrq0tuWcLvG9WmU0m8SxnTV5B3Qlu9wAUW6H2dogbf
15124	OJljM03ylV3gZ6I/i6y0f04m/bAu2qgB00OLV4iS/FWXWFSh38sH8sPCMU8w
15125	JH4iAk70lqp8iPuYbUnpW+Dgq6dGV8DC5OKQDfC3M262ZzDyak+77MKoEiTT
15126	8m4p8kvZ0E9+v7U1dJMXzLV9otgD/5mYU9uvhOsLB+PYiFOQaLrzGMxUrD5S
15127	CSt4WE0bwhyVfd7WyMPMKnPnhCLe78nXSxvhVYbP857CvNZFGx2Qt4hyaHkf
15128	zCqXu14Hl3c8E52EhWKuTcvRB/f9Mn1MxKOuZnQfh+OM1b/zIpZKO8CHawU+
15129	dr/CjKh1bs3w9dYsh9cwy+mCzR34TXnUjhXI36fcxS8btlCtdw9cSt6XoAvb
15130	4T01020ZMMtIxP8D1tcoHXl1jfjJ24xjcPF25aclxMXndEeR/8ECA41sMv+r
15131	XqEPnBRwKcwPZtQrKrSj/sgjlouVYf62aFF7WE7T/Ggp8hnld7Q0oX8n71oW
15132	mZF+zcoLvGB2hHVZAerlKD+gpUj/1wizxEm/7p3y6UAcSYGUvP8SrC9VfaMW
15133	vt+3xvwOA/dfyDZqgsf70i20YB5LW3QEDp0/MLtEAft/2mZgDeLtbNvULCGP
15134	fv3T1nsezjHd3GMgB08LK8SR3x7HbZLHZPEcrZwxOQMf/7uiZEYG8xXHHeRR
15135	3yWXvV6/E+cV3swifmrflQ9Tc8rLldCflR5Jy+pgoYlzIzl/xu7OpUsjnuBh
15136	SHg/+V66HT0eCXO8fIy1yHsQdcBpCubnT7vZkPegX8IpAfnQ2VlddrCTx30j
15137	Bsm3lsU2gnvyNuf/AAt1DB+9J8/5zUzDCZhVeDA0m7xPuVtiLVBvO0fc3wB+
15138	vfbFWmcFUp+ew2/IN6Umbv1qmFW7jqcKr8ybFxkg8Q6XppB671Rv7PSCuf17
15139	/WbQn76oF3/ly5HvY7dnJMyKWHOjEvkKFUa1ReB4ndyey6iXk/117G/o94TR
15140	s5+jpbFfzdPSAXDS7fRhcynU99BwjobnTy00D0sgn+pPLzfAR7pOnSsSx/Mo
15141	bCjzhDMHkzyOiGG+iucv5LkaMlD39RTF/Qlb3YfhhDn/gODFOL81q5juWD80
15142	SFr3kgjmx4ws7YCZE1snFGF6se8xD9TzUW9t8q1F6AdXTUoI99JDVRkw50PD
15143	UT/UX+IXmJMHj360KuiBJfNsTvfAvNmor63Rvy+fm79fi3ij5kMJZ+Bkbktd
15144	OSy8mZ/xB9nvDSe61yOf9oHCrCa4bZdn3j1iU7Nocr3bZ/Od7chfIOnVlQRn
15145	PTJwuQszbf4ZJufdCvvEOAbqZVlmJXSQ71FqjbqlGDkP4297wNu3a6quJtfj
15146	DzeRc6tUreDVZ8xnXbQ5R86baxGmZYmwj8hu3zLUL/1cLfI51qfnHTMMYHWX
15147	/nkJmNnDlCLvLW+33xUx5M9gbpu0hwUp9bIvKJy3ee/CZ/Ae8i6X6W9dYFPp
15148	3/hYt8AmCX4Nt76wKY7VX1nVMN0Vk2wwy6YETG3ZVnKubKmQLJ1iU+1OqUmz
15149	cPL5z2cDJ9kU3WbjsBnxryzMdPmOY76Bkfp/50hak0LFJzbFXXIonon8hu5n
15150	vAgeZVMM+bdyhWT/7mllKozg/iV1Rf+dyzUGh/Q/Ip77zvEyeF1q4mMZmOfa
15151	XWlMvmsc5xg+zAjZbf0jLOycmfqM+fyAtxfJdy/Vq43uR3zeukxdQ/Tb44/m
15152	p2+wPuP32LhNsJMm4/hi5Md8f2iMrUrOEV7Asgk25XpkOEITrlAqcZRBPenG
15153	Rj/3kvXkf0z9CxZq216Mg2PvnPRd/5lNUd/s05CGndaFvNsFC2KyBhORb99t
15154	KxEJmB9uXDSF+hqL7Du3Y/7oyfdZQcrk34G5K4yxHvNTskwv+qO6MMXJH0N+
15155	ZpOGe2Fr1srQWuTvajd++B05N9kxu5Z9QDxGa+B5eN3b7/bbDyGfcw2BHrBP
15156	07uhVS/RLyV7O2sl8l5L98j3oZ8nr6+nyXfIzF4w+zebYhV1P/Yn+xnPyRKv
15157	Q74uJl8uKf3//x1c3m2KQf6ylP4XvI6Kzw==
15158	"]], InsetBox[
15159	TagBox[
15160	StyleBox[
15161	TagBox["\<\"G\"\>",
15162	DisplayForm],
15163	FontFamily->"Helvetica",
15164	FontSize->9.996694214876035],
15165	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15166	9.996694214876035]& ], {5.1542307644825485`, 4.562492355174517}, \
15167	{0, 1}], LineBox[CompressedData["
15168	1:eJwt2Hs8lGkbB/BJElKNw+SYU3KckMYhkWHFxCzalShEJElStFkkoXitonIK
15169	5Vi0qWSHVSSncipmmSJRtNEkhzYqp/T+7n1f/8zn65557uv6zTNzX59R2Xfk
15170	p/0CFApl1RIKhTz+70+N+b9HGSZFsPbEfjE4OOhBfTY8lmy8uJ6sFxu7GMji
15171	/xY2h9lwSZcDvRZueqRUHQW7rtJnmMoxKdx0N+9qOMHDVqEAnu767k5Zz6T4
15172	v7E48wnmCHTY2MPMolxtLXkmhe6vFHwZDvajLVrDMmqmS/mwa5AewwbOVAhe
15173	z1BnUmYE31jqwpzscNkIuK5kvu07rpcjFOJ1H9bM3R1TCyfxX/ZMwvpbfb4F
15174	wSzxHd2yGkxKL7czcg389uMNfWOYLxty6z7qT7LM2W8Lzxi98/GGS7dsOWsH
15175	l4TudaHCFJ9l1pbk9Q3ve54gD7WDScN02KlvdybJh3Ja3ng18cN3h6Lhhd+l
15176	jo9if0qTxNooOHKFyMZ6Ug+fZp8Ov63pNEiHuTaeLq2we+eqXYHk+YZL3ddg
15177	v5nFlkAbOPrWEWYEnJd7XlIDHlxR2zINR9fzs6lwWWhafRT6UR4N/yBI8ump
15178	2CiFfNx1dfyWwfzXXWl3YN5K3wEJOGFyXNVeAdf7vvnsBpLXG6rYEDyW/eGL
15179	M1zCVG05tJZJ+VjYp5MA5ykkOo/AeSsbLj0i9XXGHWUrYt93aaorSF4P2c+y
15180	YNeLWgEucEJ6+c+dcL9+yJ9FMPU3mxk+bHJzxaYpmBXdI07Mueuz1EKTSana
15181	+0C3Ay5pFz9yBv54QV70Kkw/kfOtEfa/9i1gD9mv3TBtBm6p6vsiCg8KLE1V
15182	0ULfU4Wzd1FfGKXub3OYu56i7gJnvuoS+hHO/J3j9E2B5GSg6AinOB/XvgUr
15183	S7x4Zw3X6fvPB8A1es8r9OCWZWk+W2Dq6QBPcbhKzHydKix4cHz9GPYvkaga
15184	V4Fb4s4UNsB5lz+zzGAWcyE/A/a6qBlxFKY7rls8DM8Ih8fXwWFWXnEsuPfC
15185	6GYN1Ofau9ChBQd3d1sWwJSUv9SlYNaDdrcN6M+J33hABE5ZKRrRCKdU+4yK
15186	wpmbR2T3KqGOjIoQWVhZP91/Dp5JHdcxJPUFn+mwVcb7cCExx4Ps3+2UnQTT
15187	G/kVF2D2rY3KrbB1onB/J+x81s1mHp4+OzlLI3nc6AhRUUFebvezvGHqAOeq
15188	KRw6pL+8DGbVdLjZwAlxYX6LJN+5vBfWcFLW7sHt2rjPCmb/MYKZBjEPk2Ex
15189	xuwKReIltItPYbMOGm0B+zlZKdku0cHnwXr4QDfcdCPYVguO63t05zps9tvD
15190	BGs4T7e6JQymWNKzfoKl3AWusGGp5PM3foaZ7fNL1sOlh348zYIFJ6npgnCv
15191	0csoA7jlsJfVS+RDb2fFSMIJxzmfGmFuP6dnHPX4s6VePIL731yXb4J7R5bt
15192	e0M8nC9/mfSjWdsvRupZe5BzBJaR9fE1hPOUku7YwSmq3fkH4RrLF/l0eNBx
15193	YagYVpa2eyINf7Rlz46TfH0GKatI/61PPTYjj6LT95OosGZl5bZ4WD/ygKYy
15194	2d/gawsP5k8aT5rBJiJGgkqqyD1i2sMP5hikbfGBXQ+KuGXDOS+z56/CZTYD
15195	m/vgBd97RlyYc+XuG2X0W/X4m8dnVfJ9rdgbCAvvGwhZuQ59f57yrCZ5UBVl
15196	ZGCvMMUrInTUe8cjiQaXJMxWO8PM6/NlQnDgHxGiWXBcSeLcGK4neDJ7bQ+d
15197	5GHn1QabaRwcF9mA+9wh3Dof9pc5Na4Pi0ne2BVKvLZQyR4W1HcKs4F9b1cp
15198	ucKlAuwUOXisMVSTeOZ969Ep9M/ty6Ky4cE054pu2P/YW6Yh3P97etYDcr8F
15199	ihXS4KYA+/FyOFOpLXES9ZTcL5jkkPuNy738CK6yVbBvgq1N1PJI/TPdycJD
15200	sOb01vCj8PTxhmRR7J8qWjDBhusGzt22gKlLA5P0YOH7PxRHkbzb/pMkT/Lw
15201	zNv2iKyfmq6UgJ1GnGapyIeXvfXHNXD05NNpT5KnTMi8OizWJu1YCg8uLHRa
15202	w2rGtepfYJP1s6ZH4Lxl55s245wsjZuTukb2m7KqCYX1D0+WvoV7v/whcg0O
15203	9Iju10G/OYFyWq0wr/2TShjcG+2oNQjTP+yqfQxHU9T+fA+X/ZH9XEoX/Xdt
15204	VxmB6yaG0/bCgou5zs/Juu0dxyKY9XHlX+ScZih+zB2ENY+GZmSSekaG4yX0
15205	cJ8unhM/AjuvoZ01gbnOQ9OWsODyAyU74F66mqoUXKSVmOEBl1IyYvjoL3pi
15206	RbY7zH4197ae3D/m82mOMGvu8csCWFnEbMEYDo5iXD1H8nARq5eGmc9Sx2Ph
15207	Fl6SxT+oR2bJJko8zFU5oNgMp7x6cCwDZiSO6OXAcYWjzArY+quAUwjM0Ch5
15208	9BqmJnyxdIRNrgw20FAfR2jhvAFMzwkM3gmrFTw+oKRL5pfYCzlkbuGoJkqT
15209	vO7dSObDCn7fdBTgmoSuy0aYQ8SEuGMbYF7H9sexsNRXxQ42zGlsMHwK+3L9
15210	NoWReozGDMm5rHk37P1tuIzzztsOVlYcZ0yS/J8oPPyV+IfvI0bod2b1ymc5
15211	sLX+sxOxsHupyMNy2Is9o9YF+676bFRNzvkDtiJUfXwO5s9nVsKign8bGcJ5
15212	+9YNXIN9Tx+w3aVP5iBuciLsbBYgdhwWDJ247wcL1jN+OwdT3WM6zcjckXJO
15213	OA/mHuPFr4bFbseJl8JNM9mPh9DPK5O+6LvwTIBVaCUcY10bXQb7xv29JwVe
15214	nOQl3IA5dbdFjsH04nTXK3BJ29ZSD1hOx2kiCTaJ3zXnDK+5oBvxKzwWYKPo
15215	BrPfjTj7wmUCA8UBsNfXa8MOsKvp7TP/gSN3imSbwoE3Xy+rgJUvTfA0yf4b
15216	z7z6AIeHv+PJwXE+quZ01C+QJHdHHGYWZ/SHwE6j28xXwXWOIcp1cJH5aSmy
15217	ztvpyViFOWTfKtMo8nrGDW3dPbC/4cNQbViN/V6fzC1+8mcKmaS+597JI/DE
15218	VaVD7iQ/B/aYEs7NxOp6fiTsRGt1cSDnaDKfkg9Hjjz0DiZzgcbdwGaSv5qY
15219	IZlr7u82aZ0g9UcVZyTBVoH2JbSN6He/66ezcNSRvHxTmDvfaHccLhVr9nGH
15220	P4orGbuR1zcsa/oVfpIh0c6Ay1p9n1wgz39/L4rMBTVV5s2FG8m5zacOoN7d
15221	c022d2CptQp+d2DeKXU9Djx9s3R/HJzuPHOrHG6q6HnuSZ5f84/lTbK+dYcF
15222	mXOFPAXKrsJ1a983bYAVEqjz58j1XpRLqsPBvKe7wuGZ3JHtOvDbEIbifljN
15223	8PCoObl+5p57jnBKfNVzDzJn/7I/fQusPGPglAi7bHGW1IadFBlLGmC5jNQg
15224	Bdjk5OqVS9EPRVywSpLkYxSpbg/LxWg0UeHIw6ybZM4K7tNRlYK9bFc0DcMm
15225	97RoimR/putZA8wlQgrfUnTJftt7pSPgItse021woFoBtwY2kY077A2beTL2
15226	fIaj2HqWMXBocTJXFeeo6Up2+nW4ha/Y+QNM3ye/7inZf8r1t10wP0g3dpq8
15227	fufPLzzIuX1TiyVvgLo/dOmSdWvt76JMmO1ef8UargzhRnrDJR52zRqwAK/0
15228	lyjYSc2sRQC2Kwlang675mYo9aKerHnqqWLYf3lsyu9wktHnX8phqb+El5yE
15229	U2MqnlfC1pGbdv0EJyxuf8aB66y0XTbANuIhX0phsROfIqnwL1/iBfMM/n0f
15230	+N+QV/j8lFAy2T+wafNXMlfW8gwj4LyT8rFkPYvl8GE/3KLrZUrm4Ca/bZec
15231	4JTW4U0kX+2ZH7LMYK+TAUV74cSlO911YMH8Iu1MuPLNdSlF+KP7wOsXcGBG
15232	VQcNljH9K4jkK9Hf5CZJrpfZqEfmqr5UAQtpmHUshPUAVtTVr1aBFyhHO0Qw
15233	p4S3/VltACfQjEd3wIst519vNyDztPfsRR2S9+MIP5g653u7DY7sSS2MJ/ks
15234	suhfyZw4FL6J5FHaLb1WGufqxPGvr7rgJ5+m6rXgJ4505hzcv1NiQRd2pZfz
15235	lTeR76cNDhrkXL/UfWwbLBPp/lwSFo3wvOgH1/1cwPyC62u7WanFwu46zeVc
15236	OKB5q1kW7D8YVX4NVtNf1LsJs2JFl4fBDRLSuRUw/59HGXawc8WlE/fI+stN
15237	28ncxvu79UslLDZG75tHHtqlYddvw2bizxpek/zaHVzy4RKrt2s6YNcCDYkU
15238	uFezJLAFDlodSouEB2kfWjvhsEi/GlIvZehaxlvYIDQ1ZAfsm0K9IkTyyei6
15239	bg73a/8oYAhf3yBbRocDK5J2B8E55hbNSvBYLKOiDKaKO01Jk3p5hhWzsGaf
15240	ziIN9lI6dcsG+XSkCx+Sg5VlNtanwqN/bgteD8e9kxQaInOT8MC0EfHnW8Wa
15241	mFvUa5MvOMAKbTtFDsK89Pq0Q3Dk3aLhXDgmvHn1OXjaovNgO7zm7Lbeu3CN
15242	Vpb9KHzsuGReL+nv8ZveefjfHzUY//89Q5f5X9O+8m4=
15243	"]], InsetBox[
15244	TagBox[
15245	StyleBox[
15246	TagBox["\<\"G\"\>",
15247	DisplayForm],
15248	FontFamily->"Helvetica",
15249	FontSize->9.996694214876035],
15250	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15251	9.996694214876035]& ], {16.937558817093933`, 13.081023536561338`}, \
15252	{1, -1}], LineBox[CompressedData["
15253	1:eJwt2Hk8VesaB/CN0jYkc5QiqUyZQnSonQoh6YSkbUiUHIkMudnJQZGEJHZF
15254	JGU7qRzDPbsic5nKmMw2SYhyTJnP/b33Xv88n6+11rOe51nvetfnsze5nP/V
15255	jZtCoQhxUSgk/u9Pgfa/qEqjKEi0F1vCi5X9bQsqNErXpN/hZLhQ6Z75CLzI
15256	78P5As/uqT9bCzs3MVoUt9AojD8zvqTC+WGcLhdYocaG7yw5/uOAZDwcOf0s
15257	UxFWjfOTLYCjv4rx9inTKK5N35VqyflSmqUJcLY5i6cFdpe98swY5nQ7STfA
15258	Fi06BXNKNEpd+O8+JfB4mHZBDszOeJ/6BPYsiLb3giMb7XPD4TblQ9w6cNra
15259	T1IOJF+ccAovLL5qR4QWvKLvcdKAIo2i0bf24yq4S+JbdT1s9zqnsxf9tSmy
15260	PKvggbMuR4tgltGA5Ac4P1MoLx02EPlY1kvO1/MUjYeFR1U7FmD6nTbhm7Bp
15261	546DcrhfSEdjaQI8+ndlkhmcn8qTlgVbhfGvCoT1fEIjamF3TnDuYzjnUNBf
15262	c7CzyrvcBniWb18nqbfwaDptBl5ss1vnD8sx6K1imI9d5n21N3A293bLbWSe
15263	zplXBLZibjaii2qwgriIkT3cMjFZqgSHG/LfzYRZzWs3rIUFj7Syx2GLZVPV
15264	n8gf+NSXumMbjSI17/q8Bhb26qd5wi23Ts7FE/8WF3kPDpfYOXIErnqUer0Q
15265	pnD5fOCDrVrnf2+ETS/4mhaR+ZkEWLTD0cxy9fOwYmOMSwsst6vRSx5m7spt
15266	LYen6N295LypWRuTLETqwwxlJmLOmsDaa4jOlz0ynBAZWv7tjohx1V92aCHW
15267	eZ1S0iZRzXmXCGJXqG0CH2Ly5fVhS+hLik9qog/RyrNC/yex2PhMMeJogNsQ
15268	OR7SLS32BJF6cYIhjOtGuT1tEuE6I2Xb7XDbfMKv8WQ+jB3HfoWH4iVE75M8
15269	jVSuy+S+1B6uP2HPVWFxf8DuL+T/boadU5Nk2+AVdk9EeRAtFAyquNFvspQT
15270	ryHMcjB7t02RzJtr5ApsTS9N2U/WEyv7fDW57luT2jHYQP7RnCSins3RdgfE
15271	7F+qX7ohMibtbpDj0V/ONOciNgxtrN+HSD3z8DJZh4zM2AYy34T3PxUM8VwM
15272	HLVPTCMv2/tIlD/sp5DeQJ7b1LuVPemw4sG2tUEw82b2x3Jimt01Ml9Fc9br
15273	TzDdRKDiC/pqW8i52AMzzpk+TYJX9PyMbYPtdBlbzck6a2yVf0fW9eU1q3lg
15274	u+vH2p/C1hu1ucqwTg1EdZojYblZLasouOWD6U1nmBnBbiXvqZ5UUjl5bxV1
15275	zo0YwjLHXK0EYEra4EEVuOJHDx95b2Xac8W2wov7FlLL4MINwxXbyT4RIcPI
15276	ghd3H9mzl7zXtmsy7sEVBZ9aHWFnSt7DJHjqabYb2SesBAK8H8JSG2ROvyD7
15277	Uky4D5vM+fiQcDfM8tQ90wW3DL8M5kc/CZemLgqinpYk0VptOGPQR88EnhKR
15278	3XmczGNTcWGUEplTuZk/WV/bzr5oIfNxs5u4BkebxZ6Tx3vnHpyZFA2X5KRs
15279	9YGpCoI6V8m8+tSWi8h7Olh80hseimSo8WLftJOotrWEFcpKlExgKUuLUVnY
15280	oHqaHQxnt56MHUS9qnd+l3xK9lmLYY0MMs/PN3jIPk3LUlY7AbPDl1q74RYb
15281	R20hmK7id/UzXHfYV66EfAeGah52wfszk7p8YUEBTdsaOPKUvKEqXNIub/sc
15282	dte82vNtM/q1GauOUiHruHdlAWwhkq/tQurd9fzqddhPU8t2J6mPuzvTA27r
15283	TudbDQ95GG88DtdlOW0eRL+0iGPz1nDOn02WlTCrZne2A0yVs/2eDeeXPOe7
15284	AC8GhC0/IPML/3wiDraKMV9Ohqc8jPz+DY8+munKhKtm77/tg517Br4Xww0X
15285	WiLWkO/W5cThAVicHlpvALtGqHyVQD0Uv++vTpN9fUnD5wiczNsQGwVP/dSP
15286	v0Pssrn7MZyh4TPWS/pfiGH+G07OW9W5Hd9NT6Fp3ddkPvXKkQyYns1XnAsP
15287	FFKkq+HFNas/ku8op0+0Vng75lonU/wvuMsyQvIInJP/9aQZyad+ty4CjtYd
15288	1RGGx6l9mnlwfnmZznvS/5y6WBPc9uHg2zDS713uls8wO7Lpri6cYd7tPwQX
15289	vsyKHZJHfgd9Jofkbwq7lQxbzfH4vIdVkz29beDFi3xvcmC9FE6ZBFxCXXoR
15290	DWtsY1X2bsLz8ZduOAWHPxqhFcAaPcw+PZjZU3QhCd6v4lsiBItz7aBEwFVZ
15291	k7uH0K/px4SxMJgzU85TBXsHaz+4CTPLVnjkwBbzbzvT4RCRKddHsHXP/EAp
15292	TG/1d0+H8ylJoUObyPeAeew5PKCqIC+O+tjDI/96B9dZ903tha2l1wWOwdnL
15293	N0XOw1V9a5xlSf0+fklM0i/bKucEbDq+uvG1PPlur/NII/NfTrVuhekWrkrf
15294	yHybDm4ahBvEWXv11bDeKQp/DcOq2qt7IuCukMNKHDgh/crmFjjDc51SNZlv
15295	vPDR9ep4n2by+B6TeoJWfrOHhSeNCv1Ivg7eyjiYuTKmQh+W4+HReA0r7nyz
15296	dQb9ZX+NXtEOC9asPZwNK7qW5g7DkT/eTznC4yECB8dgu0GrOWFyvk6A7wC8
15297	3zHtQKUcnt/ibd8GmPpqX2Yw7DntIJIHV3XffL4H5giUXo2Bp/zLYvnhkned
15298	Tm7weKasSJksrK5+ehccGKuXGAm7cnT8hWFn/wO9Z+HA25P0EfQb9zGxw02W
15299	fB/WF9fAJTbbdYJgvS1uP/KIVbI8MmEpgxufMuHx5tufB2HWERMOcQ63Rdw6
15300	3D+5n87Jh6kaVoHGMPNriGg9LC6WdcwPrmhLFJ2BAy0v7X8Iz4a69iuiHjlp
15301	M+caOM0ifJrUH8KKmh+FnS/y7n8KGzxZyOHFfNIi+lxm4NkXDtESsNXKa1by
15302	Gli/whulpGBjzvjtg7CwS7fvalhBMzPmPFzydslhGvlYdJHP8TDF7aVuA/yr
15303	edDRXDij8/7CA9ixbGVjHZyvdeeXU7Ag1TWyD6bx6a6QhUf31n37AbPdvt/K
15304	Qv8axekvf8J2nuduCMHUD7H/zMKB8fdfX9iI92KqQ3oKHo9lTnRuoFHkncRe
15305	DMNVqbPlh2HdcX1WByx34Mm+ZhnsOz61W6pgDa23VR6w6Gr1C3nkfkcYL6Xh
15306	xBjViRS4YXClS/96GuXerS3i12FnC/H2StjzXufuADjSP3+iHGa6xpecJv2f
15307	czbqhBXNjhefgKV6NqnyIR+DradiC4ck/uQxg4N7h3OJ9dgrdt2FXXelvXaA
15308	TR0Cbv0NKzw1of9G5ldww+kQ6m919KZfgb0ja+qfwK5XpnXvEierKM/CnMHd
15309	cmxY0X1irQHmUZjbtKYTzjkw+fkccVF5HUUT853em3cdNo09s7gNZgam5EXD
15310	as3pWodhuVdnDf3haAMqjz8ceDTlqxE88GpBhAmnCeZFz+B+Hg8EtvwFs+xP
15311	0eJho79eaTbCQ5kPdaXhUB0+jy+wex9/Siz6UdPeYjwJS2kkus9jPrryH6Lm
15312	yfX6g9JOcIfARosFOG41f1D5OhqFWy9pdBq2Kqo9vh1uvf271DeSr7l5b7o0
15313	jVLWU1/UCXNujehvg73svlOqNck+fymiRAr/7+VSz4ft4hWDfOAHhobPH5D6
15314	706bGsCh5nxj18n9Rdljm+BLxTVWF+EqQcPN8rD8kPgWd7ht5Z1Tv8ATAWLR
15315	DnCDhvuCB/ykctDbjuSz9ld+BufHJTKOk3x/5FstwW//kRU6Sa7fQtlqi/oS
15316	gpd1zpP5Tj6a+xNWXudWEEbysTtm+NGfV4UmF6nP/fGSxwlYbd1F0yLSz631
15317	/A/grdssgzmkPqcitQ+wi/Kl07xa6C/kk8gQHH/GOGM7LHzDeJa4TfdbjTUc
15318	l5h7tB5WFizwugTPFlt8vAdrzW3UTSHn14f7WMBCz0VHXsNpMlHWg6hPSCsq
15319	/CMxTb7qN1iL8tlgGNboFxbsQ38yc4duzWiR/XVM3hxudR+xWNIic2+682It
15320	6o4yiiKmthVoisO0VIHcn3CJ353SYEnkydELGIXHBd5UTUnQKNdC7ld3wSHP
15321	ztOCYGtmYEs1TNHhoUvCCZuYg/lwg7GjbbU49u1LQWdSYcUhCfNEOPQP/8oo
15322	cn6F6IZgOHzPBddA2Kr4628h8IVa/Ztnybw67Jn3yfmWSw5OpN6y4U91sKpL
15323	f6E9nOPnZCuM+xn0ah6ik/p3fj11Eo5Z9fSMK5mftO+zV7DjxWOSvqSehnqG
15324	JPp5JSAqHgnTdp9a8oLZjLf16WReqfahb+CtuUa+ZXAVa6HmH3L8b5OxLyTf
15325	iv69apjP1JjLssAOPH8vdW1j+Lv5uMkOOPC0xPJ+mLXMpNvDehmpykpwlGRI
15326	4xVyfv+eqxPIx9Q+ejgdZjqYyKTDchu800tgZyEN7V2wGYde3Q6zmixV36B+
15327	Qb0ByhhMzdxpqwUvyu1/PweHeBWVkvn890cN7f//niFO+w+UQiWS
15328	"]], InsetBox[
15329	TagBox[
15330	StyleBox[
15331	TagBox["\<\"G\"\>",
15332	DisplayForm],
15333	FontFamily->"Helvetica",
15334	FontSize->9.996694214876035],
15335	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15336	9.996694214876035]& ], {17.562441182905612`, 8.08102353656179}, \
15337	{-1, -1}], LineBox[CompressedData["
15338	1:eJxFlgs4VekaxzdyGTWNGo5LiL611t5Lipwm1/KaOBmV3DMSKnLpOKQRmxmX
15339	3HYa1CaMJIpGGLNTZJCDQm7TTimlxm1UJ+m4ZKiU8+1z5nzt59nPen7P2nut
15340	7/ve9/3//7r7Q5z8pDkcThH+Sq7/+1Cw5L9XNeCE8tJsxQjkfnpSsTQcs4Og
15341	bG8ZArMQRw2VN5h5t4UjGQgSIwOKfQXq+Pfs0oV4BKm8c7Ot2hrAOelzfSvm
15342	XOW55JprmAv9sprTEFQ/aIvPsV+Fn9fkO34RgeWs9MDQb5h5Zb+XdSGIMV4d
15343	5uyrCZzctsuBbxFo3DqvwBvArHZocM0GCoSJQkVT0AKOrdF2fjAFk6qhX9On
15344	MCt1NN2poKBDlv4hqBuzT0dXyEsK4o2DH4dPYY4bnM9kaWiO/DB/iaMNnKYy
15345	47x9NCS92rhlzzt8XxTyqaqQhpaJkMamUcwKj12na2nofh/+60AD5lzDoJh7
15346	NPzF/ItOt1TM/W8qU0dpyFIOT/d0kNz3qA8do0HwxtU/6HPMkCtY9YiGTReS
15347	Q7X78fptj3sotNDgorn+xJILkv08cbMqoMGoTlPLNxJz5Ac5p1AaPJUMbip5
15348	Yu5P2rrJjIaOGkcFcMQ89G8b6w8UuD8tHPTzwFw63rvynxSYhEilqfMx67Tk
15349	ecZS4HEtRXZJJWae6bIRKwoUNo+f65/HHJD+zO4TCuSKSrzd3fH6Ct8OK/Qj
15350	cNBVr/XulOwnssBChKC3bYvhh+34fIa6mYJMXE/++HD2Q8wmqv8KTEBw/2VM
15351	sELIavz+ncuc4xB8Y6LgMiGjg+s9XBWdikAt1Ea2dhfmSPP4I0UIJu6ZeOfn
15352	Yrb1irS4iYDHCo6HPcYMb165TiFQTTLOtlPXxefBN+hhKLCv0XwVvxPz5F9l
15353	nPdT4DJn5dcXgTnSycK1iAL1AXuDkBzMMIFWDVNw0/au+mQ55qHnp0a1adi3
15354	+9rFI9WYn7fuk3GnodT014fpVzGb/DgjnUqDvWhd+1dlkucHHvmlioYDM4Os
15355	ci5mjkutr5iG7zd6xFfHYp4/Xt0wTMO6vsN+pgcwNyUUSz3Fv5+0etFvjblf
15356	aueSJzS812r/dITBrKDwGa8d99ee9C0FSyXPc8/1KqFh8e+NyqazeL8Bvd9o
15357	8WnQD/rBpXQMs4P8xE5rGl67Bm/N/g3z0Nox409oiCvfu2XXMGal8ZKATgo8
15358	T2R5XXmFeb62JDuVAkHJjQ59ecn64lITdlDQ7eiiUa6H2fDLn5+spMBLJXhl
15359	sbuE82PWDCHYrBouVD8pWb/ei2M1CG6vjj1VfFuyfyuDrhwE814ZBYkqa/D8
15360	6szaJyGo/8rX8oo3Zp2cwkexCDbNJru9LZdwSmxZCoK5qhu5y+bXSPpxXUA+
15361	AiS2ljlnhXA/7Xdcfx1BbJ2/ybFkzGpp8cLnCO4uRpXV4bpzREaTVzUp0BcM
15362	CrLxXHPEzsh1NwWvS19+24TrzpnUe/ziNAWDiz7+9raYS+NUW/ooSLqeGN3l
15363	hdnhzJSaMg3TKkm2m4Mwi83RFnsa+HNX+OgQ5lsn2irjadjbKnYIw33DgWca
15364	RhU0DKbcUBU4Yi4sUp7uosEirPWDlhlmkz2XMgZp8OEeWP6FNmZB4fwGXF/z
15365	uUX8QeR+waP8qc5hRP7fnGEmNdKKyPNzDlo8j6hE5P1FFgY/p51FZH0Lf2xP
15366	fpyFyPqXvYy61nIakf3xraMTN+I5+f/+V0ufy7187eP5HLP5PMHy4cfzu8PX
15367	iQiUpcj56kknudqYU+T8Y7bltn/Hp0h9BjbUL/g0UqR+8rss/GfkaVJfeBN5
15368	SdaFJvX/svZM045CmvSH3IXQfdEvaNI/60fi/rHHkCH91fwiNfhpCEP6r/Cl
15369	cGLPjwzpTyNR+ZhLH0P696inxaa78wzp7/NHDxXtWMEl/R/jdr5ZpM0l86FY
15370	IWwI1OWS+enNOVi+W4P7cb6yrMbbFLlk/jZfPNy87zVD5pPzu8m01kOGzO+Z
15371	FY0q3HqGzLdYPz2vLZ8h8x/WUxJjF8cQfTizXOf+uD9D9EPk2GtS48oQfXG7
15372	tYE5vJ0h+pNfZvv193YM0SezX/SffubCEP0aYy6LTwYwRN/KFBvz9AQM0T/R
15373	9tEVMVUM0cdn394KrH7KEP3s6484moa4RF8F6u2FB/y5RH+9YurebhNxiT4f
15374	75grX7nAJfotPAEd0bY8ou+mNooZGzN5RP+zCoaecR7xiD+4HZ5BYg2W+EfU
15375	hnXiu84s8ZfpXYqizASW+I8jY/H+fSlL/Gm/XazpkRss8a/edAOlnl6W+Fse
15376	8+Cd9wOW+J+Y//zs3B2W+ONY8eGpHsn///TPezMBdd9VssRfD4ga2iczWeK/
15377	ZrKu3XZHWeLPVyNaa+/sZol/H/Edy7tnxhJ/V5NpVRPqssT/T8+1F65ezpJ8
15378	UJ865uMkzZL8oFIVJ1O+yCP5otqpY4WNPEvyh3ps8JVOdZbkE7k/tjkHG7Mk
15379	v+hX1ESNerMk30ydrXx3SMiS/GN5cPJv93tYko+8UmKEGUp6JD+hbE3Lq+56
15380	JF9VRSQ2UMV6JH/VBhvKnp3UI/msvrXrpx7ztSS/+dg9CAtPWEvyXfTaU2xU
15381	K+Y/89+ClOSqD/8BP+75BA==
15382	"]], InsetBox[
15383	TagBox[
15384	StyleBox[
15385	TagBox["\<\"G\"\>",
15386	DisplayForm],
15387	FontFamily->"Helvetica",
15388	FontSize->9.996694214876035],
15389	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15390	9.996694214876035]& ], {9.154800000000002, 9.999999999999995}, \
15391	{1, 0}],
15392	{PointSize[0.04], PointBox[{10., 13.99999999999999}],
15393	PointBox[{10., 6.}]}, InsetBox[
15394	TagBox[
15395	StyleBox[
15396	TagBox["\<\"T4 C1 N14\"\>",
15397	DisplayForm],
15398	FontFamily->"Helvetica",
15399	FontSize->7.997355371900828],
15400	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15401	7.997355371900828]& ], {10., -0.5}, {0, -1}]},
15402	AspectRatio->1,
15403	PlotRange->{{-1, 21}, {-1, 21}}], {22, 22}, {0, 0}, {22, 22}],
15404	InsetBox[
15405	TagBox[
15406	StyleBox[
15407	TagBox["\<\"G\"\>",
15408	DisplayForm],
15409	FontFamily->"Helvetica",
15410	FontSize->11.99603305785124],
15411	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15412	11.99603305785124]& ], {24., 69.96}, {0, 0}], InsetBox[
15413	TagBox[
15414	StyleBox[
15415	TagBox["\<\"G\"\>",
15416	DisplayForm],
15417	FontFamily->"Helvetica",
15418	FontSize->11.99603305785124],
15419	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15420	11.99603305785124]& ], {28.5, 69.96}, {0, 0}], InsetBox[
15421	TagBox[
15422	StyleBox[
15423	TagBox["\<\"\[RightArrow]\"\>",
15424	DisplayForm],
15425	FontFamily->"Helvetica",
15426	FontSize->11.99603305785124],
15427	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15428	11.99603305785124]& ], {33., 69.96}, {0, 0}], InsetBox[
15429	TagBox[
15430	StyleBox[
15431	TagBox["\<\"G\"\>",
15432	DisplayForm],
15433	FontFamily->"Helvetica",
15434	FontSize->11.99603305785124],
15435	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15436	11.99603305785124]& ], {37.5, 69.96}, {0, 0}], InsetBox[
15437	TagBox[
15438	StyleBox[
15439	TagBox["\<\"G\"\>",
15440	DisplayForm],
15441	FontFamily->"Helvetica",
15442	FontSize->11.99603305785124],
15443	StyleForm[#, FontFamily -> "Helvetica", FontSize ->
15444	11.99603305785124]& ], {42., 69.96}, {0, 0}]},
15445	AspectRatio->1.0999999999999999`,
15446	PlotRange->{{0, 66}, {0, 72.6}}], TraditionalForm]], "Print",
15447	CellChangeTimes->{3.4777465408353^9, 3.4778113180182^9, 3.4778115983157*^9,
15448	3.47911751953127^9, 3.47912291122788^9, 3.479127333539017*^9,
15449	3.499668102426846^9, 3.49966818593785^9, 3.500119781743864*^9,
15450	3.500184820040362^9, 3.500185289505512^9, 3.500186826642324*^9,
15451	3.500273765431819^9, 3.500273968108659^9, 3.500274631707769*^9},
15452	ImageCache->GraphicsData["CompressedBitmap", "\<\
15453	eJzt3QmYZUV1B/AH0z07izgsMiCb4IaiIiASF8RdCWCMouKwqCwKggpRTOKG
15454	CaCICyQmJFHcUVFU4gIuCYjimj3GJITEbGQiwWgWs9/Ur+45t+9rXne/meme
15455	GYa53zfT7913b9WpU6fO+Z9Tp6qOPvnc01901snnnvGCk/d+0stPPuf0M17w
15456	ir2fePbLy61F2wwG29xY/v1g74HPzWCQ/9Xry/6LL1s/b/289fPWz1s/b/18
15457	N/18v/pnUfM3f/M3zQ477FC/TY64t6T+v7z5wAc+0BxyyCHNgx70oObggw9u
15458	Hv3oRze/8Ru/UYu87bbbGnZ2n3322bY56KCDShGHHnpoE1f5dudit63/79g8
15459	4hGPaO55z3vms83DH/7wZrfddmu22WabZvXq1c2JJ55Y73/rW99ScvPgBz+4
15460	2X///Ztjjz22+du//ds169SKlbUVqlDUAx7wgOYpT3lK8yd/8iczVT2qqJby
15461	ZeNQPpgY8f43143/i+MeXquyNDpIWNL82Z/92RAJl156aW3Z7bffHi1e0i+r
15462	Xtdcc02z9957e2+WjlncrF27tvnhD3/YvXfhhRc2T3rSk8ZleJL967/+65Xs
15463	v//7v++K/vrXv9781m/9Vld0vLe+FI+qfhYmJ/POOuus2k977bVXs8cee9R+
15464	8/mOO+7oirz3ve/d/N7v/V7vvbasYHp3781vfnPzsIc9rPnBD34QLR9uxv/+
15465	7/9WcXvve987YzOSY3/xF3/R7LrrrvXb8zeQft9/93d/d6j8O9e57rSOQ8M3
15466	5uqCyeYjH/lI88IXvrAvBB2Z//RP/9QsWbJkiM0/8RM/UfVPIa8bWr/4i79Y
15467	Bezf/u3fotnDzXn3u9/dPOEJT8hum1WC/ud//qc5//zzm2c+85mDUYK+rnQv
15468	GZPl49A4W93fmpnVbVETzTOe8Yzmt3/7t/O3UdQuj3tUro5tXxym9j//8z/r
15469	WPzmN785K7UT8f9jH/vYKsz3u9/9mn/4h38YxdR1oHAcfo5L4QzVjsFK1o7E
15470	/fmf//mU2mrH2u/8zu/Ub8vi3h/90R8197rXvUay8m1vextB6zpyLr3wnve8
15471	p3nc4x5Xv43SC+tA3jiqYFzyZqh2Fj7myL3yyiubNWvWVAlOKo0EKGPKyi2r
15472	9vlNb3pTpeTHP/5x84UvfKH5v//7v/r9ne98Z3PYYYfFCF5Z61m+fHll+p/+
15473	6Z/2qa+f//u//7v5/Oc/3/zBH/yBehdF0+m8f/3Xf23y+sQnPtHst99+o8R1
15474	HOr/7u/+rjN2N998c/OlL31pes1L1o/gyRG1B6sPCPIOP/zwDt5sW64KyBY3
15475	z3/+85v+BfmUt5fWt7ZrrrrqKoys+Mqb8NsHP/jBjulPe9rTmvve9771N9Cv
15476	dMqQ4QX/ilrqLEO/Df/xH/8BOjSrVq2qBCfXcRy71PnABz6w1nnTTTedsAEN
15477	WV4bolBv3v/+92+e/OQnN9/5znemE7FkPWnPoRO11m8BNurzGwm97x2kGtE/
15478	9VM/1ey8887NypUr61+kFQEevHWMZ2qZbZsGe9U/y6q0eu4tb3lL1b7Jhl/+
15479	5V+urCoiOXjLOjxbb07261hUu/sXfuEX4lv7P409XP7cz/XLvnf8XnRH/b0A
15480	qW609t+5ZMznRpUNDPr9X/7lXzqL/LGPfayKwvbbb18tVUERXR3jPj9XOy4b
15481	ca++s3KYr9BR8uuyEffqOyv67yxtbrjhhma77bYb6sMf/ehHzdVXX92cdtpp
15482	l473WF+SUjq1/qd/+qebXXbZpVmxYkUdRMbjpz71qU46Z3umX+ZMI2Gcz62C
15483	br7xjW80l1xySfPKV76yecMb3tB89rOfrcx/W31q8Uy/13cPiJJ2aJ71rGdV
15484	lnJLeKW088///M83j3zkI5svf7nWyNupJosBNdTAqfLc4Pzoknyu6WDXjlXr
15485	bEDZo4p+TxC9qDYt77bjaKfmH//xHyvqPPPMM5vHPOYxFVmy4tS9yl/xilfU
15486	3//6r/+6eoKXXXZZrfDII4+sz59wwgmE4kVRKBB1+eWXa0dnEFVx3HHH1W8r
15487	4h5MFOTEsNvopLy35Uv+9NrXvrZ67tzmdgxOVrF86EMfWqEkF+Of//mfYwCv
15488	aL773e82L3jBC5qTTjqpws3rr7++Fs0uclEe9ahHNSeffDIo1MEjCAM04rIX
15489	5fLMqOb3f//3a+dytvy98cYbOxNDT1x88cX12z3vOqQGcxdHaTSqGsHXojoS
15490	M/zVX/1VNexHH3109+j73//+Gts59dRT9fSiaAMB0NG/+qu/WgUAADjiiCNq
15491	m7TNZ69873vf63Tsf/3Xf1WCP/e5z1XFVaDG4GkxzIUemHRXcdgr7Cn6OU0A
15492	aEnWFHfPLaER7xvukOc973kVUkNfj3/84yfjNp0LZMJMRWqyieeee24VFmAh
15493	H4VJjzrqqIqRykjOQfyVr3ylCsbXvva1GoniDbz4xS9uLrrooubVr351beLP
15494	/dzPdUAbjZ7FkiuuuKI2qRSdvlMB0fU2MH1YcOSJT3xi5YTLawX+d6b7Na95
15495	TXPBBRf0hsvdo63TuteIzqt8nojSbr311ub444+vt3/t137NKO6cdIT57fvf
15496	/z6tmk2/5ZZbajv470W08rb41I477lhVUbGObSHLq9xTxddee219i1niQLgv
15497	poJDBRVuG48XwaxanK392Z/92eaTn/xk8/KXv7yZnJysAMff0h+HBvlEnPPL
15498	PMNAxR2JYTJRRyHDqZbC51VbGdEy4v3DgkHdu6j38jn5QXXz9V0FcyGt44c4
15499	k3HiKq9kw2nCP/zDP6xIsFjqHD5UGpxZwGBnGERXgMZifQfJIGoNiWeccUZV
15500	fU9/+tMrgyhZ6AUnttlmm0WaX4qYmJio48PLh9T/l9ZR+Su/8ivGdO0CWAjP
15501	UfbVr351l7tfkz843NlUliAGoFgIzJZ/6EMfqhF5F7X10Y9+dJC/CdVlWIW3
15502	z9osit/g/ac+9an1t29/+9vNS1/60u497mX65OQdok5ughHceFaugLJkW0Eo
15503	NVw8VcyiquIyYSP5oL1xDQ6M55CCZQXNDJbGPdXecccd+nmw292eA1cNiwIw
15504	DCm86lWvmlJTk1VZkB+WjEoqsHooagstcn4KsMhXPPozP/MzlRrKb82aNR0P
15505	GDuBOdcpp5xCZ3bF0UlAKuRfpD/H1HOf+9zmM5/5TK29sD3de4JvAGDAtiMG
15506	RMJUBP7SL/1S86IXvYintn8QIvog/nPOOedUVPybv/mb3dBMBenbvbayZzb2
15507	fLgVoozxckSLrKKxg0aGj2HCaSujLJv6x3/8x7WJLmHKYtw6Njz72c82DVB/
15508	O/300z3bjTAKDmddRmHhfvceVyQoqzq0oOLuN6gtjaX5p+Irdr9pLRjMwNL0
15509	RaMPWk4srsPoJ3/yJ2uZus78XenlHKHnnXce5tRv+27+XGAGxEh7kGG+uRAi
15510	sWv8hDpRkquvvrrTNXxyIIY3UkpJAgjbTTfdVAcMZfjv//7vXYNpQvxzkdli
15511	3zrCRRHBJhfii+Xt+E7eYTXlFecqX1E7L83F+S38isj4ZK0mZnNrmPiNb3xj
15512	p3ypAVbZtwdu2hamXhCz5TZqZSFjch5b+JG2K/eOn3gp1113XZ2+Tv4SNr4t
15513	9VNcj7wtRq+RH//4xym1bIfsABW4fO6rFW3ec889aaMu9K+IUGwgdXWNC+zK
15514	doiFMWlEj/SWnzuUC8zpFa/cfvvthyxoG/K3dCa0hffot/lvy0fbbrl/NIlr
15515	QI+05bRvSANBP++wjN2kr8CYGihUAVp+9KMfBf9XVC4wZVQHH5UH5AJbhBzM
15516	WhHn66+/PubrllU3g0xD0LvvvnuNK7EkZFvqzY9//OPBY+aHzPa37Tqw7sLG
15517	+Sb36pa5h/dY/5KXvKSisIITk1kGK8cebnMx2vQ1BubcGN8B5WkWRMHjCqa3
15518	sRtpUkyGCARMeNzoqlPXHnPMMTVK6VtORc1n9R9vGfC4eI3YEuUvfvGL3Uye
15519	sMTrX//6qLy9B4OAoVRagms+jHd5ogXK5EjXrWG8BifEPd3Fa5pq1aRcjeq8
15520	MnZRZYdk17O6Tww3jlV++9vf3pPJRRUfk8epe625NfsARGh4Ua5R62QVHhcl
15521	S1j7iTWcNzpiqqWtk2egw35cTKhSffR3aCDfF89j1dNaTUuhYkoSFtUQGDez
15522	5WRbPPDA2rikBxUQ0lXNycmMuFCQnQkxOJAjwrwmSuQVm1GUNVJGemo2rTN5
15523	F9VPzmPNnxxutDGvtn6jqSQ8vO222zo1bZgccMABdfRR46orlGXtBryfxV88
15524	Unqym3FElZ4t1mFwYr23ooI7IW8mlXPH1zTahAPMPS8gCZ+6s6y/9a05n9bK
15525	ImVJSTI6inIpFsV+M5IKQNi9Pr6s3qJ+BBXMP0GsBi4fRAOLHEbDV9XsPakH
15526	eXlXNErY07xNCOBCkHDtcMNpMLj2a1/7Wqc+DHKgtSjLom78v6gmH+mu73zn
15527	O4M9g9d/+Zd/WanjmKlGPsPJUYYYUGb9zUe5n27JPiqKouOpfnMumXNFI9JX
15528	hSFdlRBujId4bqKOHZk8SFy7dm3qaPgheDw4Je6Rlri6ubd5rOYzbaMeHz9R
15529	A6lcs1G61IBvegpXn/F5+BwUZJGIeL7VeobFjTfeWEe1+EtqPSkc+O3bC+Je
15530	L8I7WLnAdX62be4T4ifdrsmt7Lb34L+YhumqJgYxNut08mtf+9quai5bghtg
15531	va/vlMXuF5ds8MK4B08BOv3mLlSdnxtuLu6Zier3rnl/eKz91lQFVzBsFRKX
15532	4liAL33pS8vjZxqfWAo0kCMavfzN9E5anBtdEPEgp3JNTka8rmDEjVHzdcOC
15533	bbKOoJVCO66bemHYppKaJ5t3vetdNYLHsafDilaO55dVSVGGMC8hLJCrKhg4
15534	B9i84oorBqfGs+Ye3DNU2RBwWcz3Pve5Tx1gxbPohu5C0HF92/xUVmbg8bUw
15535	cLB9vbe0QjYkKd5MlCIBVBq9jKP2sSW1G0xdPuQhD6mPipygjod2ehTFzrOW
15536	pt0gvzQeTGHBr8vmr8bPt+1K25HCzuG+R703UT01ekAs95prrlkSt3GNFWK4
15537	CjtSGT7nOc+p4uTbi4NOjGeRDEnz5JLoiZuJpXJvxQZX9MXhVogD4IdvmSLA
15538	6qCj6TTg4tpak9JmsKQJEP+i6VLR4XpAzpCV2bPGnh3yZGwQDgqWZqJ1vKOr
15539	qIxiDLtBuxHI+ugwc8wAcCT7zNEhqOtTAXxDHHxY0wN0exkhSQVbCN80nR0d
15540	L+3tWfE+XEQNbyIyPjLMlFBl9duquMcD4TE3nT5dWt0zo8tcmJEGgvl84IEH
15541	UlEJSzWMSVVTase5cvaSMSSH6d2EpExjDr0Y0bhBTiOTIN0iolEY16rZ7Sro
15542	/vCHP8xNrfII0FE1nL3o7arEzj777DojaP4gqZor8TAZpLFxbUpygkmPiJ/e
15543	+MY31p8KQO9iBBHXMjoHO9d7O9auZbxIHH8V3KDmxXQMdIzm1pmkENYwkv1O
15544	KV533XXbR9HjZlDWqbk5FESOJYzNQbCJyA2mHhbdykgA3Pvssw9L3Mfmbuma
15545	VTEcEsNzkPhTPjN4UFEpOcUcCmRj2tbduaePXQcdklLxspe9LBduBd/mjZxP
15546	9vkxWbGAbFC9aVKnmMYO9aiFp9h0CnVJdc20gHBCNnrTjN4NN9zQLbyAnrhx
15547	LmNF6AgEEGlKK9XPlT1mTCUyEZw0vkSpSJZ/ogH0Gaj6jne8o65Q2mEB6f3E
15548	MAvFPXMGivos+LZzVcRWGW/fdorqPKPTXLQLZWhKo6iMThXz/SEUl45WvsA7
15549	21WA13bx2Bypwk8ZU/FMRnFgrgxjww3joClBbX5BoXqHjd6AABqHRsU5JYsu
15550	F9UhRUNHpdDyLnL5zU7xvwlfKMBwc9GgavM314JACjAQyMgdAGoymnL00UcD
15551	hol+Z8ukTpaPq54yjv/pT3+6ucc97lFlsTQv/SViab1rQWjhFWzU1kzjvxkU
15552	AyEvg4l6LpCzs1CyhqlxctVq0h3rbARTwA2ygpMzYhBD74TD8xE6bV73utfV
15553	jC7UkseiCk8cIcaJzGjFWK1bu51GFF4go6osWjTU4AaTcUPLjJwH84tlq0Xj
15554	dNqKFlJK08HNNngmGlDQwaDNl9qhdoncM0FIuZG6xyzCvvvuW30padv8UzbS
15555	iDFZjGJZJydFuX2NlKECMxbpxO86D3VNazIhXbaszgJ1TaYfGA7ucjaZ+WLW
15556	fEt7Laohv6+VpKaCa16V5wKcdm6l94kkzYAkRumU8TRGkmCApE+ywzyR8OVh
15557	bjAnkY3UaVWmw4xT0zNhhn0sJA1utNlR4LWxSPyogoypy2PMvP1sDnHOkFQ+
15558	B1Bw/gonBs8dYzD3QVlcC0ZPBDcS7+sNmK5fJQzoFZfRZ1omi1e0OAkZzOLJ
15559	pF0FpsiYrHml4g9cOePh29/+dhfQGtXMharzuuHm9uOl2wePJBjgcK5zISk9
15560	p4rcmdkx371kGkUmVSeimFTmWYxEhNtuuy0bbYIkp4g3Ts3Tmm5yOJ3wXPMN
15561	I3habEVkgrlIAyd6Ji510UUXdaDJ5Ab8xehlbod8r8zrksBdvIWI5C2t95n9
15562	vMT9pd/QhDfffPPyBSZjmqwLkLIB1sTsGBRCQ+ag8NTwol18Z+2Lv9Qaszaj
15563	mewwVAybCxb76le/WrtIvL0oqtOiVP4ltZeztjIwNYwnVRTT8gWpfFrYUnxA
15564	mlsRqE56BHlzdjRDbjC6ySyKpECEBB/4zgmkIAxYaI7rXCodnBGvmjMBjcD7
15565	UnR2BVuWV9QYIHC9avtC266MRrP/Or/pjXwDi+UU3waP+0pSZFfkzbcMPvW9
15566	337qnz4qgzIm+naoSMKghF9yjQO8DE24n1n0811/zPLdO7gzm0OfCUyxG0yw
15567	uWWLcSAG68JdSQZZXeTbDJGlH3OvjGSt4Yrc973vfRWAFGw7eOQYdO0ZZRJa
15568	XeZbjmnIhPBOLdNaOFpjprglZzxff6+oQi9buz7F0sWVdCPalSuMihuZKANo
15569	iQTYLqDHJxpGI4vrPTAvhzNgXIbw4etA5R5RvA7gTDTdmF5oKodYOndwIBfz
15570	CsxFeLtL0hHo5IxqJKRTYHJXhnCKRvAhd4l7Bl+GJ1PdQEGZtCYzpKC8kNC5
15571	aUsmUqdxhapaONpicGfVc4UAkn1siRjIVD8vq51I0IUGWAiG0eAxCMRSDIBd
15572	o0vhaDNljEyxwznu2B5ji9qiVoVoDh+TtGxCOFZB1IKSNo154zrzKasWp6l9
15573	itI2eVHqCmNpgPlcTNPq4LSFyPLONCa3PGCgLZs4Yh3JSLJNqWe2+vINJ+PT
15574	M0vUfvE6dcvXpQ1MaLLRuqVArw4dEOrYbKwzKxy4wOtDgQR6UQbew2asc2ku
15575	Fa1ykXUKfRCD8n3xBlQbmYzZrX2Pe9+o3fAMHtesWNqcoMGjF198cdbOLyKb
15576	vu0T95j2iOF0YSCuJzm3Drvw/eAZa17WZcFJXYO6bQ8F3vLzwaWCCDrfZj2r
15577	H2r/nK53Gr9ePkztsL6JIFO33nprN85hu8xmyTRLTpcplaaHMTK1Npd5ytg6
15578	eDyy7h2PCY3ttNNOVQhYqiQJeUWBzwdFwa8EVLM543tGYRSX5QBxbWsWM4JL
15579	cIa88rQGZq1j458Q/jYZm7AXajrKAN+IgFZNVEz34OFjkJSMYgIEkgxkKkSc
15580	QyjM98Ko+SAnGJUuE9eSGp5CassqEIYEuOl+w28DjCjzXkx57x/vC+Ihpfze
15581	bQeka0kiTlIRPpd6KpIurjHQwVnOSzoZr94kkLE7Q5XrUWO0NR0mwUezp8xM
15582	vik0wlmVUQ1xirMWHZRJ14SaT4cdInbMPcCEAI+CB8+J4vuAddH8Ff+xthHp
15583	HXmMKfWtH6rOZQ8HRt/TUUSOKBtUYisZqO/teRhzZIv6qemditiQct/f5/1E
15584	t/pbNWvXrk3KDe3IlR0cNIKS1I5AiSCB7ZmKs5FZ5gxcb135og0r9QP9obFs
15585	aNGVZUdyVFwsnZEmFPuQKJ1my77vr8JWq00+XNTUcVG26PW01c8bXHaQ/+h4
15586	xFigUQEDzvjExMSgXXI5UWdyDDv66Kqrrnpo1CSiQPysusyatDp1iOiSbOaj
15587	Z6iicGm+qojGHBqtVgujAiQVBJKjFwFiS1gmzms67LDDDpuMNYP77bdfh6hb
15588	2zu7S5uxfECe3BdB7RQF/Rpb09VgPNEro/sJmzuBwcgHBa91kxQm5oBimtqL
15589	Y0WFIN6inOl+lkgAxDA3rw2i2whAaDIH8KilmgZLrC+PVo3n8C6PZ6EK/hqG
15590	wY6Ca5kJJ8JvcDxqC2tPrG2/T/2zU7Xwkt4MDeTTaLkGRixKGA1+MY8m4uZ3
15591	+QKe5dZqZrcmqQXvzGvxYLtYSl+95WrKBBNzedUrowyGgHgry/yFlhx6129C
15592	rC5fHS0BX+1sIEoFulNpol4GNxMJnTHJNh4S5wReyAEgQ74o6ltuuSU9AmKw
15593	dOnSoVV85sbUjimFcflof8+U/XqMmM1nz1k/e2gJU/v2oC2mJdE1tfe2hY9y
15594	txoPCUkY8OZKkCqxWv+Ch5JzqEyiFktpalRN6JJ2lqNZlEJ/8wJI3axEepKK
15595	1IbCta65REyyDlRauJfLaseNF+T8qM7ISb09t+C2fajtvlzAD8ZwwdTQZfqt
15596	rLPHKgeDuUhAu3bggfly0BjEl0HVvTZRCeNICNRfcMEF2TSJQLYftR9BNs06
15597	NVluuNZbWU0ic0NYkUGrXvI3+ijDDToBNn/ACEnOaCG7bvLft1V3s/ZGN5em
15598	EUdJHJrGHQWAiK7mQTEsQaYedql0E9XppcFlIRYjkJIrOgSwmzvIpuVuQaKw
15599	hea8zZTgnZSdUnG2yqYiER+slueSSy7pWmyGJRanVm7AEin0/TBQtpj6gzss
15600	m9gxuvLu0t7AK4M2wcDbEH02h0BzVMU4OnvRLpjMfWuLFOZtaJelEUIrJiPJ
15601	Q67wjyvW9HT7BvQ3vurtemS+3ayiy+iQD5i/QWoxTVfRGHluWztnHKtdPNGG
15602	GWQz0mjCDLyyMkRWBlFmUXrcuHsy432dYIgQxNWZdyhLjOess87qBJrLRMOZ
15603	1CvIIW9nLJM/VCSvv5tElgy3SdGevmnNNEZwqs2+w+dsXPEFulc0jHcldH3O
15604	Oee0QGn2YF1uvCfRDzXaU4ZFpprzLILALgi8BTd7aGu+ySoVdJ2/SpKblgQJ
15605	becmrcLAYo5JUH9nhN5OdtJM5RWPajZVZD4dQQXQ9vnKIoqdlhGZXYCgnEVd
15606	c1ci9o5hBoPwGT0V0JRHlQSIMObqctjvpptu6ggA4RUrflecz3xFyI6QmMrQ
15607	06X47hX6zIyxZXkFl5+9ySlohllh7aqIuYu3YpeYLFVMINLHaoS1SHZXqqRC
15608	O2fQXuVzMl2yjk12bYXzqoWvor63bLhFpgiTTWy/tO6sLpObVBux7q46/pvx
15609	aOKtsPd181tcpbRV+11SEW9Qwq/iC+TIBopHsiv27n3T+I/WGtpV8l0wWX/n
15610	FOplI+7Vd9ppos3isKmtnzf+59xFaNThTjOcprWJTslKR1kSmOeBfRSZixp1
15611	0smo+jL5Z4ZjyrKKUdXPF/mjfttk55NtN/bJar3D2wajTm87eG5xmuGssI14
15612	BlimHPH04DmX8LEF/eOK0MwnrS3qn7Q2dBDYbKc6jUP3xIh7J64jvRuNvYuG
15613	Dpg7bGa5GHWUWbZgYY8ka2eVxF1THq0AKxBqQ09SG/ckuPloyrhCsTmcBJe0
15614	9k/AO3RmyeivPsqT1vLewp6c1mop01J5mYHdfffdZ5aMDTugbhQp69uEdZOI
15615	TXNAXXZj/0C+Q2aWhL6D3jshbn2FYdxj3/rCwIsfQxgyVjXGAXVL55HScft8
15616	HcibT0Zm+f3TAh8+c3ePOsWur5sW4mi6mUyCuO8MJiGZOcYheuMwc1xK17Wv
15617	N/IZf1lW/zjDWfq6z/cRp+plaQt/Wl4/mN9HhRdccMFIVJjdMN7JhEuGTiac
15618	VvVgPUnOHp52+6T1pHbheJtZfDOcyBia/75B6ciz/JbU+NUMpwB2Wxku8IF+
15619	KSOZ7IkEkwii/s+bjfo5TiJcMeuRitOpWF/qU1ym3V+zAYQvOMf7kjPiWMmQ
15620	nPrqRgqVzNdpiuM800aKF+ywxXV59qV9UubvTMZxn4vq5/vYxnGfm1b9Qp3s
15621	uK7Pz8KVUYdAjrp33nC/znUm5Kh75/aLmK8jIsd87OzhQbmhh0iO80xUWSkJ
15622	nfCa4Io5ABH6448/vv29xa6Ds+J3C/tk7ZsjyJkrAFO4jT0pHZImhlUVoOL8
15623	Quv2VKxFHtkWmRt9+t3kkaXaWaSJct4lUgrcztsaIE1B6kQpMmuy527Otsl3
15624	tV6jX1Nuzg06OE9AfkIWaR0aQM9cffe7380iPepMRZcZOQkRo+b8jjjiiHxF
15625	No/la5WrhSUmw/pUzHEs59ODSKhTjoADNJNIiINNMXl8wgknZI0mZJIY0Y6T
15626	Tz65M/BmGXMrNLyZOvlnomac5gYCvek3vlBsO1FXMhfnJfa9mvGw0DnOEn1r
15627	tHzDjhE9Isg2BUjOJNF8//vf73MB2VLPee39qduYjOu6sbjcgwyekrFcFeVy
15628	Tki+R1XF9oM1X9gsXXIP2YANg16MePYRhnuUh3/77bf3529jaVFsl7MgZ58u
15629	4LGqcX7uYEGPVX1Yj7mMtvy24mtnf5DucLvvNNGsj2Nz4twEa2iimV8GCxx1
15630	1FH9iWYDx0+kaSrZbaJyxvkdur94jP0QnohfGYadJ08gTQlfeOGF3faCm8F5
15631	r5vR0bNxXvMmPHp237gtCpM6r5cZw73L45xNyJX2dYIlSzKPnlFL/xQrcmqh
15632	OGE8//zzUyLEhaVqOvWkf1os+y8pYDIGK4fVYjYKHWXcdQ4r04rl5vIKWTtv
15633	Or5twUf2hlBufkf23it+IxmxUVP93D+ZLxM5XAZ3wS+dwEr6jH0bKp6RnZkC
15634	K+4gYCaOVuBTWi3jnrZjM3pp5ihyW8434KEH8IfIS2TRK3JJM9fMmDeRaJLD
15635	fV1QMO7Omx2L766nIm83LPN3xZOCU5LBFnLoKlUlQSyXUI6FRtdee23SrmB0
15636	OhagH8S361ABSFHqiqpPrAaTuw7diSWRei4ineY33x1wkn0DdZiOFgQEWPTN
15637	ve/CHN567vTMbZ02gLas45bTsMoExG9QZM2aNUkLnAuR2NCisHOy1yDr8Kzx
15638	KlgztRyFaD2lASneAQ8hSy487QbvcDvsnp0jSccZgaw/d8VGZhlM37JYvfWI
15639	7/VnxPbDY3BLOO86UylMFoqb28cyYTNuGHaCYLKIp2a3llSfjQ/CvgNfIDbf
15640	TBBjW+q1lBlnZUcN7f86B+SWrvCQLYiPW49Kn6nJOw4Pmi3hoPBd+geF19gO
15641	1gEGivQ8MefaEHVgwX0xJP2NvaarNIviMV0uDFJ+e8wWxKSt58mvHwd2Gh4v
15642	d/0D07dvFi1qDxqFc5lZfmIuVxEFxyYYHhZWe5xr+OQthgULcmb8vbayZzb2
15643	tM5ht/R/sz1MftnQYfIYwZCyu/CVoSA35rmbezNGb4GSv+k0UBEuB2zAxLZD
15644	F1eFaG7MRQLNchRhTV1rStMEq2+5Fd/dmwsh2bvGT6gz52mOMK2GKRO+D01b
15645	SkkCjBkZ+sY9s0ayssFsGv65DL0ihR3hZsRiu9lKvGP8cvCDMgKLEdg4bdNS
15646	lfyiTDieVqSkP6PqnE8BzKygzGPj1ZETtaJ4pvDTslOwuffcA7fs5rWufrc1
15647	qriWvQ/7u+oQfvHmOGM7b4v3a2EcJZ2NsDYpNyX2mbbOivsHJLxsQWtM+4DF
15648	ooLuZV6cIsJCVTAiQF78rOScCW3wzOCLc9e68AA0Twhiz/BDtoA2tDMmXZ4x
15649	PyZPkkiazbOgG1rrdsWarJs3sVgqQIutc7On+zsevnp+im5fWVnjvmYzNZtO
15650	5oXlkbuQvYif3w3K66+/Pre7FPUxMFFmR0zTgoCGAcohsxHbY+4ylLZhhdhL
15651	u+1TiddclOJEpdKQDBWbrHQroqc92grZiiopqZdckB9rCVBmgq1AhfalUc4d
15652	1VqRbPkhvCCExGBrP9/quE1XdetddjvO4nZsGt0FwsSaBb7kLL417vVI6kRa
15653	aF9QzLdMLwB2+TI0fDqyeSwHT79g5hzFBCTgRZcbv8DV7N5v/NTO0YC+uBMX
15654	gjQzK0RXGPfSWSjjr+YWyWmCgCZJf0AQqqXJ7Ba/xdGy1TQpv79cTkiEnpuL
15655	GwtVZ7DmqKhMPE0w1DxdGdz9Y6tl2fq2W/TIbLnHLx3RkqyduxvbSHQGH5SM
15656	vWJrsMjmo9kSwYtcmRzGouMKEKF10hrWbII6V/e5t7SibakOMIW4iTCOQSgc
15657	edBBB+0W8jdOynRmfbKmw+ewtFpZ/5oQTTtID9j5nGphJ7WgtDgbJJrjZzMC
15658	HrFVbXqlGmo4FLPbrQXayNXuMTxALSq20CQvoiZ6YuIxIiTRVXMnf7fnbyyv
15659	ZbAvxCNPAkSW/vIb9VHw4e5BglushpCujD4OFKXJs9e9ZVzFAT0LUvSefYa0
15660	m37louDcjX+utPNXxj2agw9VLEhR9f5vT0YgrLLv9oy+sjBRK4Q7kFP6Z3Dm
15661	PJSx13BTervjd00ZN2U9AVQeBVuYOuifYBtDNlIyJ+rwlnmDfWvXrk0rAvBF
15662	Pw3Omf8i9x5ucB/rj+q7c3vjIU8wyjxCokJPTQ3DNg2Jy85lZrmKpA3yiC/D
15663	0zC0/RXUJBCcw9fCGn3m2ws3QZ37DLMFhMwNKXMNQn9hwCviXl+dJ4nAfmTc
15664	dCQSOSn0LjnQsk6SxNirrf7GB+yrc2XRdF/5yle6o/M2Zp37DrNFokueYJkH
15665	EsyxjGGUsc2cWI9A102nHRfXVAPy6kIJDVpMUp6QwhYapCKKRJqtK3/7UECg
15666	if996iareb8+15bVSXbZE0YxM8UREUu0ZRXUJDG9DRrPvjxjFCvzBGTpKHDE
15667	1O4Xk3W7ZLMfQmnU+aWXXhoMWFahlLEvnmncyFdVN/yK1iuuuGJw2kau7z4t
15668	2xKvgDbW3skJAq1zmylmuzgQozDw9vEqdI7DqJCso+bcTrtogjxxLo8TNZHu
15669	UaFLjRAgOH1hi99/uK3YJgJpDMuRtC6fkMnTKPeyrX3g087fTtQgAu1mquya
15670	a67J3bcwnM1m5osrmqbAVtsk2LcXL0ip9x0WfvmMRhUlTaPSSIA5/lHaTgp5
15671	XxRD2eNE0yn3dg9JKZNSUuQJx+lhqcMJRXgTIWuzY/+zNl5VO/cZsajCwzx7
15672	88NxTzdjRJ8KvhJTI7JhWhWKKaMmqWDiYwVKd8zyOJD9zI1f5aphBpCCyAse
15673	fCTucQ4FTppODy+t8MNIklRhVEGdPh944IH9k1HxkrWf2ql9brh91qapdhoj
15674	+mffXh73+lgn0ycFpHSLmFa3p/N2dUJFNqold2RPnIZaESDIlV10pI1dpZaY
15675	YExK54Llz968yAnG5Qnns422FNb+sZoXx3uCaxSwNf3W9stX5OP0z7rq6/k8
15676	GZ20Mtb0u5AEpMQaiRDmDs0cbrOhwl/o8TulWZRqbk4/rgPxtGkcEEEcJU6L
15677	Nh+So4MOWQetkAy3wDL25uo6ig2haWJj00opygocn6Wjlnb+EWeVb+szqwvm
15678	dVtoL6qImFFrOkM3LILP2OAOmDdSVvcZO7eGySlrAw1cNAL8E9+h7GBdqz2l
15679	910U76ve9Ha/zDu3aEl1rXWo9R2gGxGT01CAf9S7pMJYbriLMhDbBCmEQhMy
15680	9v2n4zaY0wtDVwQcHz6iR0bpp8nodGjYajEjCVlgm5klvlKxKRf2ijM1UGqc
15681	RZyXVDNEXly0baxerJuzprkShYLEXGSMzTbBxZYX0LldPDaHd/b0aY1an37Y
15682	eNTuPNw74yqpnBuyBJzqJxSlh/pHo1k+LG7X5vQvrmvUhe7BQFWIBxR0lJ3W
15683	R8wtG3aqSTaAVZzaWOGONvibG8kAXyAk/ZYntmdMTrZ80X/pPMzmCE7vtXY7
15684	kfZ/6nd6r21icqd1W39QJZykNWOzyWrlaUzhGrLFohdDEX0zWZ9ltgA0MWwu
15685	aBuM2LHO83mee2nNJR+STuRXkTt15C7RNp+Wuq5FBnAxSKeMORxWz0917ZRF
15686	p+T7iiiP8TKjlhGXi+OeZV8oKd0VcasdavdIphfPtq5GV5llc5Aav9OSQHEI
15687	uMCgk8aCYpmN47Z6j3moa6jJcw74BHUEFfyc4sKSqj6kNUvjJcT4ilrqf+ce
15688	p6xpaN/w/4qaigGP5BLF9NLhERKMHFQXV7eLRM7FmVXzVF+7yX6Hd2cbVH28
15689	G1dMHi+uyf2CKsuWLauK0PRsEc3UXn1wv10MKm6fAWVYx14PXWaDdR25Xjyr
15690	NTAzQJrPQX9c+tKZsWfU+IZlY9AU8aXZ3LA7h7omK5xWjMugNpGZVaou9hLo
15691	qiTqkUXbxWKtv+GB8LANc8s5RsUnF7rOocjkojoNmBkUM7Og3ShbT+RCeTCq
15692	5xMTaXOyUl+WTKNSx09EMWlDshjV3HbbbTMzYqFrHmLH0prSIIabF79RPiAF
15693	fPPNN49KO9g+mA34uMeDEVcqstylLoiHCmQ6TCuXHJooZJKBjkw6k+Kbqbyy
15694	9orPNjIGu9B1TovDctrp40xlkPqvOi5lcc5GxWF3iFfBPpOuusMIpvN8h8CK
15695	6W6tf7uQjLFgTll3FyhNj+ldEz5FfY7ixcLUNMSB9uROwJEXVZRWCh/bF1e3
15696	v1UfaqVAmhqI4HV3OALHzCQyHfbDH/4wYZRu47YzePQTAydwUuiLCd0FreKA
15697	/nhYVk2qAQeR5TJbyJ1H6b7NoN4ZgkSNAAGmSLhAfWUtyD8cTRqO0/TTxElW
15698	GfSDMxao3Ji7zlPAZwsp5XwoYYHefOvvhE5o5Fm8eIyy7hvNMcYE+F16wbFd
15699	SWak+g01p39idCp2KkkzHQsEWxX0M3jkZkBD5EnkSfPjBIP2iCqQnKfZvHQd
15700	3j8g+ll39E+yj61qEvHAYLGAosNqfPRYXtSZCfeg2FQNsWnG4ZsdRUOsnjs8
15701	lGym6uLqZhPnejfr6CO0JSEFYujcesyA1oq30pUhAIYBQi15PBzlEanTnQWC
15702	5DKnVu7XS17ykpDmzZO2UCDJ0rlCRPkc3ZmsP2vMd7N5fYO3NGSR8Bh4wk4s
15703	GuNuMBuUomAG5K4hSlwPk7WMYsE0GSthK411apVBERw8fPMlbRrjx43+5PMy
15704	PXIp01nrWMao1raoqs3xFoaw9oki8LmY29UhjDZb439hSGwwW0GJFZJHbB5k
15705	7DWzRO8X92Jvm/otTaCBJdgBZ58+4t37BGVJrXW3IBORKNA1oYuxGIewdOsb
15706	hADCPesgjl3H7D8hv/hhG7e6SONO9vfjNPtGJ2TWroxWjhc9zW81My6IWKBK
15707	x6T++/tFpUk1cAdeGRdckYsvvrizzfxYY8m3feIeGBYhvC7OKbpA3dhoo/Tx
15708	wZum2iGmzRnpye1xhB532mmn6lyUQZ+yBolaVOjbaetS4tIOLpOVvkE2Cm69
15709	9dZ+UCRTmDN9nVdtKrNpphJz2XWyklvLSBo9eLOjKJifKHe2QFJSxb0TbZQa
15710	JmwAIRIPYlG+nzFGUVU6tpXpEF0GJVrSlHZX+khs2N+pFmQLMpdmdE3itsQO
15711	/jW+V+BhhI83IQHB03SOILM849Alu5Ti1UWAok3W3hHPcp5oBKEcpk2XkQJD
15712	i5cqCWb/IIdKRWL5vduznnTECXxVFfv8ve997/kLW/xQg4fdgFxa503bVFjj
15713	VlTgW+NH87aCJtbFeM1CpqJMc+mMsWGAo1nAGMwCctHlUbDsxPkratfhdvQX
15714	PWU7ZCUZANy88lqG2jLblJV8Q29YJtZMsTKFlEv1DgwRYhHIKhE0jIXrMne3
15715	d0pYNxU63+Vu3291u0lQb5+rVNrERfAAfOht+UtrmfPS38zY1EraiUoAG8Gs
15716	ld9za1j6gomxG03ST1XFKobBQSPYn1RAlqJV9sAvXfCM+S9yhz43Jus5VqNX
15717	A894dGscjV1v8ydkLOYr7hMhDC6mMWkwLYTBOFiMWRrUfi+dGnJMy8bi+ySo
15718	PgDFUE5yBh8S74MvORCTOsm8CLf/j4sROG4Byw5+PjoeoTkIsJCIeNO22247
15719	mHlbo6ktq7zTO4qc/pSx4hJZKLito0J0P+dQxK6mDhNvx0TspVADPZdffnnX
15720	N1pJCcKCxQhnJ1DXosK+PXeGVhTKoxUTtRXeYXoKiQ+NYmSI0TeoSUphvjQe
15721	MqCs3Tl64auILjk02q0WwAPyL/i4fxqNwLGOt0zAbP1hhx1Wh0LRI/0NdFyC
15722	v2gSlyg0Z/0KzbPGkTvlJk5O3wa9GsLsKHu85H7NZqCLcu3eU3VurS4M1d8Y
15723	w4ATQSE3X//611M/cxEpBNsMP3UD2r3IgTw1QcTDLcidPZaW87OiAjT02rVr
15724	O3MKUMThTjXnANHFjD1hcycwBOhB0R/Ek1KDf1jgqd1HV1Ss7y0ACOoAHCX8
15725	MUjyisBbu8XxDRPDz7W/SD5nEx4RX8GW1KRQAIxLNR177LF5m+vCRhrIxxxz
15726	TEqS7BOBBpcUM3gwfxMSkpPsYtrtLZFSlotFxIsLDM5XxN78RMvLboQpHrsR
15727	mSRJK3YYi64fLxS5PJ7lloj8kSrurwmcTFe30Jf+f9QW1p7Y3awNCuxUcb9M
15728	fXoT+ZRGLk42w8CgCFcx8uZN/C5D1LMCiZrZLSdv4w52uDzllFO6JOr+BiOO
15729	nrSUvEuTnaiLjTBIAKZ412mG6FUpqSB6SjWIhrdgQ7fpabvtXx5Thi6zGfmb
15730	ynLHFM6QaYnUue5T4y6GsrCpew/CyhMyzDnLszlsY/Fs9KYs6ZbNFftdGWXA
15731	wvSmsnBs6ujNu3QTYrux1dEScRGOFsMo+MLompdiNWhAXrs4qo1SdTgX0NgB
15732	P41JRvmWW25Jw2noOAuwvxWGxBW1Y0phXHt7Vec00AyyfpTkEZqA9PKDeQ8U
15733	rtfNJidOgxjBBK4EZhTxSgqk89gPvr//ssfAtyKtHVX4x1LSycWO9R2U8Ixq
15734	jgBj0d+lI3Jr6zgqJm7w4E3Mx+FNhlNA5oqyZzq2sydiCId53hJaEiJeR8G2
15735	/V3mPWQSgYjJ2kCqpYfGiYiD5Gmdb8hyXl1mD3nvDLVFPEUA+rsCihbJhUhR
15736	U6Q2FK4NiZqUbSGSwr0de4wm3LjA7EBc9CZditEYj9EiLtLe4LuMoqAIw0sZ
15737	SY0wg8QsgCxrhl8sKqG6C9fyNt/VOKGieuCbTGfCLc2G53ttpkzMfZnGneLI
15738	beFIdOZy7bkFt+0e7RjIvfW42nYZU0MHHlZWIVA5H5eMkBXtwAMiJ9JF3CyT
15739	7GEOhEEM0PQFF1yQTQMWYA5bBWbTbFVvTQiuFX06CnNAzlMH4kxW4xjYvXbC
15740	1LYnO1V4x/CqimYRsYm0gjqeQEab5ZhX4AqbeDWulEk5EesytlKT6G/hplNP
15741	PbXrIHvvcCWLO9C1go0C6o2nMlx33UK4+oCooq9kc9qaT8gsN00mEtx92huD
15742	pzTNIJdUrWli95xnCkHzeMDAXi5/6lbhTNR8bLjESqiC81IfmPcTO5QYk03L
15743	7cilAxSa8za0iHeCGb1AFh82PdAIHHYttgIktnuq3OBi7RO/gTLGincxE3PT
15744	/WLIaSXhbkwWK9FG6gTcYVZBn6nAWBurBdJkrxXDkn3HJOlpRw+tCum4q7Mw
15745	tXF/mjOFhgri0QpF7Xi3bC8TA8B4uy8gdIJ5E7NoHRpsz93Is2+LTOZtKhqO
15746	FHcpgLAfGs9oYOws0cVU+ocT9HZUJ+iyDl0UzJlnntm1VgwgZkIq4JpSCRM1
15747	gCgYCP8UNZKqDeg1JnQYedeZUJPvDIVpeQIPt/U6U6BIEy03KR5FDg+9E1e3
15748	tYogUI+BdzX+tdIy5xR1q1HbGUHr6ugWWFbcrWjplVuZMcWM7bqBZSou5SUh
15749	C1/eLFmBKJ1C4McysqY2il+Vt3PTIeHcMnL7kyFZsujAlVde2TEiN4qexghz
15750	HbKfRc6A17e//e3dKxomOGwepAyJg+MVjYMXKDAaibM2HTAgUC/pMerRyAKx
15751	BAR9pxPLqMqYH2MEwJ133nndSm/3ojHdQobNnUWtpz17xkEujrdUDjXaUzTv
15752	3bTZQ4chtbJFPvxVUv8EVllCeW6omR0RyzlmYM0MZrByerNZO6EjBB155JF9
15753	vsKt1gcXpZVdgKBMN35U3MOFCKGGdVxSSxMWFV0WZ6FAEFvwQeCmu0gj19yV
15754	iD1+WIr4i5loM/2MVxkhuRUi5376Ga+KhYF7qQ3miI0EkIA4l+K7V9g18MHO
15755	TAUun72Vgm+eMdwZpjFEsFxGi82ss1TzRnl8RByw3JVqhSOHnx0tn7PbLdtx
15756	PJHtul+1RVTx8mF+5bGcOoGJtSg+axIQAVDVGOlXXU0ALaXKoSud97rNurh2
15757	58Nu4ZEADkSt5AIpkksmAyAxJ8C+aUEebVeId9lQ4s85uXzZmPfe3BZRe//L
15758	7ed2efTss+31+TaNZHBy/TPelGa9+Zz+e3PPGvXfOSl+nyv8PuqdccOWc9VX
15759	fz9puA19p7T+fmL/9zmRd5+dyf7Z4Ej/+X7Xbf289fPG/FwPeSjiLUrBN169
15760	enWdFCbqQI+QeFFYu4z3WC7IEIkyy+rbrvNaw7tbsq+sf5ZVCOdMKD4EnWqU
15761	yp8RibR8pmiz2FphvGezAeIparXEdJcFqiua8u6o0sy/BgsFpKmQpDxoO6xb
15762	2zjXc9kEgQpT/zZFXTXPdbxrmHTBO+fdSqOZrdi5nqtkLsP48gNt6eBua6/G
15763	LWDc56bRDzjmYU9pV4SA2CP/LLSTCLRqHZ/P5TdmNbxTfJV1LmNdn58mVSbI
15764	I3u2y3ACQHCiy3BatS4Pp3yJ7tqESKN2XrDaZmlORRo1VjeqxKlfk2AeR27A
15765	MYrgccubRlK/Y1aPuHfEmM99cLhYPhIRJv6rR9w7YsznphXLjwCT4OZ+Yous
15766	tKY3guZ67uB5Li9GZOp1UxgUkMmI1J/yPm1JGjspdbp2nGcPWaByQxbSitpN
15767	hydKby1evLgzXiIyPRs3x2OHzmtpQaL/NzXYGGzz/4rz9Yw=\
15768	\>"]]
15769	}, Open ]],
15770
15771	Cell[BoxData[
15772	FormBox[
15773	RowBox[{
15774	RowBox[{"FeynArtsGraphics", "(",
15775	RowBox[{
15776	RowBox[{"{",
15777	RowBox[{"\<\"G\"\>", ",", "\<\"G\"\>"}], "}"}], "\[Rule]",
15778	RowBox[{"{",
15779	RowBox[{"\<\"G\"\>", ",", "\<\"G\"\>"}], "}"}]}], ")"}],
15780	"\[InvisibleApplication]",
15781	RowBox[{"(",
15782	RowBox[{
15783	TagBox[
15784	RowBox[{"(", "\[NoBreak]", GridBox[{
15785	{
15786	FormBox[
15787	InterpretationBox[
15788
15789	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 G1 N1\"\>",
15790	"\[InvisibleSpace]", "\<\"]\"\>"}],
15791	SequenceForm["[", "T1 G1 N1", "]"],
15792	Editable->False],
15793	TraditionalForm],
15794	FormBox[
15795	InterpretationBox[
15796
15797	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T1 C1 N2\"\>",
15798	"\[InvisibleSpace]", "\<\"]\"\>"}],
15799	SequenceForm["[", "T1 C1 N2", "]"],
15800	Editable->False],
15801	TraditionalForm],
15802	FormBox[
15803	InterpretationBox[
15804
15805	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2 G1 N3\"\>",
15806	"\[InvisibleSpace]", "\<\"]\"\>"}],
15807	SequenceForm["[", "T2 G1 N3", "]"],
15808	Editable->False],
15809	TraditionalForm]},
15810	{
15811	FormBox[
15812	InterpretationBox[
15813
15814	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2 C1 N4\"\>",
15815	"\[InvisibleSpace]", "\<\"]\"\>"}],
15816	SequenceForm["[", "T2 C1 N4", "]"],
15817	Editable->False],
15818	TraditionalForm],
15819	FormBox[
15820	InterpretationBox[
15821
15822	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2 G2 N5\"\>",
15823	"\[InvisibleSpace]", "\<\"]\"\>"}],
15824	SequenceForm["[", "T2 G2 N5", "]"],
15825	Editable->False],
15826	TraditionalForm],
15827	FormBox[
15828	InterpretationBox[
15829
15830	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T2 C1 N6\"\>",
15831	"\[InvisibleSpace]", "\<\"]\"\>"}],
15832	SequenceForm["[", "T2 C1 N6", "]"],
15833	Editable->False],
15834	TraditionalForm]},
15835	{
15836	FormBox[
15837	InterpretationBox[
15838
15839	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T3 G1 N7\"\>",
15840	"\[InvisibleSpace]", "\<\"]\"\>"}],
15841	SequenceForm["[", "T3 G1 N7", "]"],
15842	Editable->False],
15843	TraditionalForm],
15844	FormBox[
15845	InterpretationBox[
15846
15847	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T3 C1 N8\"\>",
15848	"\[InvisibleSpace]", "\<\"]\"\>"}],
15849	SequenceForm["[", "T3 C1 N8", "]"],
15850	Editable->False],
15851	TraditionalForm],
15852	FormBox[
15853	InterpretationBox[
15854
15855	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T3 G2 N9\"\>",
15856	"\[InvisibleSpace]", "\<\"]\"\>"}],
15857	SequenceForm["[", "T3 G2 N9", "]"],
15858	Editable->False],
15859	TraditionalForm]}
15860	},
15861	GridBoxAlignment->{
15862	"Columns" -> {{Left}}, "ColumnsIndexed" -> {},
15863	"Rows" -> {{Baseline}}, "RowsIndexed" -> {}},
15864	GridBoxSpacings->{"Columns" -> {
15865	Offset[0.27999999999999997`], {
15866	Offset[0.7]},
15867	Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {},
15868	"Rows" -> {
15869	Offset[0.2], {
15870	Offset[0.4]},
15871	Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
15872	Function[BoxForm`e$,
15873	MatrixForm[BoxForm`e$]]], ",",
15874	TagBox[
15875	RowBox[{"(", "\[NoBreak]", GridBox[{
15876	{
15877	FormBox[
15878	InterpretationBox[
15879
15880	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T3 C1 N10\"\>",
15881	"\[InvisibleSpace]", "\<\"]\"\>"}],
15882	SequenceForm["[", "T3 C1 N10", "]"],
15883	Editable->False],
15884	TraditionalForm],
15885	FormBox[
15886	InterpretationBox[
15887
15888	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T4 G1 N11\"\>",
15889	"\[InvisibleSpace]", "\<\"]\"\>"}],
15890	SequenceForm["[", "T4 G1 N11", "]"],
15891	Editable->False],
15892	TraditionalForm],
15893	FormBox[
15894	InterpretationBox[
15895
15896	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T4 C1 N12\"\>",
15897	"\[InvisibleSpace]", "\<\"]\"\>"}],
15898	SequenceForm["[", "T4 C1 N12", "]"],
15899	Editable->False],
15900	TraditionalForm]},
15901	{
15902	FormBox[
15903	InterpretationBox[
15904
15905	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T4 G2 N13\"\>",
15906	"\[InvisibleSpace]", "\<\"]\"\>"}],
15907	SequenceForm["[", "T4 G2 N13", "]"],
15908	Editable->False],
15909	TraditionalForm],
15910	FormBox[
15911	InterpretationBox[
15912
15913	RowBox[{"\<\"[\"\>", "\[InvisibleSpace]", "\<\"T4 C1 N14\"\>",
15914	"\[InvisibleSpace]", "\<\"]\"\>"}],
15915	SequenceForm["[", "T4 C1 N14", "]"],
15916	Editable->False],
15917	TraditionalForm], "Null"},
15918	{"Null", "Null", "Null"}
15919	},
15920	GridBoxAlignment->{
15921	"Columns" -> {{Left}}, "ColumnsIndexed" -> {},
15922	"Rows" -> {{Baseline}}, "RowsIndexed" -> {}},
15923	GridBoxSpacings->{"Columns" -> {
15924	Offset[0.27999999999999997`], {
15925	Offset[0.7]},
15926	Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {},
15927	"Rows" -> {
15928	Offset[0.2], {
15929	Offset[0.4]},
15930	Offset[0.2]}, "RowsIndexed" -> {}}], "\[NoBreak]", ")"}],
15931	Function[BoxForm`e$,
15932	MatrixForm[BoxForm`e$]]]}], ")"}]}], TraditionalForm]], "Output",
15933	CellChangeTimes->{3.4777465415753^9, 3.4778113186507^9, 3.4778115990982*^9,
15934	3.479117520198227^9, 3.479122912293442^9, 3.479127334271197*^9,
15935	3.499668102818342^9, 3.499668186796363^9, 3.500119782564604*^9,
15936	3.5001848229144583`^9, 3.500185290541686^9, 3.5001868277615*^9,
15937	3.500273768678034^9, 3.500273969311803^9, 3.5002746319087563`*^9}]
15938	}, Open ]],
15939
15940	Cell[CellGroupData[{
15941
15942	Cell[BoxData[
15943	RowBox[{
15944	RowBox[{"Amplgg", " ", "=", " ",
15945	RowBox[{"CreateFeynAmp", "[", "INTopogg", "]"}]}], ";"}]], "Input",
15946	CellChangeTimes->{{3.446964688702283^9, 3.446964713617584^9}, {
15947	3.4777465768328^9, 3.4777465817878^9}}],
15948
15949	Cell[CellGroupData[{
15950
15951	Cell[BoxData[
15952	FormBox["\<\"\"\>", TraditionalForm]], "Print",
15953	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
15954	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
15955	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
15956	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
15957	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
15958	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
15959	3.5002737815456123`^9, 3.5002739701885757`^9, 3.500274637202075*^9}],
15960
15961	Cell[BoxData[
15962	FormBox[
15963	InterpretationBox[
15964	RowBox[{"\<\"creating amplitudes at level(s) \"\>", "\[InvisibleSpace]",
15965	RowBox[{"{",
15966	RowBox[{"Generic", ",", "Classes"}], "}"}]}],
15967	SequenceForm[
15968	"creating amplitudes at level(s) ", {Generic, FeynArts`Classes}],
15969	Editable->False], TraditionalForm]], "Print",
15970	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
15971	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
15972	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
15973	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
15974	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
15975	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
15976	3.5002737815456123`^9, 3.5002739701885757`^9, 3.500274637313898*^9}],
15977
15978	Cell[BoxData[
15979	FormBox[
15980	InterpretationBox[
15981	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "1",
15982	"\[InvisibleSpace]", "\<\": \"\>",
15983	"\[InvisibleSpace]", "\<\"1 Generic, 1 Classes amplitudes\"\>"}],
15984	SequenceForm["> Top. ", 1, ": ", "1 Generic, 1 Classes amplitudes"],
15985	Editable->False], TraditionalForm]], "Print",
15986	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
15987	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
15988	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
15989	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
15990	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
15991	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
15992	3.5002737815456123`^9, 3.5002739701885757`^9, 3.500274637330522*^9}],
15993
15994	Cell[BoxData[
15995	FormBox[
15996	InterpretationBox[
15997	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "2",
15998	"\[InvisibleSpace]", "\<\": \"\>",
15999	"\[InvisibleSpace]", "\<\"2 Generic, 2 Classes amplitudes\"\>"}],
16000	SequenceForm["> Top. ", 2, ": ", "2 Generic, 2 Classes amplitudes"],
16001	Editable->False], TraditionalForm]], "Print",
16002	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
16003	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
16004	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
16005	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
16006	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
16007	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
16008	3.5002737815456123`^9, 3.5002739701885757`^9, 3.500274637349189*^9}],
16009
16010	Cell[BoxData[
16011	FormBox[
16012	InterpretationBox[
16013	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "3",
16014	"\[InvisibleSpace]", "\<\": \"\>",
16015	"\[InvisibleSpace]", "\<\"2 Generic, 2 Classes amplitudes\"\>"}],
16016	SequenceForm["> Top. ", 3, ": ", "2 Generic, 2 Classes amplitudes"],
16017	Editable->False], TraditionalForm]], "Print",
16018	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
16019	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
16020	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
16021	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
16022	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
16023	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
16024	3.5002737815456123`^9, 3.5002739701885757`^9, 3.500274637368438*^9}],
16025
16026	Cell[BoxData[
16027	FormBox[
16028	InterpretationBox[
16029	RowBox[{"\<\"> Top. \"\>", "\[InvisibleSpace]", "4",
16030	"\[InvisibleSpace]", "\<\": \"\>",
16031	"\[InvisibleSpace]", "\<\"2 Generic, 2 Classes amplitudes\"\>"}],
16032	SequenceForm["> Top. ", 4, ": ", "2 Generic, 2 Classes amplitudes"],
16033	Editable->False], TraditionalForm]], "Print",
16034	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
16035	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
16036	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
16037	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
16038	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
16039	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
16040	3.5002737815456123`^9, 3.5002739701885757`^9, 3.500274637533515*^9}],
16041
16042	Cell[BoxData[
16043	FormBox[
16044	InterpretationBox[
16045	RowBox[{"\<\"in total: \"\>",
16046	"\[InvisibleSpace]", "\<\"7 Generic, 7 Classes amplitudes\"\>"}],
16047	SequenceForm["in total: ", "7 Generic, 7 Classes amplitudes"],
16048	Editable->False], TraditionalForm]], "Print",
16049	CellChangeTimes->{3.475488889115984^9, 3.475488991008407^9,
16050	3.4777463712427998`^9, 3.4777465826103^9, 3.4778116132157*^9,
16051	3.478438895955342^9, 3.478439318735629^9, 3.47911752774856*^9,
16052	3.479122919377945^9, 3.479127339768536^9, 3.479547793712118*^9,
16053	3.499668106238887^9, 3.499668187943857^9, 3.500119787888959*^9,
16054	3.500184824550815^9, 3.500185297253456^9, 3.500186835022079*^9,
16055	3.5002737815456123`^9, 3.5002739701885757`^9, 3.5002746376487827`*^9}]
16056	}, Open ]]
16057	}, Open ]],
16058
16059	Cell[CellGroupData[{
16060
16061	Cell[BoxData[{
16062	RowBox[{
16063	RowBox[{
16064	"SetDirectory", "[", "\"\</home/degrande/eta/FeynProg/FormCalc-6.2\>\"",
16065	"]"}], ";"}], "\[IndentingNewLine]",
16066	RowBox[{"<<", " ", "FormCalc`"}]}], "Input",
16067	CellChangeTimes->{
16068	3.4777456682883^9, {3.4778119018507^9, 3.4778119054056997`*^9}, {
16069	3.4778119371527^9, 3.4778119527257^9}, {3.478434390853149*^9,
16070	3.478434394596879^9}, {3.499668112516885^9, 3.499668113089447*^9}, {
16071	3.4996681644825993`^9, 3.499668165126392^9}, {3.5001868068055573`*^9,
16072	3.500186807376361*^9}}],
16073
16074	Cell[CellGroupData[{
16075
16076	Cell[BoxData[
16077	FormBox["\<\"\"\>", TraditionalForm]], "Print",
16078	CellChangeTimes->{
16079	3.4778119597987003`^9, 3.4778120637597^9, 3.478434395661687*^9,
16080	3.478435582118547^9, 3.478435888622634^9, 3.478436917398712*^9,
16081	3.478438958877307^9, 3.478439329598132^9, 3.479117548181937*^9,
16082	3.479122924582738^9, 3.4791273434512^9, 3.479547801779126*^9,
16083	3.499668113681034^9, {3.499668165596154^9, 3.499668191248694*^9},
16084	3.500119791013183^9, 3.500184828501986^9, 3.500186836942271*^9,
16085	3.500273785282823^9, 3.5002739717267857`^9, 3.500274640365057*^9}],
16086
16087	Cell[BoxData[
16088	FormBox["\<\"FormCalc 6.2\"\>", TraditionalForm]], "Print",
16089	CellChangeTimes->{
16090	3.4778119597987003`^9, 3.4778120637597^9, 3.478434395661687*^9,
16091	3.478435582118547^9, 3.478435888622634^9, 3.478436917398712*^9,
16092	3.478438958877307^9, 3.478439329598132^9, 3.479117548181937*^9,
16093	3.479122924582738^9, 3.4791273434512^9, 3.479547801779126*^9,
16094	3.499668113681034^9, {3.499668165596154^9, 3.499668191248694*^9},
16095	3.500119791013183^9, 3.500184828501986^9, 3.500186836942271*^9,
16096	3.500273785282823^9, 3.5002739717267857`^9, 3.5002746404352093`*^9}],
16097
16098	Cell[BoxData[
16099	FormBox["\<\"by Thomas Hahn\"\>", TraditionalForm]], "Print",
16100	CellChangeTimes->{
16101	3.4778119597987003`^9, 3.4778120637597^9, 3.478434395661687*^9,
16102	3.478435582118547^9, 3.478435888622634^9, 3.478436917398712*^9,
16103	3.478438958877307^9, 3.478439329598132^9, 3.479117548181937*^9,
16104	3.479122924582738^9, 3.4791273434512^9, 3.479547801779126*^9,
16105	3.499668113681034^9, {3.499668165596154^9, 3.499668191248694*^9},
16106	3.500119791013183^9, 3.500184828501986^9, 3.500186836942271*^9,
16107	3.500273785282823^9, 3.5002739717267857`^9, 3.500274640446045*^9}],
16108
16109	Cell[BoxData[
16110	FormBox["\<\"last revised 11 Aug 10\"\>", TraditionalForm]], "Print",
16111	CellChangeTimes->{
16112	3.4778119597987003`^9, 3.4778120637597^9, 3.478434395661687*^9,
16113	3.478435582118547^9, 3.478435888622634^9, 3.478436917398712*^9,
16114	3.478438958877307^9, 3.478439329598132^9, 3.479117548181937*^9,
16115	3.479122924582738^9, 3.4791273434512^9, 3.479547801779126*^9,
16116	3.499668113681034^9, {3.499668165596154^9, 3.499668191248694*^9},
16117	3.500119791013183^9, 3.500184828501986^9, 3.500186836942271*^9,
16118	3.500273785282823^9, 3.5002739717267857`^9, 3.500274640456521*^9}]
16119	}, Open ]]
16120	}, Open ]],
16121
16122	Cell[CellGroupData[{
16123
16124	Cell[BoxData[
16125	RowBox[{
16126	RowBox[{"Mgg", " ", "=", " ",
16127	RowBox[{"CalcFeynAmp", "[",
16128	RowBox[{"Amplgg", ",",
16129	RowBox[{"FermionChains", "\[Rule]", "Chiral"}]}], "]"}]}],
16130	";"}]], "Input",
16131	CellChangeTimes->{{3.4778119845017^9, 3.4778120345607^9}, {
16132	3.478435376938886^9, 3.478435418868291^9}, {3.478438964655293*^9,
16133	3.478438969526842^9}, 3.47954781796^9}],
16134
16135	Cell[CellGroupData[{
16136
16137	Cell[BoxData[
16138	FormBox["\<\"\"\>", TraditionalForm]], "Print",
16139	CellChangeTimes->{
16140	3.478434402570528^9, 3.478435422620416^9, 3.478435588542779*^9,
16141	3.478435896246393^9, 3.478436924110362^9, 3.478438969665351*^9,
16142	3.478439333076723^9, 3.479117552259757^9, 3.479122928826005*^9,
16143	3.479127346493529^9, {3.47954780726633^9, 3.479547818642441*^9},
16144	3.499668117837504^9, 3.499668192781815^9, 3.500119794018145*^9,
16145	3.500184830337043^9, 3.50018530137351^9, 3.500186838923935*^9,
16146	3.500273788105007^9, 3.5002739730631847`^9, 3.5002746429690866`*^9}],
16147
16148	Cell[BoxData[
16149	FormBox[
16150	InterpretationBox[
16151	RowBox[{"\<\"preparing FORM code in \"\>",
16152	"\[InvisibleSpace]", \
16153	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm\"\>"}],
16154	SequenceForm[
16155	"preparing FORM code in ",
16156	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm"],
16157	Editable->False], TraditionalForm]], "Print",
16158	CellChangeTimes->{
16159	3.478434402570528^9, 3.478435422620416^9, 3.478435588542779*^9,
16160	3.478435896246393^9, 3.478436924110362^9, 3.478438969665351*^9,
16161	3.478439333076723^9, 3.479117552259757^9, 3.479122928826005*^9,
16162	3.479127346493529^9, {3.47954780726633^9, 3.479547818642441*^9},
16163	3.499668117837504^9, 3.499668192781815^9, 3.500119794018145*^9,
16164	3.500184830337043^9, 3.50018530137351^9, 3.500186838923935*^9,
16165	3.500273788105007^9, 3.5002739730631847`^9, 3.500274642985282*^9}],
16166
16167	Cell["running FORM... ", "Print",
16168	CellChangeTimes->{
16169	3.478434402570528^9, 3.478435422620416^9, 3.478435588542779*^9,
16170	3.478435896246393^9, 3.478436924110362^9, 3.478438969665351*^9,
16171	3.478439333076723^9, 3.479117552259757^9, 3.479122928826005*^9,
16172	3.479127346493529^9, {3.47954780726633^9, 3.479547818642441*^9},
16173	3.499668117837504^9, 3.499668192781815^9, 3.500119794018145*^9,
16174	3.500184830337043^9, 3.50018530137351^9, 3.500186838923935*^9,
16175	3.500273788105007^9, 3.5002739730631847`^9, 3.500274643203724*^9}],
16176
16177	Cell[BoxData[
16178	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
16179	CellChangeTimes->{
16180	3.478434402570528^9, 3.478435422620416^9, 3.478435588542779*^9,
16181	3.478435896246393^9, 3.478436924110362^9, 3.478438969665351*^9,
16182	3.478439333076723^9, 3.479117552259757^9, 3.479122928826005*^9,
16183	3.479127346493529^9, {3.47954780726633^9, 3.479547818642441*^9},
16184	3.499668117837504^9, 3.499668192781815^9, 3.500119794018145*^9,
16185	3.500184830337043^9, 3.50018530137351^9, 3.500186838923935*^9,
16186	3.500273788105007^9, 3.5002739730631847`^9, 3.500274643716317*^9}]
16187	}, Open ]]
16188	}, Open ]],
16189
16190	Cell[BoxData[
16191	RowBox[{
16192	RowBox[{"col", "=",
16193	RowBox[{"ColourME", "[", "Mgg", "]"}]}], ";"}]], "Input",
16194	CellChangeTimes->{{3.478434696113564^9, 3.478434729084623^9}, {
16195	3.478435197289632^9, 3.478435232835993^9}, {3.478436054623279*^9,
16196	3.478436055525961^9}, {3.478439375412303^9, 3.478439375575861*^9},
16197	3.47954782272826*^9}],
16198
16199	Cell[BoxData[
16200	RowBox[{
16201	RowBox[{"Mgg2", "=",
16202	RowBox[{
16203	RowBox[{"SquaredME", "[", "Mgg", "]"}], "/.", "col"}]}], ";"}]], "Input",
16204	CellChangeTimes->{{3.478436009927547^9, 3.478436018997932^9}, {
16205	3.478436082403898^9, 3.478436090700395^9}, {3.478436177508675*^9,
16206	3.47843618204671^9}, {3.478437003898071^9, 3.47843701110685*^9}, {
16207	3.478437477803822^9, 3.478437504302616^9}, {3.478439384069483*^9,
16208	3.478439384257797^9}, {3.479118059131767^9, 3.479118076021708*^9}, {
16209	3.479118109146226^9, 3.479118116650997^9}, {3.479118202216882*^9,
16210	3.479118216760961^9}, 3.479119017869164^9, 3.479119745593796*^9,
16211	3.479123731953217^9, 3.479127413095424^9, {3.479183735054553*^9,
16212	3.479183738211356^9}, 3.479184069931285^9, 3.500273802389577*^9}],
16213
16214	Cell[BoxData[
16215	RowBox[{
16216	RowBox[{"Mgg3", "=",
16217	RowBox[{"Normal", "[",
16218	RowBox[{"Series", "[",
16219	RowBox[{
16220	RowBox[{
16221	RowBox[{
16222	RowBox[{"Mgg2", "/.", "M$FACouplings"}], "/.",
16223	RowBox[{"{",
16224	RowBox[{
16225	RowBox[{"CphiG", "->", "0"}], ",",
16226	RowBox[{"CtG", "\[Rule]", "0"}], ",",
16227	RowBox[{"Lambda", "\[Rule]",
16228	RowBox[{"1", "/", "Linv"}]}], ",",
16229	RowBox[{
16230	RowBox[{"Conjugate", "[", "Lambda", "]"}], "->",
16231	RowBox[{"1", "/", "Linv"}]}], ",",
16232	RowBox[{
16233	RowBox[{"Conjugate", "[", "v", "]"}], "\[Rule]", "v"}]}], "}"}]}],
16234	"/.",
16235	RowBox[{"{",
16236	RowBox[{
16237	RowBox[{
16238	RowBox[{"Linv", "^", "4"}], "\[Rule]", "0"}], ",",
16239	RowBox[{
16240	RowBox[{"Linv", "^", "6"}], "\[Rule]", "0"}]}], "}"}]}], ",",
16241	RowBox[{"{",
16242	RowBox[{"Linv", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}]}],
16243	";"}]], "Input",
16244	CellChangeTimes->{{3.500120264683782^9, 3.500120270634116^9}, {
16245	3.50012037229132^9, 3.500120418987548^9}, {3.5001206930421867`*^9,
16246	3.500120721959036^9}, {3.500120848018794^9, 3.500120861852392*^9}, {
16247	3.5001209888233223`^9, 3.5001209942671537`^9}, {3.500273808495722*^9,
16248	3.5002738116933947`^9}, {3.500274651415653^9, 3.50027466911906*^9}}],
16249
16250	Cell[CellGroupData[{
16251
16252	Cell[BoxData["Mgg3"], "Input",
16253	CellChangeTimes->{{3.500274862624996^9, 3.500274865291655^9}}],
16254
16255	Cell[BoxData[
16256	FormBox[
16257	RowBox[{
16258	RowBox[{
16259	RowBox[{"(",
16260	RowBox[{
16261	RowBox[{
16262	FractionBox["23", "3"], " ",
16263	RowBox[{"(",
16264	RowBox[{
16265	RowBox[{
16266	RowBox[{"(",
16267	RowBox[{
16268	RowBox[{
16269	RowBox[{"-", "12"}], " ", "AbbSum2", " ", "CG", " ", "GS"}], "-",
16270
16271	RowBox[{"12", " ", "AbbSum4", " ", "CG", " ", "GS"}], "-",
16272	RowBox[{"12", " ", "AbbSum1", " ", "CG", " ", "S", " ", "GS"}],
16273	"-",
16274	RowBox[{"12", " ", "AbbSum3", " ", "CG", " ", "T", " ", "GS"}],
16275	"-",
16276	RowBox[{"48", " ", "AbbSum11", " ", "CG", " ",
16277	RowBox[{"Den", "(",
16278	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
16279	RowBox[{"48", " ", "AbbSum8", " ", "CG", " ", "S", " ",
16280	RowBox[{"Den", "(",
16281	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
16282	RowBox[{"24", " ", "AbbSum10", " ", "CG", " ", "T", " ",
16283	RowBox[{"Den", "(",
16284	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
16285	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "T", " ",
16286	RowBox[{"Den", "(",
16287	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
16288	RowBox[{"24", " ", "AbbSum9", " ", "CG", " ", "U", " ",
16289	RowBox[{"Den", "(",
16290	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
16291	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "U", " ",
16292	RowBox[{"Den", "(",
16293	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
16294	RowBox[{"48", " ", "AbbSum21", " ", "CG", " ",
16295	RowBox[{"Den", "(",
16296	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
16297	RowBox[{"24", " ", "AbbSum20", " ", "CG", " ", "S", " ",
16298	RowBox[{"Den", "(",
16299	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
16300	RowBox[{"24", " ", "AbbSum18", " ", "CG", " ", "T", " ",
16301	RowBox[{"Den", "(",
16302	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
16303	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "S", " ", "T", " ",
16304	RowBox[{"Den", "(",
16305	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
16306	RowBox[{"24", " ", "AbbSum19", " ", "CG", " ", "U", " ",
16307	RowBox[{"Den", "(",
16308	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
16309	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "T", " ", "U", " ",
16310	RowBox[{"Den", "(",
16311	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}]}], ")"}], " ",
16312	RowBox[{"(",
16313	RowBox[{
16314	RowBox[{
16315	RowBox[{"-", "8"}], " ", "Alfas", " ", "\[Pi]", " ",
16316	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
16317	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
16318	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "-",
16319	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
16320	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16321	RowBox[{"Den", "(",
16322	RowBox[{"S", ",", "0"}], ")"}]}], "-",
16323	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
16324	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16325	RowBox[{"Den", "(",
16326	RowBox[{"S", ",", "0"}], ")"}]}], "-",
16327	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
16328	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
16329	RowBox[{"Den", "(",
16330	RowBox[{"S", ",", "0"}], ")"}]}], "-",
16331	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
16332	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16333	RowBox[{"Den", "(",
16334	RowBox[{"T", ",", "0"}], ")"}]}], "-",
16335	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
16336	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16337	RowBox[{"Den", "(",
16338	RowBox[{"T", ",", "0"}], ")"}]}], "-",
16339	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
16340	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
16341	RowBox[{"Den", "(",
16342	RowBox[{"T", ",", "0"}], ")"}]}]}], ")"}]}], "+",
16343	RowBox[{
16344	RowBox[{"(",
16345	RowBox[{
16346	RowBox[{
16347	RowBox[{"-", "8"}], " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
16348	RowBox[{"Den", "(",
16349	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16350	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
16351	RowBox[{"Den", "(",
16352	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16353	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
16354	RowBox[{"Den", "(",
16355	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16356	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
16357	RowBox[{"Den", "(",
16358	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16359	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
16360	RowBox[{"Den", "(",
16361	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16362	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
16363	RowBox[{"Den", "(",
16364	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16365	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
16366	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}]}],
16367	")"}], " ",
16368	RowBox[{"(",
16369	RowBox[{
16370	RowBox[{
16371	RowBox[{"-", "12"}], " ", "GS", " ", "S", " ",
16372	SuperscriptBox["AbbSum1", "\[Conjugate]"], " ",
16373	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16374	RowBox[{"12", " ", "GS", " ",
16375	SuperscriptBox["AbbSum2", "\[Conjugate]"], " ",
16376	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16377	RowBox[{"12", " ", "GS", " ", "T", " ",
16378	SuperscriptBox["AbbSum3", "\[Conjugate]"], " ",
16379	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16380	RowBox[{"12", " ", "GS", " ",
16381	SuperscriptBox["AbbSum4", "\[Conjugate]"], " ",
16382	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16383	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
16384	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16385	RowBox[{"Den", "(",
16386	RowBox[{"S", ",", "0"}], ")"}], " ",
16387	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16388	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
16389	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16390	RowBox[{"Den", "(",
16391	RowBox[{"S", ",", "0"}], ")"}], " ",
16392	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16393	RowBox[{"24", " ", "GS", " ", "T", " ",
16394	SuperscriptBox["AbbSum10", "\[Conjugate]"], " ",
16395	RowBox[{"Den", "(",
16396	RowBox[{"S", ",", "0"}], ")"}], " ",
16397	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16398	RowBox[{"48", " ", "GS", " ",
16399	SuperscriptBox["AbbSum11", "\[Conjugate]"], " ",
16400	RowBox[{"Den", "(",
16401	RowBox[{"S", ",", "0"}], ")"}], " ",
16402	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16403	RowBox[{"48", " ", "GS", " ", "S", " ",
16404	SuperscriptBox["AbbSum8", "\[Conjugate]"], " ",
16405	RowBox[{"Den", "(",
16406	RowBox[{"S", ",", "0"}], ")"}], " ",
16407	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16408	RowBox[{"24", " ", "GS", " ", "U", " ",
16409	SuperscriptBox["AbbSum9", "\[Conjugate]"], " ",
16410	RowBox[{"Den", "(",
16411	RowBox[{"S", ",", "0"}], ")"}], " ",
16412	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16413	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
16414	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16415	RowBox[{"Den", "(",
16416	RowBox[{"T", ",", "0"}], ")"}], " ",
16417	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16418	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
16419	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16420	RowBox[{"Den", "(",
16421	RowBox[{"T", ",", "0"}], ")"}], " ",
16422	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16423	RowBox[{"24", " ", "GS", " ", "T", " ",
16424	SuperscriptBox["AbbSum18", "\[Conjugate]"], " ",
16425	RowBox[{"Den", "(",
16426	RowBox[{"T", ",", "0"}], ")"}], " ",
16427	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16428	RowBox[{"24", " ", "GS", " ", "U", " ",
16429	SuperscriptBox["AbbSum19", "\[Conjugate]"], " ",
16430	RowBox[{"Den", "(",
16431	RowBox[{"T", ",", "0"}], ")"}], " ",
16432	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16433	RowBox[{"24", " ", "GS", " ", "S", " ",
16434	SuperscriptBox["AbbSum20", "\[Conjugate]"], " ",
16435	RowBox[{"Den", "(",
16436	RowBox[{"T", ",", "0"}], ")"}], " ",
16437	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16438	RowBox[{"48", " ", "GS", " ",
16439	SuperscriptBox["AbbSum21", "\[Conjugate]"], " ",
16440	RowBox[{"Den", "(",
16441	RowBox[{"T", ",", "0"}], ")"}], " ",
16442	SuperscriptBox["CG", "\[Conjugate]"]}]}], ")"}]}]}], ")"}]}],
16443	"-",
16444	RowBox[{
16445	FractionBox["4", "3"], " ",
16446	RowBox[{"(",
16447	RowBox[{
16448	RowBox[{
16449	RowBox[{"(",
16450	RowBox[{
16451	RowBox[{
16452	RowBox[{"-", "12"}], " ", "GS", " ", "S", " ",
16453	SuperscriptBox["AbbSum1", "\[Conjugate]"], " ",
16454	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16455	RowBox[{"12", " ", "GS", " ",
16456	SuperscriptBox["AbbSum2", "\[Conjugate]"], " ",
16457	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16458	RowBox[{"12", " ", "GS", " ", "T", " ",
16459	SuperscriptBox["AbbSum3", "\[Conjugate]"], " ",
16460	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16461	RowBox[{"12", " ", "GS", " ",
16462	SuperscriptBox["AbbSum4", "\[Conjugate]"], " ",
16463	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16464	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
16465	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16466	RowBox[{"Den", "(",
16467	RowBox[{"S", ",", "0"}], ")"}], " ",
16468	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16469	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
16470	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16471	RowBox[{"Den", "(",
16472	RowBox[{"S", ",", "0"}], ")"}], " ",
16473	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16474	RowBox[{"24", " ", "GS", " ", "T", " ",
16475	SuperscriptBox["AbbSum10", "\[Conjugate]"], " ",
16476	RowBox[{"Den", "(",
16477	RowBox[{"S", ",", "0"}], ")"}], " ",
16478	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16479	RowBox[{"48", " ", "GS", " ",
16480	SuperscriptBox["AbbSum11", "\[Conjugate]"], " ",
16481	RowBox[{"Den", "(",
16482	RowBox[{"S", ",", "0"}], ")"}], " ",
16483	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16484	RowBox[{"48", " ", "GS", " ", "S", " ",
16485	SuperscriptBox["AbbSum8", "\[Conjugate]"], " ",
16486	RowBox[{"Den", "(",
16487	RowBox[{"S", ",", "0"}], ")"}], " ",
16488	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16489	RowBox[{"24", " ", "GS", " ", "U", " ",
16490	SuperscriptBox["AbbSum9", "\[Conjugate]"], " ",
16491	RowBox[{"Den", "(",
16492	RowBox[{"S", ",", "0"}], ")"}], " ",
16493	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16494	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
16495	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16496	RowBox[{"Den", "(",
16497	RowBox[{"T", ",", "0"}], ")"}], " ",
16498	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16499	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
16500	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16501	RowBox[{"Den", "(",
16502	RowBox[{"T", ",", "0"}], ")"}], " ",
16503	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16504	RowBox[{"24", " ", "GS", " ", "T", " ",
16505	SuperscriptBox["AbbSum18", "\[Conjugate]"], " ",
16506	RowBox[{"Den", "(",
16507	RowBox[{"T", ",", "0"}], ")"}], " ",
16508	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16509	RowBox[{"24", " ", "GS", " ", "U", " ",
16510	SuperscriptBox["AbbSum19", "\[Conjugate]"], " ",
16511	RowBox[{"Den", "(",
16512	RowBox[{"T", ",", "0"}], ")"}], " ",
16513	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16514	RowBox[{"24", " ", "GS", " ", "S", " ",
16515	SuperscriptBox["AbbSum20", "\[Conjugate]"], " ",
16516	RowBox[{"Den", "(",
16517	RowBox[{"T", ",", "0"}], ")"}], " ",
16518	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16519	RowBox[{"48", " ", "GS", " ",
16520	SuperscriptBox["AbbSum21", "\[Conjugate]"], " ",
16521	RowBox[{"Den", "(",
16522	RowBox[{"T", ",", "0"}], ")"}], " ",
16523	SuperscriptBox["CG", "\[Conjugate]"]}]}], ")"}], " ",
16524	RowBox[{"(",
16525	RowBox[{
16526	RowBox[{"8", " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
16527	RowBox[{"Den", "(",
16528	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
16529	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
16530	RowBox[{"Den", "(",
16531	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
16532	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
16533	RowBox[{"Den", "(",
16534	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16535	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
16536	RowBox[{"Den", "(",
16537	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
16538	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
16539	RowBox[{"Den", "(",
16540	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16541	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
16542	RowBox[{"Den", "(",
16543	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
16544	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
16545	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}],
16546	")"}]}], "+",
16547	RowBox[{
16548	RowBox[{"(",
16549	RowBox[{
16550	RowBox[{
16551	RowBox[{"-", "8"}], " ", "Alfas", " ", "\[Pi]", " ",
16552	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
16553	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
16554	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "-",
16555	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
16556	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16557	RowBox[{"Den", "(",
16558	RowBox[{"S", ",", "0"}], ")"}]}], "-",
16559	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
16560	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16561	RowBox[{"Den", "(",
16562	RowBox[{"S", ",", "0"}], ")"}]}], "-",
16563	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
16564	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
16565	RowBox[{"Den", "(",
16566	RowBox[{"S", ",", "0"}], ")"}]}], "-",
16567	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
16568	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16569	RowBox[{"Den", "(",
16570	RowBox[{"T", ",", "0"}], ")"}]}], "-",
16571	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
16572	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16573	RowBox[{"Den", "(",
16574	RowBox[{"T", ",", "0"}], ")"}]}], "-",
16575	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
16576	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
16577	RowBox[{"Den", "(",
16578	RowBox[{"T", ",", "0"}], ")"}]}]}], ")"}], " ",
16579	RowBox[{"(",
16580	RowBox[{
16581	RowBox[{"12", " ", "AbbSum2", " ", "CG", " ", "GS"}], "-",
16582	RowBox[{"12", " ", "AbbSum6", " ", "CG", " ", "GS"}], "+",
16583	RowBox[{"12", " ", "AbbSum1", " ", "CG", " ", "S", " ", "GS"}],
16584	"-",
16585	RowBox[{"12", " ", "AbbSum5", " ", "CG", " ", "U", " ", "GS"}],
16586	"+",
16587	RowBox[{"48", " ", "AbbSum11", " ", "CG", " ",
16588	RowBox[{"Den", "(",
16589	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
16590	RowBox[{"48", " ", "AbbSum8", " ", "CG", " ", "S", " ",
16591	RowBox[{"Den", "(",
16592	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
16593	RowBox[{"24", " ", "AbbSum10", " ", "CG", " ", "T", " ",
16594	RowBox[{"Den", "(",
16595	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
16596	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "T", " ",
16597	RowBox[{"Den", "(",
16598	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
16599	RowBox[{"24", " ", "AbbSum9", " ", "CG", " ", "U", " ",
16600	RowBox[{"Den", "(",
16601	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
16602	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "U", " ",
16603	RowBox[{"Den", "(",
16604	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
16605	RowBox[{"48", " ", "AbbSum31", " ", "CG", " ",
16606	RowBox[{"Den", "(",
16607	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
16608	RowBox[{"24", " ", "AbbSum30", " ", "CG", " ", "S", " ",
16609	RowBox[{"Den", "(",
16610	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
16611	RowBox[{"24", " ", "AbbSum29", " ", "CG", " ", "T", " ",
16612	RowBox[{"Den", "(",
16613	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
16614	RowBox[{"24", " ", "AbbSum28", " ", "CG", " ", "U", " ",
16615	RowBox[{"Den", "(",
16616	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
16617	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "S", " ", "U", " ",
16618	RowBox[{"Den", "(",
16619	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
16620	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "T", " ", "U", " ",
16621	RowBox[{"Den", "(",
16622	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}]}], ")"}]}]}],
16623	")"}]}], "-",
16624	RowBox[{
16625	FractionBox["4", "3"], " ",
16626	RowBox[{"(",
16627	RowBox[{
16628	RowBox[{
16629	RowBox[{"(",
16630	RowBox[{
16631	RowBox[{
16632	RowBox[{"-", "12"}], " ", "GS", " ", "S", " ",
16633	SuperscriptBox["AbbSum1", "\[Conjugate]"], " ",
16634	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16635	RowBox[{"12", " ", "GS", " ",
16636	SuperscriptBox["AbbSum2", "\[Conjugate]"], " ",
16637	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16638	RowBox[{"12", " ", "GS", " ", "T", " ",
16639	SuperscriptBox["AbbSum3", "\[Conjugate]"], " ",
16640	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16641	RowBox[{"12", " ", "GS", " ",
16642	SuperscriptBox["AbbSum4", "\[Conjugate]"], " ",
16643	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16644	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
16645	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16646	RowBox[{"Den", "(",
16647	RowBox[{"S", ",", "0"}], ")"}], " ",
16648	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16649	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
16650	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16651	RowBox[{"Den", "(",
16652	RowBox[{"S", ",", "0"}], ")"}], " ",
16653	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16654	RowBox[{"24", " ", "GS", " ", "T", " ",
16655	SuperscriptBox["AbbSum10", "\[Conjugate]"], " ",
16656	RowBox[{"Den", "(",
16657	RowBox[{"S", ",", "0"}], ")"}], " ",
16658	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16659	RowBox[{"48", " ", "GS", " ",
16660	SuperscriptBox["AbbSum11", "\[Conjugate]"], " ",
16661	RowBox[{"Den", "(",
16662	RowBox[{"S", ",", "0"}], ")"}], " ",
16663	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16664	RowBox[{"48", " ", "GS", " ", "S", " ",
16665	SuperscriptBox["AbbSum8", "\[Conjugate]"], " ",
16666	RowBox[{"Den", "(",
16667	RowBox[{"S", ",", "0"}], ")"}], " ",
16668	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16669	RowBox[{"24", " ", "GS", " ", "U", " ",
16670	SuperscriptBox["AbbSum9", "\[Conjugate]"], " ",
16671	RowBox[{"Den", "(",
16672	RowBox[{"S", ",", "0"}], ")"}], " ",
16673	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16674	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
16675	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16676	RowBox[{"Den", "(",
16677	RowBox[{"T", ",", "0"}], ")"}], " ",
16678	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16679	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
16680	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16681	RowBox[{"Den", "(",
16682	RowBox[{"T", ",", "0"}], ")"}], " ",
16683	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16684	RowBox[{"24", " ", "GS", " ", "T", " ",
16685	SuperscriptBox["AbbSum18", "\[Conjugate]"], " ",
16686	RowBox[{"Den", "(",
16687	RowBox[{"T", ",", "0"}], ")"}], " ",
16688	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16689	RowBox[{"24", " ", "GS", " ", "U", " ",
16690	SuperscriptBox["AbbSum19", "\[Conjugate]"], " ",
16691	RowBox[{"Den", "(",
16692	RowBox[{"T", ",", "0"}], ")"}], " ",
16693	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16694	RowBox[{"24", " ", "GS", " ", "S", " ",
16695	SuperscriptBox["AbbSum20", "\[Conjugate]"], " ",
16696	RowBox[{"Den", "(",
16697	RowBox[{"T", ",", "0"}], ")"}], " ",
16698	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16699	RowBox[{"48", " ", "GS", " ",
16700	SuperscriptBox["AbbSum21", "\[Conjugate]"], " ",
16701	RowBox[{"Den", "(",
16702	RowBox[{"T", ",", "0"}], ")"}], " ",
16703	SuperscriptBox["CG", "\[Conjugate]"]}]}], ")"}], " ",
16704	RowBox[{"(",
16705	RowBox[{
16706	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
16707	RowBox[{"Den", "(",
16708	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
16709	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
16710	RowBox[{"Den", "(",
16711	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
16712	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
16713	RowBox[{"Den", "(",
16714	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
16715	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
16716	RowBox[{"Den", "(",
16717	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16718	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
16719	RowBox[{"Den", "(",
16720	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
16721	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
16722	RowBox[{"Den", "(",
16723	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
16724	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}], "+",
16725	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}],
16726	")"}]}], "+",
16727	RowBox[{
16728	RowBox[{"(",
16729	RowBox[{
16730	RowBox[{
16731	RowBox[{"-", "8"}], " ", "Alfas", " ", "\[Pi]", " ",
16732	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
16733	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
16734	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "-",
16735	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
16736	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16737	RowBox[{"Den", "(",
16738	RowBox[{"S", ",", "0"}], ")"}]}], "-",
16739	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
16740	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16741	RowBox[{"Den", "(",
16742	RowBox[{"S", ",", "0"}], ")"}]}], "-",
16743	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
16744	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
16745	RowBox[{"Den", "(",
16746	RowBox[{"S", ",", "0"}], ")"}]}], "-",
16747	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
16748	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16749	RowBox[{"Den", "(",
16750	RowBox[{"T", ",", "0"}], ")"}]}], "-",
16751	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
16752	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
16753	RowBox[{"Den", "(",
16754	RowBox[{"T", ",", "0"}], ")"}]}], "-",
16755	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
16756	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
16757	RowBox[{"Den", "(",
16758	RowBox[{"T", ",", "0"}], ")"}]}]}], ")"}], " ",
16759	RowBox[{"(",
16760	RowBox[{
16761	RowBox[{"12", " ", "AbbSum4", " ", "CG", " ", "GS"}], "+",
16762	RowBox[{"12", " ", "AbbSum6", " ", "CG", " ", "GS"}], "+",
16763	RowBox[{"12", " ", "AbbSum3", " ", "CG", " ", "T", " ", "GS"}],
16764	"+",
16765	RowBox[{"12", " ", "AbbSum5", " ", "CG", " ", "U", " ", "GS"}],
16766	"+",
16767	RowBox[{"48", " ", "AbbSum21", " ", "CG", " ",
16768	RowBox[{"Den", "(",
16769	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
16770	RowBox[{"24", " ", "AbbSum20", " ", "CG", " ", "S", " ",
16771	RowBox[{"Den", "(",
16772	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
16773	RowBox[{"24", " ", "AbbSum18", " ", "CG", " ", "T", " ",
16774	RowBox[{"Den", "(",
16775	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
16776	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "S", " ", "T", " ",
16777	RowBox[{"Den", "(",
16778	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
16779	RowBox[{"24", " ", "AbbSum19", " ", "CG", " ", "U", " ",
16780	RowBox[{"Den", "(",
16781	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
16782	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "T", " ", "U", " ",
16783	RowBox[{"Den", "(",
16784	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
16785	RowBox[{"48", " ", "AbbSum31", " ", "CG", " ",
16786	RowBox[{"Den", "(",
16787	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
16788	RowBox[{"24", " ", "AbbSum30", " ", "CG", " ", "S", " ",
16789	RowBox[{"Den", "(",
16790	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
16791	RowBox[{"24", " ", "AbbSum29", " ", "CG", " ", "T", " ",
16792	RowBox[{"Den", "(",
16793	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
16794	RowBox[{"24", " ", "AbbSum28", " ", "CG", " ", "U", " ",
16795	RowBox[{"Den", "(",
16796	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
16797	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "S", " ", "U", " ",
16798	RowBox[{"Den", "(",
16799	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
16800	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "T", " ", "U", " ",
16801	RowBox[{"Den", "(",
16802	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}]}], ")"}]}]}],
16803	")"}]}], "-",
16804	RowBox[{
16805	FractionBox["4", "3"], " ",
16806	RowBox[{"(",
16807	RowBox[{
16808	RowBox[{
16809	RowBox[{"(",
16810	RowBox[{
16811	RowBox[{
16812	RowBox[{"-", "12"}], " ", "AbbSum2", " ", "CG", " ", "GS"}], "-",
16813
16814	RowBox[{"12", " ", "AbbSum4", " ", "CG", " ", "GS"}], "-",
16815	RowBox[{"12", " ", "AbbSum1", " ", "CG", " ", "S", " ", "GS"}],
16816	"-",
16817	RowBox[{"12", " ", "AbbSum3", " ", "CG", " ", "T", " ", "GS"}],
16818	"-",
16819	RowBox[{"48", " ", "AbbSum11", " ", "CG", " ",
16820	RowBox[{"Den", "(",
16821	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
16822	RowBox[{"48", " ", "AbbSum8", " ", "CG", " ", "S", " ",
16823	RowBox[{"Den", "(",
16824	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
16825	RowBox[{"24", " ", "AbbSum10", " ", "CG", " ", "T", " ",
16826	RowBox[{"Den", "(",
16827	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
16828	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "T", " ",
16829	RowBox[{"Den", "(",
16830	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
16831	RowBox[{"24", " ", "AbbSum9", " ", "CG", " ", "U", " ",
16832	RowBox[{"Den", "(",
16833	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
16834	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "U", " ",
16835	RowBox[{"Den", "(",
16836	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
16837	RowBox[{"48", " ", "AbbSum21", " ", "CG", " ",
16838	RowBox[{"Den", "(",
16839	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
16840	RowBox[{"24", " ", "AbbSum20", " ", "CG", " ", "S", " ",
16841	RowBox[{"Den", "(",
16842	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
16843	RowBox[{"24", " ", "AbbSum18", " ", "CG", " ", "T", " ",
16844	RowBox[{"Den", "(",
16845	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
16846	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "S", " ", "T", " ",
16847	RowBox[{"Den", "(",
16848	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
16849	RowBox[{"24", " ", "AbbSum19", " ", "CG", " ", "U", " ",
16850	RowBox[{"Den", "(",
16851	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
16852	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "T", " ", "U", " ",
16853	RowBox[{"Den", "(",
16854	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}]}], ")"}], " ",
16855	RowBox[{"(",
16856	RowBox[{
16857	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
16858	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
16859	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
16860	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
16861	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
16862	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16863	RowBox[{"Den", "(",
16864	RowBox[{"S", ",", "0"}], ")"}]}], "+",
16865	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
16866	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16867	RowBox[{"Den", "(",
16868	RowBox[{"S", ",", "0"}], ")"}]}], "+",
16869	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
16870	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
16871	RowBox[{"Den", "(",
16872	RowBox[{"S", ",", "0"}], ")"}]}], "-",
16873	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
16874	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
16875	RowBox[{"Den", "(",
16876	RowBox[{"U", ",", "0"}], ")"}]}], "+",
16877	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
16878	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
16879	RowBox[{"Den", "(",
16880	RowBox[{"U", ",", "0"}], ")"}]}], "-",
16881	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
16882	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
16883	RowBox[{"Den", "(",
16884	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "+",
16885	RowBox[{
16886	RowBox[{"(",
16887	RowBox[{
16888	RowBox[{
16889	RowBox[{"-", "8"}], " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
16890	RowBox[{"Den", "(",
16891	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16892	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
16893	RowBox[{"Den", "(",
16894	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16895	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
16896	RowBox[{"Den", "(",
16897	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16898	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
16899	RowBox[{"Den", "(",
16900	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16901	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
16902	RowBox[{"Den", "(",
16903	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16904	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
16905	RowBox[{"Den", "(",
16906	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
16907	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
16908	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}]}],
16909	")"}], " ",
16910	RowBox[{"(",
16911	RowBox[{
16912	RowBox[{"12", " ", "GS", " ", "S", " ",
16913	SuperscriptBox["AbbSum1", "\[Conjugate]"], " ",
16914	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16915	RowBox[{"12", " ", "GS", " ",
16916	SuperscriptBox["AbbSum2", "\[Conjugate]"], " ",
16917	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16918	RowBox[{"12", " ", "GS", " ", "U", " ",
16919	SuperscriptBox["AbbSum5", "\[Conjugate]"], " ",
16920	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16921	RowBox[{"12", " ", "GS", " ",
16922	SuperscriptBox["AbbSum6", "\[Conjugate]"], " ",
16923	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16924	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
16925	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16926	RowBox[{"Den", "(",
16927	RowBox[{"S", ",", "0"}], ")"}], " ",
16928	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16929	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
16930	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
16931	RowBox[{"Den", "(",
16932	RowBox[{"S", ",", "0"}], ")"}], " ",
16933	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16934	RowBox[{"24", " ", "GS", " ", "T", " ",
16935	SuperscriptBox["AbbSum10", "\[Conjugate]"], " ",
16936	RowBox[{"Den", "(",
16937	RowBox[{"S", ",", "0"}], ")"}], " ",
16938	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16939	RowBox[{"48", " ", "GS", " ",
16940	SuperscriptBox["AbbSum11", "\[Conjugate]"], " ",
16941	RowBox[{"Den", "(",
16942	RowBox[{"S", ",", "0"}], ")"}], " ",
16943	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16944	RowBox[{"48", " ", "GS", " ", "S", " ",
16945	SuperscriptBox["AbbSum8", "\[Conjugate]"], " ",
16946	RowBox[{"Den", "(",
16947	RowBox[{"S", ",", "0"}], ")"}], " ",
16948	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16949	RowBox[{"24", " ", "GS", " ", "U", " ",
16950	SuperscriptBox["AbbSum9", "\[Conjugate]"], " ",
16951	RowBox[{"Den", "(",
16952	RowBox[{"S", ",", "0"}], ")"}], " ",
16953	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16954	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
16955	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
16956	RowBox[{"Den", "(",
16957	RowBox[{"U", ",", "0"}], ")"}], " ",
16958	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16959	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
16960	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
16961	RowBox[{"Den", "(",
16962	RowBox[{"U", ",", "0"}], ")"}], " ",
16963	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16964	RowBox[{"24", " ", "GS", " ", "U", " ",
16965	SuperscriptBox["AbbSum28", "\[Conjugate]"], " ",
16966	RowBox[{"Den", "(",
16967	RowBox[{"U", ",", "0"}], ")"}], " ",
16968	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16969	RowBox[{"24", " ", "GS", " ", "T", " ",
16970	SuperscriptBox["AbbSum29", "\[Conjugate]"], " ",
16971	RowBox[{"Den", "(",
16972	RowBox[{"U", ",", "0"}], ")"}], " ",
16973	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
16974	RowBox[{"24", " ", "GS", " ", "S", " ",
16975	SuperscriptBox["AbbSum30", "\[Conjugate]"], " ",
16976	RowBox[{"Den", "(",
16977	RowBox[{"U", ",", "0"}], ")"}], " ",
16978	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
16979	RowBox[{"48", " ", "GS", " ",
16980	SuperscriptBox["AbbSum31", "\[Conjugate]"], " ",
16981	RowBox[{"Den", "(",
16982	RowBox[{"U", ",", "0"}], ")"}], " ",
16983	SuperscriptBox["CG", "\[Conjugate]"]}]}], ")"}]}]}], ")"}]}],
16984	"-",
16985	RowBox[{
16986	FractionBox["4", "3"], " ",
16987	RowBox[{"(",
16988	RowBox[{
16989	RowBox[{
16990	RowBox[{"(",
16991	RowBox[{
16992	RowBox[{"12", " ", "AbbSum4", " ", "CG", " ", "GS"}], "+",
16993	RowBox[{"12", " ", "AbbSum6", " ", "CG", " ", "GS"}], "+",
16994	RowBox[{"12", " ", "AbbSum3", " ", "CG", " ", "T", " ", "GS"}],
16995	"+",
16996	RowBox[{"12", " ", "AbbSum5", " ", "CG", " ", "U", " ", "GS"}],
16997	"+",
16998	RowBox[{"48", " ", "AbbSum21", " ", "CG", " ",
16999	RowBox[{"Den", "(",
17000	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
17001	RowBox[{"24", " ", "AbbSum20", " ", "CG", " ", "S", " ",
17002	RowBox[{"Den", "(",
17003	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
17004	RowBox[{"24", " ", "AbbSum18", " ", "CG", " ", "T", " ",
17005	RowBox[{"Den", "(",
17006	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
17007	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "S", " ", "T", " ",
17008	RowBox[{"Den", "(",
17009	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
17010	RowBox[{"24", " ", "AbbSum19", " ", "CG", " ", "U", " ",
17011	RowBox[{"Den", "(",
17012	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
17013	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "T", " ", "U", " ",
17014	RowBox[{"Den", "(",
17015	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
17016	RowBox[{"48", " ", "AbbSum31", " ", "CG", " ",
17017	RowBox[{"Den", "(",
17018	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
17019	RowBox[{"24", " ", "AbbSum30", " ", "CG", " ", "S", " ",
17020	RowBox[{"Den", "(",
17021	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
17022	RowBox[{"24", " ", "AbbSum29", " ", "CG", " ", "T", " ",
17023	RowBox[{"Den", "(",
17024	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
17025	RowBox[{"24", " ", "AbbSum28", " ", "CG", " ", "U", " ",
17026	RowBox[{"Den", "(",
17027	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
17028	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "S", " ", "U", " ",
17029	RowBox[{"Den", "(",
17030	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
17031	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "T", " ", "U", " ",
17032	RowBox[{"Den", "(",
17033	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}]}], ")"}], " ",
17034	RowBox[{"(",
17035	RowBox[{
17036	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17037	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
17038	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17039	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
17040	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17041	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17042	RowBox[{"Den", "(",
17043	RowBox[{"S", ",", "0"}], ")"}]}], "+",
17044	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17045	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17046	RowBox[{"Den", "(",
17047	RowBox[{"S", ",", "0"}], ")"}]}], "+",
17048	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17049	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
17050	RowBox[{"Den", "(",
17051	RowBox[{"S", ",", "0"}], ")"}]}], "-",
17052	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17053	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17054	RowBox[{"Den", "(",
17055	RowBox[{"U", ",", "0"}], ")"}]}], "+",
17056	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17057	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17058	RowBox[{"Den", "(",
17059	RowBox[{"U", ",", "0"}], ")"}]}], "-",
17060	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17061	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
17062	RowBox[{"Den", "(",
17063	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "+",
17064	RowBox[{
17065	RowBox[{"(",
17066	RowBox[{
17067	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
17068	RowBox[{"Den", "(",
17069	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17070	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
17071	RowBox[{"Den", "(",
17072	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17073	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
17074	RowBox[{"Den", "(",
17075	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17076	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
17077	RowBox[{"Den", "(",
17078	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17079	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
17080	RowBox[{"Den", "(",
17081	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17082	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
17083	RowBox[{"Den", "(",
17084	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17085	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}], "+",
17086	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}],
17087	")"}], " ",
17088	RowBox[{"(",
17089	RowBox[{
17090	RowBox[{"12", " ", "GS", " ", "S", " ",
17091	SuperscriptBox["AbbSum1", "\[Conjugate]"], " ",
17092	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17093	RowBox[{"12", " ", "GS", " ",
17094	SuperscriptBox["AbbSum2", "\[Conjugate]"], " ",
17095	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17096	RowBox[{"12", " ", "GS", " ", "U", " ",
17097	SuperscriptBox["AbbSum5", "\[Conjugate]"], " ",
17098	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17099	RowBox[{"12", " ", "GS", " ",
17100	SuperscriptBox["AbbSum6", "\[Conjugate]"], " ",
17101	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17102	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
17103	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17104	RowBox[{"Den", "(",
17105	RowBox[{"S", ",", "0"}], ")"}], " ",
17106	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17107	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
17108	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17109	RowBox[{"Den", "(",
17110	RowBox[{"S", ",", "0"}], ")"}], " ",
17111	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17112	RowBox[{"24", " ", "GS", " ", "T", " ",
17113	SuperscriptBox["AbbSum10", "\[Conjugate]"], " ",
17114	RowBox[{"Den", "(",
17115	RowBox[{"S", ",", "0"}], ")"}], " ",
17116	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17117	RowBox[{"48", " ", "GS", " ",
17118	SuperscriptBox["AbbSum11", "\[Conjugate]"], " ",
17119	RowBox[{"Den", "(",
17120	RowBox[{"S", ",", "0"}], ")"}], " ",
17121	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17122	RowBox[{"48", " ", "GS", " ", "S", " ",
17123	SuperscriptBox["AbbSum8", "\[Conjugate]"], " ",
17124	RowBox[{"Den", "(",
17125	RowBox[{"S", ",", "0"}], ")"}], " ",
17126	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17127	RowBox[{"24", " ", "GS", " ", "U", " ",
17128	SuperscriptBox["AbbSum9", "\[Conjugate]"], " ",
17129	RowBox[{"Den", "(",
17130	RowBox[{"S", ",", "0"}], ")"}], " ",
17131	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17132	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
17133	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17134	RowBox[{"Den", "(",
17135	RowBox[{"U", ",", "0"}], ")"}], " ",
17136	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17137	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
17138	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17139	RowBox[{"Den", "(",
17140	RowBox[{"U", ",", "0"}], ")"}], " ",
17141	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17142	RowBox[{"24", " ", "GS", " ", "U", " ",
17143	SuperscriptBox["AbbSum28", "\[Conjugate]"], " ",
17144	RowBox[{"Den", "(",
17145	RowBox[{"U", ",", "0"}], ")"}], " ",
17146	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17147	RowBox[{"24", " ", "GS", " ", "T", " ",
17148	SuperscriptBox["AbbSum29", "\[Conjugate]"], " ",
17149	RowBox[{"Den", "(",
17150	RowBox[{"U", ",", "0"}], ")"}], " ",
17151	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17152	RowBox[{"24", " ", "GS", " ", "S", " ",
17153	SuperscriptBox["AbbSum30", "\[Conjugate]"], " ",
17154	RowBox[{"Den", "(",
17155	RowBox[{"U", ",", "0"}], ")"}], " ",
17156	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17157	RowBox[{"48", " ", "GS", " ",
17158	SuperscriptBox["AbbSum31", "\[Conjugate]"], " ",
17159	RowBox[{"Den", "(",
17160	RowBox[{"U", ",", "0"}], ")"}], " ",
17161	SuperscriptBox["CG", "\[Conjugate]"]}]}], ")"}]}]}], ")"}]}],
17162	"+",
17163	RowBox[{
17164	FractionBox["23", "3"], " ",
17165	RowBox[{"(",
17166	RowBox[{
17167	RowBox[{
17168	RowBox[{"(",
17169	RowBox[{
17170	RowBox[{"12", " ", "AbbSum2", " ", "CG", " ", "GS"}], "-",
17171	RowBox[{"12", " ", "AbbSum6", " ", "CG", " ", "GS"}], "+",
17172	RowBox[{"12", " ", "AbbSum1", " ", "CG", " ", "S", " ", "GS"}],
17173	"-",
17174	RowBox[{"12", " ", "AbbSum5", " ", "CG", " ", "U", " ", "GS"}],
17175	"+",
17176	RowBox[{"48", " ", "AbbSum11", " ", "CG", " ",
17177	RowBox[{"Den", "(",
17178	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17179	RowBox[{"48", " ", "AbbSum8", " ", "CG", " ", "S", " ",
17180	RowBox[{"Den", "(",
17181	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
17182	RowBox[{"24", " ", "AbbSum10", " ", "CG", " ", "T", " ",
17183	RowBox[{"Den", "(",
17184	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17185	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "T", " ",
17186	RowBox[{"Den", "(",
17187	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17188	RowBox[{"24", " ", "AbbSum9", " ", "CG", " ", "U", " ",
17189	RowBox[{"Den", "(",
17190	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
17191	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "U", " ",
17192	RowBox[{"Den", "(",
17193	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17194	RowBox[{"48", " ", "AbbSum31", " ", "CG", " ",
17195	RowBox[{"Den", "(",
17196	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
17197	RowBox[{"24", " ", "AbbSum30", " ", "CG", " ", "S", " ",
17198	RowBox[{"Den", "(",
17199	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
17200	RowBox[{"24", " ", "AbbSum29", " ", "CG", " ", "T", " ",
17201	RowBox[{"Den", "(",
17202	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
17203	RowBox[{"24", " ", "AbbSum28", " ", "CG", " ", "U", " ",
17204	RowBox[{"Den", "(",
17205	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
17206	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "S", " ", "U", " ",
17207	RowBox[{"Den", "(",
17208	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
17209	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "T", " ", "U", " ",
17210	RowBox[{"Den", "(",
17211	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}]}], ")"}], " ",
17212	RowBox[{"(",
17213	RowBox[{
17214	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17215	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
17216	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17217	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
17218	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17219	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17220	RowBox[{"Den", "(",
17221	RowBox[{"S", ",", "0"}], ")"}]}], "+",
17222	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17223	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17224	RowBox[{"Den", "(",
17225	RowBox[{"S", ",", "0"}], ")"}]}], "+",
17226	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17227	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
17228	RowBox[{"Den", "(",
17229	RowBox[{"S", ",", "0"}], ")"}]}], "-",
17230	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17231	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17232	RowBox[{"Den", "(",
17233	RowBox[{"U", ",", "0"}], ")"}]}], "+",
17234	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17235	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17236	RowBox[{"Den", "(",
17237	RowBox[{"U", ",", "0"}], ")"}]}], "-",
17238	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17239	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
17240	RowBox[{"Den", "(",
17241	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "+",
17242	RowBox[{
17243	RowBox[{"(",
17244	RowBox[{
17245	RowBox[{"8", " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
17246	RowBox[{"Den", "(",
17247	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17248	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
17249	RowBox[{"Den", "(",
17250	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17251	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
17252	RowBox[{"Den", "(",
17253	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17254	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
17255	RowBox[{"Den", "(",
17256	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17257	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
17258	RowBox[{"Den", "(",
17259	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17260	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
17261	RowBox[{"Den", "(",
17262	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17263	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
17264	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}],
17265	")"}], " ",
17266	RowBox[{"(",
17267	RowBox[{
17268	RowBox[{"12", " ", "GS", " ", "S", " ",
17269	SuperscriptBox["AbbSum1", "\[Conjugate]"], " ",
17270	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17271	RowBox[{"12", " ", "GS", " ",
17272	SuperscriptBox["AbbSum2", "\[Conjugate]"], " ",
17273	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17274	RowBox[{"12", " ", "GS", " ", "U", " ",
17275	SuperscriptBox["AbbSum5", "\[Conjugate]"], " ",
17276	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17277	RowBox[{"12", " ", "GS", " ",
17278	SuperscriptBox["AbbSum6", "\[Conjugate]"], " ",
17279	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17280	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
17281	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17282	RowBox[{"Den", "(",
17283	RowBox[{"S", ",", "0"}], ")"}], " ",
17284	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17285	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
17286	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17287	RowBox[{"Den", "(",
17288	RowBox[{"S", ",", "0"}], ")"}], " ",
17289	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17290	RowBox[{"24", " ", "GS", " ", "T", " ",
17291	SuperscriptBox["AbbSum10", "\[Conjugate]"], " ",
17292	RowBox[{"Den", "(",
17293	RowBox[{"S", ",", "0"}], ")"}], " ",
17294	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17295	RowBox[{"48", " ", "GS", " ",
17296	SuperscriptBox["AbbSum11", "\[Conjugate]"], " ",
17297	RowBox[{"Den", "(",
17298	RowBox[{"S", ",", "0"}], ")"}], " ",
17299	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17300	RowBox[{"48", " ", "GS", " ", "S", " ",
17301	SuperscriptBox["AbbSum8", "\[Conjugate]"], " ",
17302	RowBox[{"Den", "(",
17303	RowBox[{"S", ",", "0"}], ")"}], " ",
17304	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17305	RowBox[{"24", " ", "GS", " ", "U", " ",
17306	SuperscriptBox["AbbSum9", "\[Conjugate]"], " ",
17307	RowBox[{"Den", "(",
17308	RowBox[{"S", ",", "0"}], ")"}], " ",
17309	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17310	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
17311	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17312	RowBox[{"Den", "(",
17313	RowBox[{"U", ",", "0"}], ")"}], " ",
17314	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17315	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
17316	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17317	RowBox[{"Den", "(",
17318	RowBox[{"U", ",", "0"}], ")"}], " ",
17319	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17320	RowBox[{"24", " ", "GS", " ", "U", " ",
17321	SuperscriptBox["AbbSum28", "\[Conjugate]"], " ",
17322	RowBox[{"Den", "(",
17323	RowBox[{"U", ",", "0"}], ")"}], " ",
17324	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17325	RowBox[{"24", " ", "GS", " ", "T", " ",
17326	SuperscriptBox["AbbSum29", "\[Conjugate]"], " ",
17327	RowBox[{"Den", "(",
17328	RowBox[{"U", ",", "0"}], ")"}], " ",
17329	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17330	RowBox[{"24", " ", "GS", " ", "S", " ",
17331	SuperscriptBox["AbbSum30", "\[Conjugate]"], " ",
17332	RowBox[{"Den", "(",
17333	RowBox[{"U", ",", "0"}], ")"}], " ",
17334	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17335	RowBox[{"48", " ", "GS", " ",
17336	SuperscriptBox["AbbSum31", "\[Conjugate]"], " ",
17337	RowBox[{"Den", "(",
17338	RowBox[{"U", ",", "0"}], ")"}], " ",
17339	SuperscriptBox["CG", "\[Conjugate]"]}]}], ")"}]}]}], ")"}]}],
17340	"-",
17341	RowBox[{
17342	FractionBox["4", "3"], " ",
17343	RowBox[{"(",
17344	RowBox[{
17345	RowBox[{
17346	RowBox[{"(",
17347	RowBox[{
17348	RowBox[{
17349	RowBox[{"-", "12"}], " ", "AbbSum2", " ", "CG", " ", "GS"}], "-",
17350
17351	RowBox[{"12", " ", "AbbSum4", " ", "CG", " ", "GS"}], "-",
17352	RowBox[{"12", " ", "AbbSum1", " ", "CG", " ", "S", " ", "GS"}],
17353	"-",
17354	RowBox[{"12", " ", "AbbSum3", " ", "CG", " ", "T", " ", "GS"}],
17355	"-",
17356	RowBox[{"48", " ", "AbbSum11", " ", "CG", " ",
17357	RowBox[{"Den", "(",
17358	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
17359	RowBox[{"48", " ", "AbbSum8", " ", "CG", " ", "S", " ",
17360	RowBox[{"Den", "(",
17361	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17362	RowBox[{"24", " ", "AbbSum10", " ", "CG", " ", "T", " ",
17363	RowBox[{"Den", "(",
17364	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
17365	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "T", " ",
17366	RowBox[{"Den", "(",
17367	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
17368	RowBox[{"24", " ", "AbbSum9", " ", "CG", " ", "U", " ",
17369	RowBox[{"Den", "(",
17370	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17371	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "U", " ",
17372	RowBox[{"Den", "(",
17373	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17374	RowBox[{"48", " ", "AbbSum21", " ", "CG", " ",
17375	RowBox[{"Den", "(",
17376	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
17377	RowBox[{"24", " ", "AbbSum20", " ", "CG", " ", "S", " ",
17378	RowBox[{"Den", "(",
17379	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
17380	RowBox[{"24", " ", "AbbSum18", " ", "CG", " ", "T", " ",
17381	RowBox[{"Den", "(",
17382	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
17383	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "S", " ", "T", " ",
17384	RowBox[{"Den", "(",
17385	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
17386	RowBox[{"24", " ", "AbbSum19", " ", "CG", " ", "U", " ",
17387	RowBox[{"Den", "(",
17388	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
17389	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "T", " ", "U", " ",
17390	RowBox[{"Den", "(",
17391	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}]}], ")"}], " ",
17392	RowBox[{"(",
17393	RowBox[{
17394	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17395	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "+",
17396	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17397	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
17398	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17399	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17400	RowBox[{"Den", "(",
17401	RowBox[{"T", ",", "0"}], ")"}]}], "+",
17402	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17403	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17404	RowBox[{"Den", "(",
17405	RowBox[{"T", ",", "0"}], ")"}]}], "+",
17406	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17407	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
17408	RowBox[{"Den", "(",
17409	RowBox[{"T", ",", "0"}], ")"}]}], "+",
17410	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17411	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17412	RowBox[{"Den", "(",
17413	RowBox[{"U", ",", "0"}], ")"}]}], "-",
17414	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17415	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17416	RowBox[{"Den", "(",
17417	RowBox[{"U", ",", "0"}], ")"}]}], "+",
17418	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17419	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
17420	RowBox[{"Den", "(",
17421	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "+",
17422	RowBox[{
17423	RowBox[{"(",
17424	RowBox[{
17425	RowBox[{
17426	RowBox[{"-", "8"}], " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
17427	RowBox[{"Den", "(",
17428	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17429	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
17430	RowBox[{"Den", "(",
17431	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17432	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
17433	RowBox[{"Den", "(",
17434	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17435	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
17436	RowBox[{"Den", "(",
17437	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17438	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
17439	RowBox[{"Den", "(",
17440	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17441	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
17442	RowBox[{"Den", "(",
17443	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17444	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
17445	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}]}],
17446	")"}], " ",
17447	RowBox[{"(",
17448	RowBox[{
17449	RowBox[{"12", " ", "GS", " ", "T", " ",
17450	SuperscriptBox["AbbSum3", "\[Conjugate]"], " ",
17451	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17452	RowBox[{"12", " ", "GS", " ",
17453	SuperscriptBox["AbbSum4", "\[Conjugate]"], " ",
17454	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17455	RowBox[{"12", " ", "GS", " ", "U", " ",
17456	SuperscriptBox["AbbSum5", "\[Conjugate]"], " ",
17457	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17458	RowBox[{"12", " ", "GS", " ",
17459	SuperscriptBox["AbbSum6", "\[Conjugate]"], " ",
17460	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17461	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
17462	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17463	RowBox[{"Den", "(",
17464	RowBox[{"T", ",", "0"}], ")"}], " ",
17465	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17466	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
17467	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17468	RowBox[{"Den", "(",
17469	RowBox[{"T", ",", "0"}], ")"}], " ",
17470	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17471	RowBox[{"24", " ", "GS", " ", "T", " ",
17472	SuperscriptBox["AbbSum18", "\[Conjugate]"], " ",
17473	RowBox[{"Den", "(",
17474	RowBox[{"T", ",", "0"}], ")"}], " ",
17475	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17476	RowBox[{"24", " ", "GS", " ", "U", " ",
17477	SuperscriptBox["AbbSum19", "\[Conjugate]"], " ",
17478	RowBox[{"Den", "(",
17479	RowBox[{"T", ",", "0"}], ")"}], " ",
17480	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17481	RowBox[{"24", " ", "GS", " ", "S", " ",
17482	SuperscriptBox["AbbSum20", "\[Conjugate]"], " ",
17483	RowBox[{"Den", "(",
17484	RowBox[{"T", ",", "0"}], ")"}], " ",
17485	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17486	RowBox[{"48", " ", "GS", " ",
17487	SuperscriptBox["AbbSum21", "\[Conjugate]"], " ",
17488	RowBox[{"Den", "(",
17489	RowBox[{"T", ",", "0"}], ")"}], " ",
17490	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17491	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
17492	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17493	RowBox[{"Den", "(",
17494	RowBox[{"U", ",", "0"}], ")"}], " ",
17495	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17496	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
17497	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17498	RowBox[{"Den", "(",
17499	RowBox[{"U", ",", "0"}], ")"}], " ",
17500	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17501	RowBox[{"24", " ", "GS", " ", "U", " ",
17502	SuperscriptBox["AbbSum28", "\[Conjugate]"], " ",
17503	RowBox[{"Den", "(",
17504	RowBox[{"U", ",", "0"}], ")"}], " ",
17505	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17506	RowBox[{"24", " ", "GS", " ", "T", " ",
17507	SuperscriptBox["AbbSum29", "\[Conjugate]"], " ",
17508	RowBox[{"Den", "(",
17509	RowBox[{"U", ",", "0"}], ")"}], " ",
17510	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17511	RowBox[{"24", " ", "GS", " ", "S", " ",
17512	SuperscriptBox["AbbSum30", "\[Conjugate]"], " ",
17513	RowBox[{"Den", "(",
17514	RowBox[{"U", ",", "0"}], ")"}], " ",
17515	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17516	RowBox[{"48", " ", "GS", " ",
17517	SuperscriptBox["AbbSum31", "\[Conjugate]"], " ",
17518	RowBox[{"Den", "(",
17519	RowBox[{"U", ",", "0"}], ")"}], " ",
17520	SuperscriptBox["CG", "\[Conjugate]"]}]}], ")"}]}]}], ")"}]}],
17521	"+",
17522	RowBox[{
17523	FractionBox["23", "3"], " ",
17524	RowBox[{"(",
17525	RowBox[{
17526	RowBox[{
17527	RowBox[{"(",
17528	RowBox[{
17529	RowBox[{"12", " ", "AbbSum4", " ", "CG", " ", "GS"}], "+",
17530	RowBox[{"12", " ", "AbbSum6", " ", "CG", " ", "GS"}], "+",
17531	RowBox[{"12", " ", "AbbSum3", " ", "CG", " ", "T", " ", "GS"}],
17532	"+",
17533	RowBox[{"12", " ", "AbbSum5", " ", "CG", " ", "U", " ", "GS"}],
17534	"+",
17535	RowBox[{"48", " ", "AbbSum21", " ", "CG", " ",
17536	RowBox[{"Den", "(",
17537	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
17538	RowBox[{"24", " ", "AbbSum20", " ", "CG", " ", "S", " ",
17539	RowBox[{"Den", "(",
17540	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
17541	RowBox[{"24", " ", "AbbSum18", " ", "CG", " ", "T", " ",
17542	RowBox[{"Den", "(",
17543	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
17544	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "S", " ", "T", " ",
17545	RowBox[{"Den", "(",
17546	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "-",
17547	RowBox[{"24", " ", "AbbSum19", " ", "CG", " ", "U", " ",
17548	RowBox[{"Den", "(",
17549	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
17550	RowBox[{"12", " ", "Abb1", " ", "CG", " ", "T", " ", "U", " ",
17551	RowBox[{"Den", "(",
17552	RowBox[{"T", ",", "0"}], ")"}], " ", "GS"}], "+",
17553	RowBox[{"48", " ", "AbbSum31", " ", "CG", " ",
17554	RowBox[{"Den", "(",
17555	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
17556	RowBox[{"24", " ", "AbbSum30", " ", "CG", " ", "S", " ",
17557	RowBox[{"Den", "(",
17558	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
17559	RowBox[{"24", " ", "AbbSum29", " ", "CG", " ", "T", " ",
17560	RowBox[{"Den", "(",
17561	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
17562	RowBox[{"24", " ", "AbbSum28", " ", "CG", " ", "U", " ",
17563	RowBox[{"Den", "(",
17564	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
17565	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "S", " ", "U", " ",
17566	RowBox[{"Den", "(",
17567	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
17568	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "T", " ", "U", " ",
17569	RowBox[{"Den", "(",
17570	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}]}], ")"}], " ",
17571	RowBox[{"(",
17572	RowBox[{
17573	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17574	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "+",
17575	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17576	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
17577	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17578	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17579	RowBox[{"Den", "(",
17580	RowBox[{"T", ",", "0"}], ")"}]}], "+",
17581	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17582	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17583	RowBox[{"Den", "(",
17584	RowBox[{"T", ",", "0"}], ")"}]}], "+",
17585	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17586	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
17587	RowBox[{"Den", "(",
17588	RowBox[{"T", ",", "0"}], ")"}]}], "+",
17589	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17590	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17591	RowBox[{"Den", "(",
17592	RowBox[{"U", ",", "0"}], ")"}]}], "-",
17593	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17594	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17595	RowBox[{"Den", "(",
17596	RowBox[{"U", ",", "0"}], ")"}]}], "+",
17597	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17598	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
17599	RowBox[{"Den", "(",
17600	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "+",
17601	RowBox[{
17602	RowBox[{"(",
17603	RowBox[{
17604	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
17605	RowBox[{"Den", "(",
17606	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17607	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
17608	RowBox[{"Den", "(",
17609	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17610	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
17611	RowBox[{"Den", "(",
17612	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17613	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
17614	RowBox[{"Den", "(",
17615	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17616	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
17617	RowBox[{"Den", "(",
17618	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17619	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
17620	RowBox[{"Den", "(",
17621	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17622	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}], "+",
17623	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}],
17624	")"}], " ",
17625	RowBox[{"(",
17626	RowBox[{
17627	RowBox[{"12", " ", "GS", " ", "T", " ",
17628	SuperscriptBox["AbbSum3", "\[Conjugate]"], " ",
17629	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17630	RowBox[{"12", " ", "GS", " ",
17631	SuperscriptBox["AbbSum4", "\[Conjugate]"], " ",
17632	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17633	RowBox[{"12", " ", "GS", " ", "U", " ",
17634	SuperscriptBox["AbbSum5", "\[Conjugate]"], " ",
17635	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17636	RowBox[{"12", " ", "GS", " ",
17637	SuperscriptBox["AbbSum6", "\[Conjugate]"], " ",
17638	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17639	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
17640	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17641	RowBox[{"Den", "(",
17642	RowBox[{"T", ",", "0"}], ")"}], " ",
17643	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17644	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
17645	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17646	RowBox[{"Den", "(",
17647	RowBox[{"T", ",", "0"}], ")"}], " ",
17648	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17649	RowBox[{"24", " ", "GS", " ", "T", " ",
17650	SuperscriptBox["AbbSum18", "\[Conjugate]"], " ",
17651	RowBox[{"Den", "(",
17652	RowBox[{"T", ",", "0"}], ")"}], " ",
17653	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17654	RowBox[{"24", " ", "GS", " ", "U", " ",
17655	SuperscriptBox["AbbSum19", "\[Conjugate]"], " ",
17656	RowBox[{"Den", "(",
17657	RowBox[{"T", ",", "0"}], ")"}], " ",
17658	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17659	RowBox[{"24", " ", "GS", " ", "S", " ",
17660	SuperscriptBox["AbbSum20", "\[Conjugate]"], " ",
17661	RowBox[{"Den", "(",
17662	RowBox[{"T", ",", "0"}], ")"}], " ",
17663	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17664	RowBox[{"48", " ", "GS", " ",
17665	SuperscriptBox["AbbSum21", "\[Conjugate]"], " ",
17666	RowBox[{"Den", "(",
17667	RowBox[{"T", ",", "0"}], ")"}], " ",
17668	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17669	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
17670	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17671	RowBox[{"Den", "(",
17672	RowBox[{"U", ",", "0"}], ")"}], " ",
17673	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17674	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
17675	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17676	RowBox[{"Den", "(",
17677	RowBox[{"U", ",", "0"}], ")"}], " ",
17678	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17679	RowBox[{"24", " ", "GS", " ", "U", " ",
17680	SuperscriptBox["AbbSum28", "\[Conjugate]"], " ",
17681	RowBox[{"Den", "(",
17682	RowBox[{"U", ",", "0"}], ")"}], " ",
17683	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17684	RowBox[{"24", " ", "GS", " ", "T", " ",
17685	SuperscriptBox["AbbSum29", "\[Conjugate]"], " ",
17686	RowBox[{"Den", "(",
17687	RowBox[{"U", ",", "0"}], ")"}], " ",
17688	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17689	RowBox[{"24", " ", "GS", " ", "S", " ",
17690	SuperscriptBox["AbbSum30", "\[Conjugate]"], " ",
17691	RowBox[{"Den", "(",
17692	RowBox[{"U", ",", "0"}], ")"}], " ",
17693	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17694	RowBox[{"48", " ", "GS", " ",
17695	SuperscriptBox["AbbSum31", "\[Conjugate]"], " ",
17696	RowBox[{"Den", "(",
17697	RowBox[{"U", ",", "0"}], ")"}], " ",
17698	SuperscriptBox["CG", "\[Conjugate]"]}]}], ")"}]}]}], ")"}]}],
17699	"-",
17700	RowBox[{
17701	FractionBox["4", "3"], " ",
17702	RowBox[{"(",
17703	RowBox[{
17704	RowBox[{
17705	RowBox[{"(",
17706	RowBox[{
17707	RowBox[{"12", " ", "AbbSum2", " ", "CG", " ", "GS"}], "-",
17708	RowBox[{"12", " ", "AbbSum6", " ", "CG", " ", "GS"}], "+",
17709	RowBox[{"12", " ", "AbbSum1", " ", "CG", " ", "S", " ", "GS"}],
17710	"-",
17711	RowBox[{"12", " ", "AbbSum5", " ", "CG", " ", "U", " ", "GS"}],
17712	"+",
17713	RowBox[{"48", " ", "AbbSum11", " ", "CG", " ",
17714	RowBox[{"Den", "(",
17715	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17716	RowBox[{"48", " ", "AbbSum8", " ", "CG", " ", "S", " ",
17717	RowBox[{"Den", "(",
17718	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
17719	RowBox[{"24", " ", "AbbSum10", " ", "CG", " ", "T", " ",
17720	RowBox[{"Den", "(",
17721	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17722	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "T", " ",
17723	RowBox[{"Den", "(",
17724	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17725	RowBox[{"24", " ", "AbbSum9", " ", "CG", " ", "U", " ",
17726	RowBox[{"Den", "(",
17727	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "+",
17728	RowBox[{"12", " ", "Abb15", " ", "CG", " ", "S", " ", "U", " ",
17729	RowBox[{"Den", "(",
17730	RowBox[{"S", ",", "0"}], ")"}], " ", "GS"}], "-",
17731	RowBox[{"48", " ", "AbbSum31", " ", "CG", " ",
17732	RowBox[{"Den", "(",
17733	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
17734	RowBox[{"24", " ", "AbbSum30", " ", "CG", " ", "S", " ",
17735	RowBox[{"Den", "(",
17736	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
17737	RowBox[{"24", " ", "AbbSum29", " ", "CG", " ", "T", " ",
17738	RowBox[{"Den", "(",
17739	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
17740	RowBox[{"24", " ", "AbbSum28", " ", "CG", " ", "U", " ",
17741	RowBox[{"Den", "(",
17742	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "+",
17743	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "S", " ", "U", " ",
17744	RowBox[{"Den", "(",
17745	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}], "-",
17746	RowBox[{"12", " ", "Abb2", " ", "CG", " ", "T", " ", "U", " ",
17747	RowBox[{"Den", "(",
17748	RowBox[{"U", ",", "0"}], ")"}], " ", "GS"}]}], ")"}], " ",
17749	RowBox[{"(",
17750	RowBox[{
17751	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17752	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "+",
17753	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17754	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
17755	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17756	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17757	RowBox[{"Den", "(",
17758	RowBox[{"T", ",", "0"}], ")"}]}], "+",
17759	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17760	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17761	RowBox[{"Den", "(",
17762	RowBox[{"T", ",", "0"}], ")"}]}], "+",
17763	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17764	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
17765	RowBox[{"Den", "(",
17766	RowBox[{"T", ",", "0"}], ")"}]}], "+",
17767	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17768	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17769	RowBox[{"Den", "(",
17770	RowBox[{"U", ",", "0"}], ")"}]}], "-",
17771	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17772	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17773	RowBox[{"Den", "(",
17774	RowBox[{"U", ",", "0"}], ")"}]}], "+",
17775	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17776	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
17777	RowBox[{"Den", "(",
17778	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "+",
17779	RowBox[{
17780	RowBox[{"(",
17781	RowBox[{
17782	RowBox[{"8", " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
17783	RowBox[{"Den", "(",
17784	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17785	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
17786	RowBox[{"Den", "(",
17787	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17788	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
17789	RowBox[{"Den", "(",
17790	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17791	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
17792	RowBox[{"Den", "(",
17793	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17794	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
17795	RowBox[{"Den", "(",
17796	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17797	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
17798	RowBox[{"Den", "(",
17799	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17800	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
17801	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}],
17802	")"}], " ",
17803	RowBox[{"(",
17804	RowBox[{
17805	RowBox[{"12", " ", "GS", " ", "T", " ",
17806	SuperscriptBox["AbbSum3", "\[Conjugate]"], " ",
17807	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17808	RowBox[{"12", " ", "GS", " ",
17809	SuperscriptBox["AbbSum4", "\[Conjugate]"], " ",
17810	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17811	RowBox[{"12", " ", "GS", " ", "U", " ",
17812	SuperscriptBox["AbbSum5", "\[Conjugate]"], " ",
17813	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17814	RowBox[{"12", " ", "GS", " ",
17815	SuperscriptBox["AbbSum6", "\[Conjugate]"], " ",
17816	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17817	RowBox[{"12", " ", "GS", " ", "S", " ", "T", " ",
17818	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17819	RowBox[{"Den", "(",
17820	RowBox[{"T", ",", "0"}], ")"}], " ",
17821	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17822	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
17823	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17824	RowBox[{"Den", "(",
17825	RowBox[{"T", ",", "0"}], ")"}], " ",
17826	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17827	RowBox[{"24", " ", "GS", " ", "T", " ",
17828	SuperscriptBox["AbbSum18", "\[Conjugate]"], " ",
17829	RowBox[{"Den", "(",
17830	RowBox[{"T", ",", "0"}], ")"}], " ",
17831	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17832	RowBox[{"24", " ", "GS", " ", "U", " ",
17833	SuperscriptBox["AbbSum19", "\[Conjugate]"], " ",
17834	RowBox[{"Den", "(",
17835	RowBox[{"T", ",", "0"}], ")"}], " ",
17836	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17837	RowBox[{"24", " ", "GS", " ", "S", " ",
17838	SuperscriptBox["AbbSum20", "\[Conjugate]"], " ",
17839	RowBox[{"Den", "(",
17840	RowBox[{"T", ",", "0"}], ")"}], " ",
17841	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17842	RowBox[{"48", " ", "GS", " ",
17843	SuperscriptBox["AbbSum21", "\[Conjugate]"], " ",
17844	RowBox[{"Den", "(",
17845	RowBox[{"T", ",", "0"}], ")"}], " ",
17846	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17847	RowBox[{"12", " ", "GS", " ", "S", " ", "U", " ",
17848	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17849	RowBox[{"Den", "(",
17850	RowBox[{"U", ",", "0"}], ")"}], " ",
17851	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17852	RowBox[{"12", " ", "GS", " ", "T", " ", "U", " ",
17853	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
17854	RowBox[{"Den", "(",
17855	RowBox[{"U", ",", "0"}], ")"}], " ",
17856	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17857	RowBox[{"24", " ", "GS", " ", "U", " ",
17858	SuperscriptBox["AbbSum28", "\[Conjugate]"], " ",
17859	RowBox[{"Den", "(",
17860	RowBox[{"U", ",", "0"}], ")"}], " ",
17861	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17862	RowBox[{"24", " ", "GS", " ", "T", " ",
17863	SuperscriptBox["AbbSum29", "\[Conjugate]"], " ",
17864	RowBox[{"Den", "(",
17865	RowBox[{"U", ",", "0"}], ")"}], " ",
17866	SuperscriptBox["CG", "\[Conjugate]"]}], "-",
17867	RowBox[{"24", " ", "GS", " ", "S", " ",
17868	SuperscriptBox["AbbSum30", "\[Conjugate]"], " ",
17869	RowBox[{"Den", "(",
17870	RowBox[{"U", ",", "0"}], ")"}], " ",
17871	SuperscriptBox["CG", "\[Conjugate]"]}], "+",
17872	RowBox[{"48", " ", "GS", " ",
17873	SuperscriptBox["AbbSum31", "\[Conjugate]"], " ",
17874	RowBox[{"Den", "(",
17875	RowBox[{"U", ",", "0"}], ")"}], " ",
17876	SuperscriptBox["CG", "\[Conjugate]"]}]}], ")"}]}]}], ")"}]}]}],
17877	")"}], " ",
17878	SuperscriptBox["Linv", "2"]}], "+",
17879	RowBox[{
17880	FractionBox["23", "3"], " ",
17881	RowBox[{"(",
17882	RowBox[{
17883	RowBox[{
17884	RowBox[{"-", "8"}], " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
17885	RowBox[{"Den", "(",
17886	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17887	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
17888	RowBox[{"Den", "(",
17889	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17890	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
17891	RowBox[{"Den", "(",
17892	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17893	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
17894	RowBox[{"Den", "(",
17895	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17896	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
17897	RowBox[{"Den", "(",
17898	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17899	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
17900	RowBox[{"Den", "(",
17901	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17902	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
17903	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}]}], ")"}], " ",
17904
17905	RowBox[{"(",
17906	RowBox[{
17907	RowBox[{
17908	RowBox[{"-", "8"}], " ", "Alfas", " ", "\[Pi]", " ",
17909	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
17910	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17911	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "-",
17912	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17913	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17914	RowBox[{"Den", "(",
17915	RowBox[{"S", ",", "0"}], ")"}]}], "-",
17916	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17917	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17918	RowBox[{"Den", "(",
17919	RowBox[{"S", ",", "0"}], ")"}]}], "-",
17920	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17921	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
17922	RowBox[{"Den", "(",
17923	RowBox[{"S", ",", "0"}], ")"}]}], "-",
17924	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17925	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17926	RowBox[{"Den", "(",
17927	RowBox[{"T", ",", "0"}], ")"}]}], "-",
17928	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17929	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17930	RowBox[{"Den", "(",
17931	RowBox[{"T", ",", "0"}], ")"}]}], "-",
17932	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17933	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
17934	RowBox[{"Den", "(",
17935	RowBox[{"T", ",", "0"}], ")"}]}]}], ")"}]}], "-",
17936	RowBox[{
17937	FractionBox["4", "3"], " ",
17938	RowBox[{"(",
17939	RowBox[{
17940	RowBox[{
17941	RowBox[{"-", "8"}], " ", "Alfas", " ", "\[Pi]", " ",
17942	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
17943	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
17944	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "-",
17945	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17946	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17947	RowBox[{"Den", "(",
17948	RowBox[{"S", ",", "0"}], ")"}]}], "-",
17949	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17950	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
17951	RowBox[{"Den", "(",
17952	RowBox[{"S", ",", "0"}], ")"}]}], "-",
17953	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17954	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
17955	RowBox[{"Den", "(",
17956	RowBox[{"S", ",", "0"}], ")"}]}], "-",
17957	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
17958	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17959	RowBox[{"Den", "(",
17960	RowBox[{"T", ",", "0"}], ")"}]}], "-",
17961	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
17962	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
17963	RowBox[{"Den", "(",
17964	RowBox[{"T", ",", "0"}], ")"}]}], "-",
17965	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
17966	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
17967	RowBox[{"Den", "(",
17968	RowBox[{"T", ",", "0"}], ")"}]}]}], ")"}], " ",
17969	RowBox[{"(",
17970	RowBox[{
17971	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
17972	RowBox[{"Den", "(",
17973	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17974	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
17975	RowBox[{"Den", "(",
17976	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17977	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
17978	RowBox[{"Den", "(",
17979	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17980	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
17981	RowBox[{"Den", "(",
17982	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
17983	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
17984	RowBox[{"Den", "(",
17985	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17986	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
17987	RowBox[{"Den", "(",
17988	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
17989	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}], "+",
17990	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}], ")"}]}],
17991	"-",
17992	RowBox[{
17993	FractionBox["4", "3"], " ",
17994	RowBox[{"(",
17995	RowBox[{
17996	RowBox[{
17997	RowBox[{"-", "8"}], " ", "Alfas", " ", "\[Pi]", " ",
17998	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
17999	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18000	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "-",
18001	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18002	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
18003	RowBox[{"Den", "(",
18004	RowBox[{"S", ",", "0"}], ")"}]}], "-",
18005	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18006	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
18007	RowBox[{"Den", "(",
18008	RowBox[{"S", ",", "0"}], ")"}]}], "-",
18009	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18010	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
18011	RowBox[{"Den", "(",
18012	RowBox[{"S", ",", "0"}], ")"}]}], "-",
18013	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18014	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
18015	RowBox[{"Den", "(",
18016	RowBox[{"T", ",", "0"}], ")"}]}], "-",
18017	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18018	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
18019	RowBox[{"Den", "(",
18020	RowBox[{"T", ",", "0"}], ")"}]}], "-",
18021	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18022	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
18023	RowBox[{"Den", "(",
18024	RowBox[{"T", ",", "0"}], ")"}]}]}], ")"}], " ",
18025	RowBox[{"(",
18026	RowBox[{
18027	RowBox[{"8", " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
18028	RowBox[{"Den", "(",
18029	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18030	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
18031	RowBox[{"Den", "(",
18032	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18033	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
18034	RowBox[{"Den", "(",
18035	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18036	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
18037	RowBox[{"Den", "(",
18038	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18039	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
18040	RowBox[{"Den", "(",
18041	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18042	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
18043	RowBox[{"Den", "(",
18044	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18045	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
18046	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}], ")"}]}],
18047	"-",
18048	RowBox[{
18049	FractionBox["4", "3"], " ",
18050	RowBox[{"(",
18051	RowBox[{
18052	RowBox[{
18053	RowBox[{"-", "8"}], " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
18054	RowBox[{"Den", "(",
18055	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18056	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
18057	RowBox[{"Den", "(",
18058	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18059	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
18060	RowBox[{"Den", "(",
18061	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18062	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
18063	RowBox[{"Den", "(",
18064	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18065	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
18066	RowBox[{"Den", "(",
18067	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18068	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
18069	RowBox[{"Den", "(",
18070	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18071	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
18072	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}]}], ")"}], " ",
18073
18074	RowBox[{"(",
18075	RowBox[{
18076	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18077	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
18078	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18079	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
18080	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18081	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
18082	RowBox[{"Den", "(",
18083	RowBox[{"S", ",", "0"}], ")"}]}], "+",
18084	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18085	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
18086	RowBox[{"Den", "(",
18087	RowBox[{"S", ",", "0"}], ")"}]}], "+",
18088	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18089	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
18090	RowBox[{"Den", "(",
18091	RowBox[{"S", ",", "0"}], ")"}]}], "-",
18092	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18093	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18094	RowBox[{"Den", "(",
18095	RowBox[{"U", ",", "0"}], ")"}]}], "+",
18096	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18097	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18098	RowBox[{"Den", "(",
18099	RowBox[{"U", ",", "0"}], ")"}]}], "-",
18100	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18101	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
18102	RowBox[{"Den", "(",
18103	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "-",
18104	RowBox[{
18105	FractionBox["4", "3"], " ",
18106	RowBox[{"(",
18107	RowBox[{
18108	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
18109	RowBox[{"Den", "(",
18110	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18111	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
18112	RowBox[{"Den", "(",
18113	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18114	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
18115	RowBox[{"Den", "(",
18116	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18117	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
18118	RowBox[{"Den", "(",
18119	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18120	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
18121	RowBox[{"Den", "(",
18122	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18123	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
18124	RowBox[{"Den", "(",
18125	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18126	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}], "+",
18127	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}], ")"}], " ",
18128
18129	RowBox[{"(",
18130	RowBox[{
18131	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18132	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
18133	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18134	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
18135	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18136	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
18137	RowBox[{"Den", "(",
18138	RowBox[{"S", ",", "0"}], ")"}]}], "+",
18139	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18140	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
18141	RowBox[{"Den", "(",
18142	RowBox[{"S", ",", "0"}], ")"}]}], "+",
18143	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18144	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
18145	RowBox[{"Den", "(",
18146	RowBox[{"S", ",", "0"}], ")"}]}], "-",
18147	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18148	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18149	RowBox[{"Den", "(",
18150	RowBox[{"U", ",", "0"}], ")"}]}], "+",
18151	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18152	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18153	RowBox[{"Den", "(",
18154	RowBox[{"U", ",", "0"}], ")"}]}], "-",
18155	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18156	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
18157	RowBox[{"Den", "(",
18158	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "+",
18159	RowBox[{
18160	FractionBox["23", "3"], " ",
18161	RowBox[{"(",
18162	RowBox[{
18163	RowBox[{"8", " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
18164	RowBox[{"Den", "(",
18165	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18166	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
18167	RowBox[{"Den", "(",
18168	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18169	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
18170	RowBox[{"Den", "(",
18171	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18172	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
18173	RowBox[{"Den", "(",
18174	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18175	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
18176	RowBox[{"Den", "(",
18177	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18178	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
18179	RowBox[{"Den", "(",
18180	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18181	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
18182	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}], ")"}], " ",
18183
18184	RowBox[{"(",
18185	RowBox[{
18186	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18187	SuperscriptBox["AbbSum1", "\[Conjugate]"]}], "-",
18188	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18189	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
18190	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18191	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
18192	RowBox[{"Den", "(",
18193	RowBox[{"S", ",", "0"}], ")"}]}], "+",
18194	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18195	SuperscriptBox["Abb15", "\[Conjugate]"], " ",
18196	RowBox[{"Den", "(",
18197	RowBox[{"S", ",", "0"}], ")"}]}], "+",
18198	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18199	SuperscriptBox["AbbSum16", "\[Conjugate]"], " ",
18200	RowBox[{"Den", "(",
18201	RowBox[{"S", ",", "0"}], ")"}]}], "-",
18202	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18203	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18204	RowBox[{"Den", "(",
18205	RowBox[{"U", ",", "0"}], ")"}]}], "+",
18206	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18207	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18208	RowBox[{"Den", "(",
18209	RowBox[{"U", ",", "0"}], ")"}]}], "-",
18210	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18211	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
18212	RowBox[{"Den", "(",
18213	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "-",
18214	RowBox[{
18215	FractionBox["4", "3"], " ",
18216	RowBox[{"(",
18217	RowBox[{
18218	RowBox[{
18219	RowBox[{"-", "8"}], " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
18220	RowBox[{"Den", "(",
18221	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18222	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
18223	RowBox[{"Den", "(",
18224	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18225	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
18226	RowBox[{"Den", "(",
18227	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18228	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
18229	RowBox[{"Den", "(",
18230	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18231	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
18232	RowBox[{"Den", "(",
18233	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18234	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
18235	RowBox[{"Den", "(",
18236	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18237	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
18238	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}]}], ")"}], " ",
18239
18240	RowBox[{"(",
18241	RowBox[{
18242	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18243	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "+",
18244	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18245	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
18246	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18247	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
18248	RowBox[{"Den", "(",
18249	RowBox[{"T", ",", "0"}], ")"}]}], "+",
18250	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18251	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
18252	RowBox[{"Den", "(",
18253	RowBox[{"T", ",", "0"}], ")"}]}], "+",
18254	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18255	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
18256	RowBox[{"Den", "(",
18257	RowBox[{"T", ",", "0"}], ")"}]}], "+",
18258	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18259	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18260	RowBox[{"Den", "(",
18261	RowBox[{"U", ",", "0"}], ")"}]}], "-",
18262	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18263	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18264	RowBox[{"Den", "(",
18265	RowBox[{"U", ",", "0"}], ")"}]}], "+",
18266	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18267	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
18268	RowBox[{"Den", "(",
18269	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "+",
18270	RowBox[{
18271	FractionBox["23", "3"], " ",
18272	RowBox[{"(",
18273	RowBox[{
18274	RowBox[{"16", " ", "Abb1", " ", "\[Pi]", " ", "S", " ",
18275	RowBox[{"Den", "(",
18276	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18277	RowBox[{"8", " ", "Abb1", " ", "\[Pi]", " ", "T", " ",
18278	RowBox[{"Den", "(",
18279	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18280	RowBox[{"32", " ", "AbbSum26", " ", "\[Pi]", " ",
18281	RowBox[{"Den", "(",
18282	RowBox[{"T", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18283	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
18284	RowBox[{"Den", "(",
18285	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18286	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
18287	RowBox[{"Den", "(",
18288	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18289	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
18290	RowBox[{"Den", "(",
18291	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18292	RowBox[{"8", " ", "AbbSum3", " ", "\[Pi]", " ", "Alfas"}], "+",
18293	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}], ")"}], " ",
18294
18295	RowBox[{"(",
18296	RowBox[{
18297	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18298	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "+",
18299	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18300	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
18301	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18302	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
18303	RowBox[{"Den", "(",
18304	RowBox[{"T", ",", "0"}], ")"}]}], "+",
18305	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18306	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
18307	RowBox[{"Den", "(",
18308	RowBox[{"T", ",", "0"}], ")"}]}], "+",
18309	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18310	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
18311	RowBox[{"Den", "(",
18312	RowBox[{"T", ",", "0"}], ")"}]}], "+",
18313	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18314	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18315	RowBox[{"Den", "(",
18316	RowBox[{"U", ",", "0"}], ")"}]}], "-",
18317	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18318	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18319	RowBox[{"Den", "(",
18320	RowBox[{"U", ",", "0"}], ")"}]}], "+",
18321	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18322	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
18323	RowBox[{"Den", "(",
18324	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}], "-",
18325	RowBox[{
18326	FractionBox["4", "3"], " ",
18327	RowBox[{"(",
18328	RowBox[{
18329	RowBox[{"8", " ", "Abb15", " ", "\[Pi]", " ", "S", " ",
18330	RowBox[{"Den", "(",
18331	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18332	RowBox[{"16", " ", "Abb15", " ", "\[Pi]", " ", "T", " ",
18333	RowBox[{"Den", "(",
18334	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18335	RowBox[{"32", " ", "AbbSum16", " ", "\[Pi]", " ",
18336	RowBox[{"Den", "(",
18337	RowBox[{"S", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18338	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "S", " ",
18339	RowBox[{"Den", "(",
18340	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18341	RowBox[{"8", " ", "Abb2", " ", "\[Pi]", " ", "T", " ",
18342	RowBox[{"Den", "(",
18343	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "-",
18344	RowBox[{"32", " ", "AbbSum36", " ", "\[Pi]", " ",
18345	RowBox[{"Den", "(",
18346	RowBox[{"U", ",", "0"}], ")"}], " ", "Alfas"}], "+",
18347	RowBox[{"8", " ", "AbbSum1", " ", "\[Pi]", " ", "Alfas"}], "-",
18348	RowBox[{"8", " ", "AbbSum5", " ", "\[Pi]", " ", "Alfas"}]}], ")"}], " ",
18349
18350	RowBox[{"(",
18351	RowBox[{
18352	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18353	SuperscriptBox["AbbSum3", "\[Conjugate]"]}], "+",
18354	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ",
18355	SuperscriptBox["AbbSum5", "\[Conjugate]"]}], "+",
18356	RowBox[{"16", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18357	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
18358	RowBox[{"Den", "(",
18359	RowBox[{"T", ",", "0"}], ")"}]}], "+",
18360	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18361	SuperscriptBox["Abb1", "\[Conjugate]"], " ",
18362	RowBox[{"Den", "(",
18363	RowBox[{"T", ",", "0"}], ")"}]}], "+",
18364	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18365	SuperscriptBox["AbbSum26", "\[Conjugate]"], " ",
18366	RowBox[{"Den", "(",
18367	RowBox[{"T", ",", "0"}], ")"}]}], "+",
18368	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "S", " ",
18369	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18370	RowBox[{"Den", "(",
18371	RowBox[{"U", ",", "0"}], ")"}]}], "-",
18372	RowBox[{"8", " ", "Alfas", " ", "\[Pi]", " ", "T", " ",
18373	SuperscriptBox["Abb2", "\[Conjugate]"], " ",
18374	RowBox[{"Den", "(",
18375	RowBox[{"U", ",", "0"}], ")"}]}], "+",
18376	RowBox[{"32", " ", "Alfas", " ", "\[Pi]", " ",
18377	SuperscriptBox["AbbSum36", "\[Conjugate]"], " ",
18378	RowBox[{"Den", "(",
18379	RowBox[{"U", ",", "0"}], ")"}]}]}], ")"}]}]}],
18380	TraditionalForm]], "Output",
18381	CellChangeTimes->{3.500274866220201*^9}]
18382	}, Closed]],
18383
18384	Cell[CellGroupData[{
18385
18386	Cell[BoxData[
18387	RowBox[{
18388	RowBox[{"Mgg4", "=",
18389	RowBox[{"PolarizationSum", "[", "Mgg3", "]"}]}], ";"}]], "Input",
18390	CellChangeTimes->{{3.479118824157723^9, 3.479118845390859^9},
18391	3.479184075522476^9, 3.479184702412253^9, {3.479184749867283*^9,
18392	3.479184750460338^9}, {3.479189331731915^9, 3.479189334149471*^9},
18393	3.479189365494795^9, {3.499668236444878^9, 3.4996682500534763`*^9},
18394	3.4996812040209303`^9, {3.500119934667719^9, 3.500119939113467*^9}}],
18395
18396	Cell[CellGroupData[{
18397
18398	Cell[BoxData[
18399	FormBox["\<\"\"\>", TraditionalForm]], "Print",
18400	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
18401	3.50012517444248^9, 3.5001848869617853`^9, 3.5001853366222754`*^9,
18402	3.500186870653371^9, 3.500273821073915^9, 3.500273979388956*^9,
18403	3.500274683433713*^9}],
18404
18405	Cell[BoxData[
18406	FormBox[
18407	InterpretationBox[
18408	RowBox[{"\<\"preparing FORM code in \"\>",
18409	"\[InvisibleSpace]", \
18410	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm\"\>"}],
18411	SequenceForm[
18412	"preparing FORM code in ",
18413	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc11.frm"],
18414	Editable->False], TraditionalForm]], "Print",
18415	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
18416	3.50012517444248^9, 3.5001848869617853`^9, 3.5001853366222754`*^9,
18417	3.500186870653371^9, 3.500273821073915^9, 3.500273979388956*^9,
18418	3.500274683448681*^9}],
18419
18420	Cell["running FORM... ", "Print",
18421	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
18422	3.50012517444248^9, 3.5001848869617853`^9, 3.5001853366222754`*^9,
18423	3.500186870653371^9, 3.500273821073915^9, 3.500273979388956*^9,
18424	3.500274683735224*^9}],
18425
18426	Cell[BoxData[
18427	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
18428	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
18429	3.50012517444248^9, 3.5001848869617853`^9, 3.5001853366222754`*^9,
18430	3.500186870653371^9, 3.500273821073915^9, 3.500273979388956*^9,
18431	3.50027471677721*^9}]
18432	}, Open ]]
18433	}, Open ]],
18434
18435	Cell[CellGroupData[{
18436
18437	Cell[BoxData[
18438	RowBox[{"test", " ", "=", " ",
18439	RowBox[{"Simplify", "[",
18440	RowBox[{
18441	RowBox[{
18442	RowBox[{"Mgg4", "//.",
18443	RowBox[{"Abbr", "[", "]"}]}], "/.",
18444	RowBox[{"{",
18445	RowBox[{
18446	RowBox[{"Den", "[",
18447	RowBox[{"a_", ",", "b_"}], "]"}], "\[Rule]",
18448	RowBox[{"1", "/",
18449	RowBox[{"(",
18450	RowBox[{"a", "-", "b"}], ")"}]}]}], "}"}]}], "/.",
18451	RowBox[{"{",
18452	RowBox[{"U", "\[Rule]",
18453	RowBox[{
18454	RowBox[{"-", "S"}], "-", "T"}]}], "}"}]}], "]"}]}]], "Input",
18455	CellChangeTimes->{{3.500273982633992^9, 3.500274012624769^9}, {
18456	3.500274256966009^9, 3.500274288723185^9}}],
18457
18458	Cell[BoxData[
18459	FormBox[
18460	FractionBox[
18461	RowBox[{"18432", " ", "Alfas2", " ",
18462	SuperscriptBox["\[Pi]", "2"], " ",
18463	SuperscriptBox[
18464	RowBox[{"(",
18465	RowBox[{
18466	SuperscriptBox["S", "2"], "+",
18467	RowBox[{"T", " ", "S"}], "+",
18468	SuperscriptBox["T", "2"]}], ")"}], "3"]}],
18469	RowBox[{
18470	SuperscriptBox["S", "2"], " ",
18471	SuperscriptBox["T", "2"], " ",
18472	SuperscriptBox[
18473	RowBox[{"(",
18474	RowBox[{"S", "+", "T"}], ")"}], "2"]}]], TraditionalForm]], "Output",
18475	CellChangeTimes->{
18476	3.500273985213876^9, 3.500274078112899^9, {3.5002743205709133`*^9,
18477	3.50027432452804^9}, 3.5002748049675627`^9}]
18478	}, Open ]],
18479
18480	Cell[BoxData[
18481	FormBox[
18482	FractionBox[
18483	RowBox[{"18432", " ", "Alfas2", " ",
18484	SuperscriptBox["\[Pi]", "2"], " ",
18485	SuperscriptBox[
18486	RowBox[{"(",
18487	RowBox[{
18488	SuperscriptBox["S", "2"], "+",
18489	RowBox[{"T", " ", "S"}], "+",
18490	SuperscriptBox["T", "2"]}], ")"}], "3"]}],
18491	RowBox[{
18492	SuperscriptBox["S", "2"], " ",
18493	SuperscriptBox["T", "2"], " ",
18494	SuperscriptBox[
18495	RowBox[{"(",
18496	RowBox[{"S", "+", "T"}], ")"}], "2"]}]], TraditionalForm]], "Input"],
18497
18498	Cell[CellGroupData[{
18499
18500	Cell[BoxData[
18501	RowBox[{"Mgg5", "=",
18502	RowBox[{"FullSimplify", "[",
18503	RowBox[{
18504	RowBox[{
18505	RowBox[{"Normal", "[",
18506	RowBox[{"Series", "[",
18507	RowBox[{"Mgg4", ",",
18508	RowBox[{"{",
18509	RowBox[{"Linv", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}], "//.",
18510	RowBox[{"Abbr", "[", "]"}]}], "/.",
18511	RowBox[{"{",
18512	RowBox[{
18513	RowBox[{"Den", "[",
18514	RowBox[{"a_", ",", "b_"}], "]"}], "\[Rule]",
18515	RowBox[{"1", "/",
18516	RowBox[{"(",
18517	RowBox[{"a", "-", "b"}], ")"}]}]}], "}"}]}], "]"}]}]], "Input",
18518	CellChangeTimes->{{3.500121033903965^9, 3.500121114625811^9}, {
18519	3.5001211824541607`^9, 3.5001212364853497`^9}, 3.500121270669372*^9, {
18520	3.5001215329435596`^9, 3.5001215499458303`^9}, 3.5002738378357897`*^9}],
18521
18522	Cell[BoxData[
18523	FormBox[
18524	RowBox[{"-",
18525	RowBox[{
18526	FractionBox["1",
18527	RowBox[{"3", " ", "GS", " ",
18528	SuperscriptBox["S", "2"], " ",
18529	SuperscriptBox[
18530	RowBox[{"(",
18531	RowBox[{"MT2", "-", "T"}], ")"}], "2"], " ",
18532	SuperscriptBox[
18533	RowBox[{"(",
18534	RowBox[{
18535	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}]],
18536	RowBox[{"128", " ", "Alfas2", " ",
18537	SuperscriptBox["\[Pi]", "2"], " ",
18538	RowBox[{"(",
18539	RowBox[{
18540	RowBox[{"9", " ",
18541	SuperscriptBox["MT2", "2"]}], "-",
18542	RowBox[{"9", " ",
18543	RowBox[{"(",
18544	RowBox[{"S", "+",
18545	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
18546	RowBox[{"4", " ",
18547	SuperscriptBox["S", "2"]}], "+",
18548	RowBox[{"9", " ",
18549	SuperscriptBox["T", "2"]}], "+",
18550	RowBox[{"9", " ", "S", " ", "T"}]}], ")"}], " ",
18551	RowBox[{"(",
18552	RowBox[{
18553	RowBox[{"GS", " ",
18554	RowBox[{"(",
18555	RowBox[{
18556	RowBox[{"2", " ",
18557	SuperscriptBox["MT2", "4"]}], "-",
18558	RowBox[{"8", " ", "T", " ",
18559	SuperscriptBox["MT2", "3"]}], "+",
18560	RowBox[{
18561	RowBox[{"(",
18562	RowBox[{
18563	RowBox[{"3", " ",
18564	SuperscriptBox["S", "2"]}], "+",
18565	RowBox[{"4", " ", "T", " ", "S"}], "+",
18566	RowBox[{"12", " ",
18567	SuperscriptBox["T", "2"]}]}], ")"}], " ",
18568	SuperscriptBox["MT2", "2"]}], "-",
18569	RowBox[{
18570	RowBox[{"(",
18571	RowBox[{
18572	SuperscriptBox["S", "3"], "+",
18573	RowBox[{"2", " ", "T", " ",
18574	SuperscriptBox["S", "2"]}], "+",
18575	RowBox[{"8", " ",
18576	SuperscriptBox["T", "2"], " ", "S"}], "+",
18577	RowBox[{"8", " ",
18578	SuperscriptBox["T", "3"]}]}], ")"}], " ", "MT2"}], "+",
18579	RowBox[{"T", " ",
18580	RowBox[{"(",
18581	RowBox[{"S", "+", "T"}], ")"}], " ",
18582	RowBox[{"(",
18583	RowBox[{
18584	SuperscriptBox["S", "2"], "+",
18585	RowBox[{"2", " ", "T", " ", "S"}], "+",
18586	RowBox[{"2", " ",
18587	SuperscriptBox["T", "2"]}]}], ")"}]}]}], ")"}]}], "-",
18588	RowBox[{"4", " ",
18589	SqrtBox["2"], " ",
18590	SuperscriptBox["Linv", "2"], " ", "MT", " ",
18591	SuperscriptBox["S", "2"], " ",
18592	RowBox[{"(",
18593	RowBox[{"MT2", "-", "T"}], ")"}], " ",
18594	RowBox[{"(",
18595	RowBox[{
18596	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], " ", "v", " ",
18597	RowBox[{"Re", "(", "CtG", ")"}]}]}], ")"}]}]}]}],
18598	TraditionalForm]], "Output",
18599	CellChangeTimes->{
18600	3.500121036185227^9, 3.500121128547367^9, 3.500121203492289*^9, {
18601	3.500121256618002^9, 3.5001212748748693`^9}, {3.500121542945138*^9,
18602	3.500121555852314^9}, 3.500125179787794^9, 3.500184899087121*^9,
18603	3.500185339312373^9, 3.500186882665247^9}]
18604	}, Open ]],
18605
18606	Cell[CellGroupData[{
18607
18608	Cell[BoxData[
18609	RowBox[{
18610	RowBox[{
18611	RowBox[{"Simplify", "[",
18612	RowBox[{
18613	RowBox[{"Coefficient", "[",
18614	RowBox[{"Mgg5", ",", "Linv", ",", "2"}], "]"}], "/.",
18615	RowBox[{"{",
18616	RowBox[{
18617	RowBox[{"Alfas2", "\[Rule]",
18618	RowBox[{
18619	RowBox[{"(",
18620	RowBox[{
18621	RowBox[{"gS", "^", "2"}], "/",
18622	RowBox[{"(",
18623	RowBox[{"4", "\[Pi]"}], ")"}]}], ")"}], "^", "2"}]}], ",",
18624	RowBox[{"GS", "\[Rule]", "gS"}]}], "}"}]}], "]"}], "/", "256"}], "*",
18625	"4"}]], "Input",
18626	CellChangeTimes->{{3.50012203175807^9, 3.500122085944367^9}, {
18627	3.500186303411706^9, 3.500186330919297^9}}],
18628
18629	Cell[BoxData[
18630	FormBox[
18631	FractionBox[
18632	RowBox[{
18633	SuperscriptBox["gS", "3"], " ", "MT", " ",
18634	RowBox[{"(",
18635	RowBox[{
18636	RowBox[{"9", " ",
18637	SuperscriptBox["MT2", "2"]}], "-",
18638	RowBox[{"9", " ",
18639	RowBox[{"(",
18640	RowBox[{"S", "+",
18641	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
18642	RowBox[{"4", " ",
18643	SuperscriptBox["S", "2"]}], "+",
18644	RowBox[{"9", " ",
18645	SuperscriptBox["T", "2"]}], "+",
18646	RowBox[{"9", " ", "S", " ", "T"}]}], ")"}], " ", "v", " ",
18647	RowBox[{"Re", "(", "CtG", ")"}]}],
18648	RowBox[{"3", " ",
18649	SqrtBox["2"], " ",
18650	RowBox[{"(",
18651	RowBox[{"MT2", "-", "T"}], ")"}], " ",
18652	RowBox[{"(",
18653	RowBox[{
18654	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}]}]],
18655	TraditionalForm]], "Output",
18656	CellChangeTimes->{3.500122086278297^9, 3.5001251802730503`^9,
18657	3.500184902946899^9, 3.5001853459062643`^9, 3.5001863317168818`*^9,
18658	3.500186883040023*^9}]
18659	}, Open ]],
18660
18661	Cell[BoxData[
18662	RowBox[{
18663	RowBox[{"Mgg3phiG", "=",
18664	RowBox[{"Normal", "[",
18665	RowBox[{"Series", "[",
18666	RowBox[{
18667	RowBox[{
18668	RowBox[{
18669	RowBox[{"Mgg2", "/.", "M$FACouplings"}], "/.",
18670	RowBox[{"{",
18671	RowBox[{
18672	RowBox[{
18673	RowBox[{"Conjugate", "[", "CphiG", "]"}], "->", "CphiG"}], ",",
18674	RowBox[{"CtG", "->", "0"}], ",",
18675	RowBox[{"CG", "\[Rule]", "0"}], ",",
18676	RowBox[{"Lambda", "\[Rule]",
18677	RowBox[{"1", "/", "Linv"}]}], ",",
18678	RowBox[{
18679	RowBox[{"Conjugate", "[", "Lambda", "]"}], "->",
18680	RowBox[{"1", "/", "Linv"}]}], ",",
18681	RowBox[{
18682	RowBox[{"Conjugate", "[", "v", "]"}], "\[Rule]", "v"}]}], "}"}]}],
18683	"/.",
18684	RowBox[{"{",
18685	RowBox[{
18686	RowBox[{
18687	RowBox[{"Linv", "^", "4"}], "\[Rule]", "0"}], ",",
18688	RowBox[{
18689	RowBox[{"Linv", "^", "6"}], "\[Rule]", "0"}]}], "}"}]}], ",",
18690	RowBox[{"{",
18691	RowBox[{"Linv", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}]}],
18692	";"}]], "Input",
18693	CellChangeTimes->{{3.500120264683782^9, 3.500120270634116^9}, {
18694	3.50012037229132^9, 3.500120418987548^9}, {3.5001206930421867`*^9,
18695	3.500120721959036^9}, {3.500120848018794^9, 3.500120861852392*^9}, {
18696	3.5001209888233223`^9, 3.5001209942671537`^9}, {3.500123028422268*^9,
18697	3.500123032939645^9}, {3.500125188809121^9, 3.5001251953886423`*^9}, {
18698	3.500125229712288^9, 3.500125249872898^9}}],
18699
18700	Cell[CellGroupData[{
18701
18702	Cell[BoxData[
18703	RowBox[{
18704	RowBox[{"Mgg4phiG", "=",
18705	RowBox[{"PolarizationSum", "[", "Mgg3phiG", "]"}]}], ";"}]], "Input",
18706	CellChangeTimes->{{3.479118824157723^9, 3.479118845390859^9},
18707	3.479184075522476^9, 3.479184702412253^9, {3.479184749867283*^9,
18708	3.479184750460338^9}, {3.479189331731915^9, 3.479189334149471*^9},
18709	3.479189365494795^9, {3.499668236444878^9, 3.4996682500534763`*^9},
18710	3.4996812040209303`^9, {3.500119934667719^9, 3.500119939113467*^9}, {
18711	3.5001231035869923`^9, 3.5001231093806458`^9}}],
18712
18713	Cell[CellGroupData[{
18714
18715	Cell[BoxData[
18716	FormBox["\<\"\"\>", TraditionalForm]], "Print",
18717	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
18718	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
18719	3.500184914061057^9, 3.500185355437488^9, 3.50018689154836*^9}],
18720
18721	Cell[BoxData[
18722	FormBox[
18723	InterpretationBox[
18724	RowBox[{"\<\"preparing FORM code in \"\>",
18725	"\[InvisibleSpace]", \
18726	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc10.frm\"\>"}],
18727	SequenceForm[
18728	"preparing FORM code in ",
18729	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc10.frm"],
18730	Editable->False], TraditionalForm]], "Print",
18731	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
18732	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
18733	3.500184914061057^9, 3.500185355437488^9, 3.500186891569847*^9}],
18734
18735	Cell["running FORM... ", "Print",
18736	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
18737	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
18738	3.500184914061057^9, 3.500185355437488^9, 3.5001868918217487`*^9}],
18739
18740	Cell[BoxData[
18741	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
18742	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
18743	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
18744	3.500184914061057^9, 3.500185355437488^9, 3.5001868921228857`*^9}]
18745	}, Open ]]
18746	}, Open ]],
18747
18748	Cell[CellGroupData[{
18749
18750	Cell[BoxData[
18751	RowBox[{"Mgg5phiG", "=",
18752	RowBox[{"FullSimplify", "[",
18753	RowBox[{
18754	RowBox[{
18755	RowBox[{
18756	RowBox[{"Normal", "[",
18757	RowBox[{"Series", "[",
18758	RowBox[{"Mgg4phiG", ",",
18759	RowBox[{"{",
18760	RowBox[{"Linv", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}], "//.",
18761
18762	RowBox[{"Abbr", "[", "]"}]}], "/.",
18763	RowBox[{"{",
18764	RowBox[{
18765	RowBox[{"Den", "[",
18766	RowBox[{"a_", ",", "b_"}], "]"}], "\[Rule]",
18767	RowBox[{"1", "/",
18768	RowBox[{"(",
18769	RowBox[{"a", "-", "b"}], ")"}]}]}], "}"}]}], "/.",
18770	RowBox[{"{",
18771	RowBox[{"U", "\[Rule]",
18772	RowBox[{
18773	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}],
18774	"]"}]}]], "Input",
18775	CellChangeTimes->{{3.500121033903965^9, 3.500121114625811^9}, {
18776	3.5001211824541607`^9, 3.5001212364853497`^9}, 3.500121270669372*^9, {
18777	3.5001215329435596`^9, 3.5001215499458303`^9}, {3.500123112825931*^9,
18778	3.500123116191039*^9}}],
18779
18780	Cell[BoxData[
18781	FormBox[
18782	RowBox[{
18783	RowBox[{"(",
18784	RowBox[{"32", " ", "\[Pi]", " ",
18785	RowBox[{"(",
18786	RowBox[{
18787	RowBox[{"3", " ",
18788	SqrtBox["2"], " ", "Alfas", " ", "CphiG", " ",
18789	SuperscriptBox["Linv", "2"], " ", "MT", " ",
18790	RowBox[{"(",
18791	RowBox[{
18792	RowBox[{"4", " ", "MT2"}], "-", "S"}], ")"}], " ",
18793	SuperscriptBox["S", "4"], " ",
18794	RowBox[{"(",
18795	RowBox[{"MT2", "-", "T"}], ")"}], " ",
18796	RowBox[{"(",
18797	RowBox[{"MT2", "-", "S", "-", "T"}], ")"}], " ", "v", " ",
18798	RowBox[{"Re", "(", "yt", ")"}]}], "-",
18799	RowBox[{"4", " ", "Alfas2", " ", "\[Pi]", " ",
18800	RowBox[{"(",
18801	RowBox[{"MH2", "-", "S"}], ")"}], " ",
18802	RowBox[{"(",
18803	RowBox[{
18804	RowBox[{"9", " ",
18805	SuperscriptBox["MT2", "2"]}], "-",
18806	RowBox[{"9", " ",
18807	RowBox[{"(",
18808	RowBox[{"S", "+",
18809	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
18810	RowBox[{"4", " ",
18811	SuperscriptBox["S", "2"]}], "+",
18812	RowBox[{"9", " ",
18813	SuperscriptBox["T", "2"]}], "+",
18814	RowBox[{"9", " ", "S", " ", "T"}]}], ")"}], " ",
18815	RowBox[{"(",
18816	RowBox[{
18817	RowBox[{"2", " ",
18818	SuperscriptBox["MT2", "4"]}], "-",
18819	RowBox[{"8", " ", "T", " ",
18820	SuperscriptBox["MT2", "3"]}], "+",
18821	RowBox[{
18822	RowBox[{"(",
18823	RowBox[{
18824	RowBox[{"3", " ",
18825	SuperscriptBox["S", "2"]}], "+",
18826	RowBox[{"4", " ", "T", " ", "S"}], "+",
18827	RowBox[{"12", " ",
18828	SuperscriptBox["T", "2"]}]}], ")"}], " ",
18829	SuperscriptBox["MT2", "2"]}], "-",
18830	RowBox[{
18831	RowBox[{"(",
18832	RowBox[{
18833	SuperscriptBox["S", "3"], "+",
18834	RowBox[{"2", " ", "T", " ",
18835	SuperscriptBox["S", "2"]}], "+",
18836	RowBox[{"8", " ",
18837	SuperscriptBox["T", "2"], " ", "S"}], "+",
18838	RowBox[{"8", " ",
18839	SuperscriptBox["T", "3"]}]}], ")"}], " ", "MT2"}], "+",
18840	RowBox[{"T", " ",
18841	RowBox[{"(",
18842	RowBox[{"S", "+", "T"}], ")"}], " ",
18843	RowBox[{"(",
18844	RowBox[{
18845	SuperscriptBox["S", "2"], "+",
18846	RowBox[{"2", " ", "T", " ", "S"}], "+",
18847	RowBox[{"2", " ",
18848	SuperscriptBox["T", "2"]}]}], ")"}]}]}], ")"}]}]}], ")"}]}],
18849	")"}], "/",
18850	RowBox[{"(",
18851	RowBox[{"3", " ",
18852	RowBox[{"(",
18853	RowBox[{"MH2", "-", "S"}], ")"}], " ",
18854	SuperscriptBox["S", "2"], " ",
18855	SuperscriptBox[
18856	RowBox[{"(",
18857	RowBox[{"MT2", "-", "T"}], ")"}], "2"], " ",
18858	SuperscriptBox[
18859	RowBox[{"(",
18860	RowBox[{
18861	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}], ")"}]}],
18862	TraditionalForm]], "Output",
18863	CellChangeTimes->{
18864	3.500121036185227^9, 3.500121128547367^9, 3.500121203492289*^9, {
18865	3.500121256618002^9, 3.5001212748748693`^9}, {3.500121542945138*^9,
18866	3.500121555852314^9}, 3.50012423264614^9, 3.5001252104076347`*^9,
18867	3.500125376363772^9, 3.500184918396678^9, 3.500185363954321*^9,
18868	3.500186900292087*^9}]
18869	}, Open ]],
18870
18871	Cell[CellGroupData[{
18872
18873	Cell[BoxData[
18874	RowBox[{
18875	RowBox[{
18876	RowBox[{"FullSimplify", "[",
18877	RowBox[{
18878	RowBox[{"Coefficient", "[",
18879	RowBox[{"Mgg5phiG", ",", "Linv", ",", "2"}], "]"}], "/.",
18880	RowBox[{"{",
18881	RowBox[{
18882	RowBox[{"Alfas", "\[Rule]",
18883	RowBox[{"(",
18884	RowBox[{
18885	RowBox[{"gS", "^", "2"}], "/",
18886	RowBox[{"(",
18887	RowBox[{"4", "\[Pi]"}], ")"}]}], ")"}]}], ",",
18888	RowBox[{"GS", "\[Rule]", "gS"}]}], "}"}]}], "]"}], "/", "256"}], "*",
18889	"4"}]], "Input",
18890	CellChangeTimes->{{3.50012203175807^9, 3.500122085944367^9},
18891	3.5001231183600893`^9, {3.500125033132867^9, 3.500125044530876*^9}, {
18892	3.5001251127394114`^9, 3.5001251219076443`^9}, {3.5001255153819227`*^9,
18893	3.500125517885804^9}, 3.500184925533991^9, {3.500186199611189*^9,
18894	3.50018621277183*^9}}],
18895
18896	Cell[BoxData[
18897	FormBox[
18898	FractionBox[
18899	RowBox[{"CphiG", " ",
18900	SuperscriptBox["gS", "2"], " ", "MT", " ",
18901	SuperscriptBox["S", "2"], " ",
18902	RowBox[{"(",
18903	RowBox[{"S", "-",
18904	RowBox[{"4", " ", "MT2"}]}], ")"}], " ", "v", " ",
18905	RowBox[{"Re", "(", "yt", ")"}]}],
18906	RowBox[{"4", " ",
18907	SqrtBox["2"], " ",
18908	RowBox[{"(",
18909	RowBox[{"MH2", "-", "S"}], ")"}], " ",
18910	RowBox[{"(",
18911	RowBox[{"MT2", "-", "T"}], ")"}], " ",
18912	RowBox[{"(",
18913	RowBox[{
18914	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}]}]],
18915	TraditionalForm]], "Output",
18916	CellChangeTimes->{
18917	3.500122086278297^9, 3.500125008672204^9, 3.5001250478116302`*^9, {
18918	3.500125106366685^9, 3.500125113515643^9}, 3.5001252130924463`*^9,
18919	3.500125506697605^9, 3.500125539060231^9, {3.5001849226453257`*^9,
18920	3.5001849259513893`^9}, 3.500185367401535^9, 3.500186213475864*^9,
18921	3.500186902364727*^9}]
18922	}, Open ]],
18923
18924	Cell[BoxData[
18925	RowBox[{
18926	RowBox[{"Mgg3G", "=",
18927	RowBox[{"Normal", "[",
18928	RowBox[{"Series", "[",
18929	RowBox[{
18930	RowBox[{
18931	RowBox[{
18932	RowBox[{"Mgg2", "/.", "M$FACouplings"}], "/.",
18933	RowBox[{"{",
18934	RowBox[{
18935	RowBox[{"CphiG", "\[Rule]", "0"}], ",",
18936	RowBox[{"CtG", "->", "0"}], ",",
18937	RowBox[{"Lambda", "\[Rule]",
18938	RowBox[{"1", "/", "Linv"}]}], ",",
18939	RowBox[{
18940	RowBox[{"Conjugate", "[", "Lambda", "]"}], "->",
18941	RowBox[{"1", "/", "Linv"}]}], ",",
18942	RowBox[{
18943	RowBox[{"Conjugate", "[", "v", "]"}], "\[Rule]", "v"}]}], "}"}]}],
18944	"/.",
18945	RowBox[{"{",
18946	RowBox[{
18947	RowBox[{
18948	RowBox[{"Linv", "^", "4"}], "\[Rule]", "0"}], ",",
18949	RowBox[{
18950	RowBox[{"Linv", "^", "6"}], "\[Rule]", "0"}]}], "}"}]}], ",",
18951	RowBox[{"{",
18952	RowBox[{"Linv", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}]}],
18953	";"}]], "Input",
18954	CellChangeTimes->{{3.500120264683782^9, 3.500120270634116^9}, {
18955	3.50012037229132^9, 3.500120418987548^9}, {3.5001206930421867`*^9,
18956	3.500120721959036^9}, {3.500120848018794^9, 3.500120861852392*^9}, {
18957	3.5001209888233223`^9, 3.5001209942671537`^9}, {3.500123028422268*^9,
18958	3.500123032939645^9}, {3.500125188809121^9, 3.5001251953886423`*^9}, {
18959	3.500125229712288^9, 3.500125249872898^9}, {3.500125316928153*^9,
18960	3.500125331580917*^9}}],
18961
18962	Cell[CellGroupData[{
18963
18964	Cell[BoxData[
18965	RowBox[{
18966	RowBox[{"Mgg4G", "=",
18967	RowBox[{"PolarizationSum", "[", "Mgg3G", "]"}]}], ";"}]], "Input",
18968	CellChangeTimes->{{3.479118824157723^9, 3.479118845390859^9},
18969	3.479184075522476^9, 3.479184702412253^9, {3.479184749867283*^9,
18970	3.479184750460338^9}, {3.479189331731915^9, 3.479189334149471*^9},
18971	3.479189365494795^9, {3.499668236444878^9, 3.4996682500534763`*^9},
18972	3.4996812040209303`^9, {3.500119934667719^9, 3.500119939113467*^9}, {
18973	3.5001231035869923`^9, 3.5001231093806458`^9}, {3.5001253379428*^9,
18974	3.500125341447617*^9}}],
18975
18976	Cell[CellGroupData[{
18977
18978	Cell[BoxData[
18979	FormBox["\<\"\"\>", TraditionalForm]], "Print",
18980	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
18981	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
18982	3.5001255634304533`^9, 3.500184943185277^9, 3.500185549151003*^9,
18983	3.5001869094329233`*^9}],
18984
18985	Cell[BoxData[
18986	FormBox[
18987	InterpretationBox[
18988	RowBox[{"\<\"preparing FORM code in \"\>",
18989	"\[InvisibleSpace]", \
18990	"\<\"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc10.frm\"\>"}],
18991	SequenceForm[
18992	"preparing FORM code in ",
18993	"/nfs/home/d/degrande/eta/FeynProg/FormCalc-6.2/fc10.frm"],
18994	Editable->False], TraditionalForm]], "Print",
18995	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
18996	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
18997	3.5001255634304533`^9, 3.500184943185277^9, 3.500185549151003*^9,
18998	3.50018690945656*^9}],
18999
19000	Cell["running FORM... ", "Print",
19001	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
19002	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
19003	3.5001255634304533`^9, 3.500184943185277^9, 3.500185549151003*^9,
19004	3.500186909765386*^9}],
19005
19006	Cell[BoxData[
19007	FormBox["\<\"ok\"\>", TraditionalForm]], "Print",
19008	CellChangeTimes->{3.4996682770892963`^9, 3.500121011369549^9,
19009	3.5001231134286337`^9, 3.500125204793819^9, 3.500125265844116*^9,
19010	3.5001255634304533`^9, 3.500184943185277^9, 3.500185549151003*^9,
19011	3.500186911201947*^9}]
19012	}, Open ]]
19013	}, Open ]],
19014
19015	Cell[CellGroupData[{
19016
19017	Cell[BoxData[
19018	RowBox[{"Mgg5G", "=",
19019	RowBox[{"FullSimplify", "[",
19020	RowBox[{
19021	RowBox[{
19022	RowBox[{
19023	RowBox[{"Normal", "[",
19024	RowBox[{"Series", "[",
19025	RowBox[{"Mgg4G", ",",
19026	RowBox[{"{",
19027	RowBox[{"Linv", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}], "//.",
19028
19029	RowBox[{"Abbr", "[", "]"}]}], "/.",
19030	RowBox[{"{",
19031	RowBox[{
19032	RowBox[{"Den", "[",
19033	RowBox[{"a_", ",", "b_"}], "]"}], "\[Rule]",
19034	RowBox[{"1", "/",
19035	RowBox[{"(",
19036	RowBox[{"a", "-", "b"}], ")"}]}]}], "}"}]}], "/.",
19037	RowBox[{"{",
19038	RowBox[{"U", "\[Rule]",
19039	RowBox[{
19040	RowBox[{"2", "MT2"}], "-", "S", "-", "T"}]}], "}"}]}],
19041	"]"}]}]], "Input",
19042	CellChangeTimes->{{3.500121033903965^9, 3.500121114625811^9}, {
19043	3.5001211824541607`^9, 3.5001212364853497`^9}, 3.500121270669372*^9, {
19044	3.5001215329435596`^9, 3.5001215499458303`^9}, {3.500123112825931*^9,
19045	3.500123116191039^9}, {3.5001253466558237`^9, 3.500125350665881*^9}}],
19046
19047	Cell[BoxData[
19048	FormBox[
19049	RowBox[{"-",
19050	RowBox[{
19051	FractionBox["1",
19052	RowBox[{"3", " ",
19053	SuperscriptBox["S", "2"], " ",
19054	SuperscriptBox[
19055	RowBox[{"(",
19056	RowBox[{"MT2", "-", "T"}], ")"}], "2"], " ",
19057	SuperscriptBox[
19058	RowBox[{"(",
19059	RowBox[{
19060	RowBox[{"-", "MT2"}], "+", "S", "+", "T"}], ")"}], "2"]}]],
19061	RowBox[{"32", " ", "\[Pi]", " ",
19062	RowBox[{"(",
19063	RowBox[{
19064	RowBox[{"27", " ", "Alfas", " ", "GS", " ",
19065	SuperscriptBox["Linv", "2"], " ", "MT2", " ",
19066	SuperscriptBox["S", "2"], " ",
19067	RowBox[{"(",
19068	RowBox[{"MT2", "-", "T"}], ")"}], " ",
19069	RowBox[{"(",
19070	RowBox[{"MT2", "-", "S", "-", "T"}], ")"}], " ",
19071	RowBox[{"Re", "(", "CG", ")"}], " ",
19072	SuperscriptBox[
19073	RowBox[{"(",
19074	RowBox[{
19075	RowBox[{
19076	RowBox[{"-", "2"}], " ", "MT2"}], "+", "S", "+",
19077	RowBox[{"2", " ", "T"}]}], ")"}], "2"]}], "+",
19078	RowBox[{"4", " ", "Alfas2", " ", "\[Pi]", " ",
19079	RowBox[{"(",
19080	RowBox[{
19081	RowBox[{"9", " ",
19082	SuperscriptBox["MT2", "2"]}], "-",
19083	RowBox[{"9", " ",
19084	RowBox[{"(",
19085	RowBox[{"S", "+",
19086	RowBox[{"2", " ", "T"}]}], ")"}], " ", "MT2"}], "+",
19087	RowBox[{"4", " ",
19088	SuperscriptBox["S", "2"]}], "+",
19089	RowBox[{"9", " ",
19090	SuperscriptBox["T", "2"]}], "+",
19091	RowBox[{"9", " ", "S", " ", "T"}]}], ")"}], " ",
19092	RowBox[{"(",
19093	RowBox[{
19094	RowBox[{"2", " ",
19095	SuperscriptBox["MT2", "4"]}], "-",
19096	RowBox[{"8", " ", "T", " ",
19097	SuperscriptBox["MT2", "3"]}], "+",
19098	RowBox[{
19099	RowBox[{"(",
19100	RowBox[{
19101	RowBox[{"3", " ",
19102	SuperscriptBox["S", "2"]}], "+",
19103	RowBox[{"4", " ", "T", " ", "S"}], "+",
19104	RowBox[{"12", " ",
19105	SuperscriptBox["T", "2"]}]}], ")"}], " ",
19106	SuperscriptBox["MT2", "2"]}], "-",
19107	RowBox[{
19108	RowBox[{"(",
19109	RowBox[{
19110	SuperscriptBox["S", "3"], "+",
19111	RowBox[{"2", " ", "T", " ",
19112	SuperscriptBox["S", "2"]}], "+",
19113	RowBox[{"8", " ",
19114	SuperscriptBox["T", "2"], " ", "S"}], "+",
19115	RowBox[{"8", " ",
19116	SuperscriptBox["T", "3"]}]}], ")"}], " ", "MT2"}], "+",
19117	RowBox[{"T", " ",
19118	RowBox[{"(",
19119	RowBox[{"S", "+", "T"}], ")"}], " ",
19120	RowBox[{"(",
19121	RowBox[{
19122	SuperscriptBox["S", "2"], "+",
19123	RowBox[{"2", " ", "T", " ", "S"}], "+",
19124	RowBox[{"2", " ",
19125	SuperscriptBox["T", "2"]}]}], ")"}]}]}], ")"}]}]}], ")"}]}]}]}],
19126	TraditionalForm]], "Output",
19127	CellChangeTimes->{
19128	3.500121036185227^9, 3.500121128547367^9, 3.500121203492289*^9, {
19129	3.500121256618002^9, 3.5001212748748693`^9}, {3.500121542945138*^9,
19130	3.500121555852314^9}, 3.50012423264614^9, 3.5001252104076347`*^9,
19131	3.5001255716834993`^9, 3.5001849487019444`^9, 3.500185550528851*^9,
19132	3.500185883191223^9, 3.500186914156605^9}]
19133	}, Open ]],
19134
19135	Cell[CellGroupData[{
19136
19137	Cell[BoxData[
19138	RowBox[{
19139	RowBox[{
19140	RowBox[{"Simplify", "[",
19141	RowBox[{
19142	RowBox[{"Coefficient", "[",
19143	RowBox[{"Mgg5G", ",", "Linv", ",", "2"}], "]"}], "/.",
19144	RowBox[{"{",
19145	RowBox[{
19146	RowBox[{"Alfas", "\[Rule]",
19147	RowBox[{"(",
19148	RowBox[{
19149	RowBox[{"gS", "^", "2"}], "/",
19150	RowBox[{"(",
19151	RowBox[{"4", "\[Pi]"}], ")"}]}], ")"}]}], ",",
19152	RowBox[{"GS", "\[Rule]", "gS"}]}], "}"}]}], "]"}], "/", "256"}], "*",
19153	"4"}]], "Input",
19154	CellChangeTimes->{{3.50012203175807^9, 3.500122085944367^9},
19155	3.5001231183600893`^9, {3.500125033132867^9, 3.500125044530876*^9}, {
19156	3.5001251127394114`^9, 3.5001251219076443`^9}, 3.500125355223119*^9,
19157	3.500125584230616^9, {3.500185804733983^9, 3.500185870357251*^9}, {
19158	3.500185961569396^9, 3.500185997410247^9}, {3.500186164189497*^9,
19159	3.5001861644725027`*^9}}],
19160
19161	Cell[BoxData[
19162	FormBox[
19163	RowBox[{"-",
19164	FractionBox[
19165	RowBox[{"9", " ",
19166	SuperscriptBox["gS", "3"], " ", "MT2", " ",
19167	SuperscriptBox[
19168	RowBox[{"(",
19169	RowBox[{
19170	RowBox[{
19171	RowBox[{"-", "2"}], " ", "MT2"}], "+", "S", "+",
19172	RowBox[{"2", " ", "T"}]}], ")"}], "2"], " ",
19173	RowBox[{"Re", "(", "CG", ")"}]}],
19174	RowBox[{"8", " ",
19175	RowBox[{"(",
19176	RowBox[{"MT2", "-", "T"}], ")"}], " ",
19177	RowBox[{"(",
19178	RowBox[{"MT2", "-", "S", "-", "T"}], ")"}]}]]}],
19179	TraditionalForm]], "Output",
19180	CellChangeTimes->{
19181	3.500122086278297^9, 3.500125008672204^9, 3.5001250478116302`*^9, {
19182	3.500125106366685^9, 3.500125113515643^9}, 3.5001252130924463`*^9, {
19183	3.500125581322969^9, 3.500125584601881^9}, 3.500184948920966*^9,
19184	3.500185552032819^9, 3.50018580710303^9, {3.5001858520447702`*^9,
19185	3.500185888307157^9}, {3.500185962513139^9, 3.500185998047577*^9},
19186	3.500186165152343^9, 3.50018691604774^9}]
19187	}, Open ]]
19188	}, Closed]]
19189	}, Open ]]
19190	},
19191	WindowSize->{1269, 941},
19192	WindowMargins->{{0, Automatic}, {Automatic, 27}},
19193	PrintingPageRange->{Automatic, Automatic},
19194	PrintingOptions->{"Magnification"->1.,
19195	"PaperOrientation"->"Portrait",
19196	"PaperSize"->{611.25, 789.5625},
19197	"PostScriptOutputFile"->"/nfs/home/0/d/degrande/Generic/test.nb.ps"},
19198	ShowSelection->True,
19199	Magnification->1.25,
19200	FrontEndVersion->"6.0 for Linux x86 (64-bit) (June 19, 2007)",
19201	StyleDefinitions->"Default.nb"
19202	]
19203	(* End of Notebook Content *)
19204
19205	(* Internal cache information *)
19206	(*CellTagsOutline
19207	CellTagsIndex->{}
19208	*)
19209	(*CellTagsIndex
19210	CellTagsIndex->{}
19211	*)
19212	(*NotebookFileOutline
19213	Notebook[{
19214	Cell[CellGroupData[{
19215	Cell[590, 23, 100, 1, 104, "Title"],
19216	Cell[693, 26, 193, 2, 37, "Text"],
19217	Cell[CellGroupData[{
19218	Cell[911, 32, 143, 2, 65, "Subtitle"],
19219	Cell[1057, 36, 118, 2, 38, "Input"],
19220	Cell[CellGroupData[{
19221	Cell[1200, 42, 353, 8, 64, "Input"],
19222	Cell[CellGroupData[{
19223	Cell[1578, 54, 496, 7, 30, "Print"],
19224	Cell[2077, 63, 510, 7, 30, "Print"],
19225	Cell[2590, 72, 546, 8, 30, "Print"],
19226	Cell[3139, 82, 518, 7, 30, "Print"]
19227	}, Open ]]
19228	}, Open ]],
19229	Cell[3684, 93, 525, 12, 38, "Input"],
19230	Cell[CellGroupData[{
19231	Cell[4234, 109, 178, 3, 38, "Input"],
19232	Cell[CellGroupData[{
19233	Cell[4437, 116, 395, 9, 30, "Print"],
19234	Cell[4835, 127, 392, 9, 30, "Print"],
19235	Cell[5230, 138, 393, 9, 30, "Print"],
19236	Cell[5626, 149, 4045, 98, 505, "Print"]
19237	}, Open ]],
19238	Cell[9686, 250, 1838, 50, 79, "Output"]
19239	}, Closed]],
19240	Cell[CellGroupData[{
19241	Cell[11561, 305, 1830, 40, 56, "Input"],
19242	Cell[CellGroupData[{
19243	Cell[13416, 349, 418, 6, 30, "Print"],
19244	Cell[13837, 357, 889, 18, 30, "Print"],
19245	Cell[14729, 377, 434, 6, 30, "Print"],
19246	Cell[15166, 385, 701, 13, 30, "Print"],
19247	Cell[15870, 400, 416, 6, 30, "Print"],
19248	Cell[16289, 408, 886, 18, 30, "Print"],
19249	Cell[17178, 428, 735, 13, 30, "Print"],
19250	Cell[17916, 443, 438, 6, 30, "Print"],
19251	Cell[18357, 451, 590, 11, 30, "Print"],
19252	Cell[18950, 464, 701, 13, 30, "Print"],
19253	Cell[19654, 479, 416, 6, 30, "Print"],
19254	Cell[20073, 487, 817, 15, 30, "Print"],
19255	Cell[20893, 504, 416, 6, 30, "Print"],
19256	Cell[21312, 512, 654, 12, 30, "Print"],
19257	Cell[21969, 526, 686, 12, 30, "Print"],
19258	Cell[22658, 540, 686, 12, 30, "Print"],
19259	Cell[23347, 554, 686, 12, 30, "Print"],
19260	Cell[24036, 568, 416, 6, 30, "Print"],
19261	Cell[24455, 576, 817, 15, 30, "Print"],
19262	Cell[25275, 593, 617, 11, 30, "Print"]
19263	}, Open ]]
19264	}, Open ]],
19265	Cell[CellGroupData[{
19266	Cell[25941, 610, 225, 4, 38, "Input"],
19267	Cell[CellGroupData[{
19268	Cell[26191, 618, 626, 12, 30, "Print"],
19269	Cell[26820, 632, 30971, 674, 505, "Print"]
19270	}, Open ]],
19271	Cell[57806, 1309, 3258, 85, 79, "Output"]
19272	}, Open ]],
19273	Cell[CellGroupData[{
19274	Cell[61101, 1399, 318, 6, 38, "Input"],
19275	Cell[CellGroupData[{
19276	Cell[61444, 1409, 603, 10, 30, "Print"],
19277	Cell[62050, 1421, 863, 17, 30, "Print"],
19278	Cell[62916, 1440, 871, 16, 30, "Print"],
19279	Cell[63790, 1458, 802, 15, 30, "Print"]
19280	}, Open ]]
19281	}, Open ]],
19282	Cell[CellGroupData[{
19283	Cell[64641, 1479, 431, 9, 64, "Input"],
19284	Cell[CellGroupData[{
19285	Cell[65097, 1492, 431, 7, 30, "Print"],
19286	Cell[65531, 1501, 443, 7, 30, "Print"],
19287	Cell[65977, 1510, 444, 7, 30, "Print"],
19288	Cell[66424, 1519, 452, 7, 30, "Print"]
19289	}, Open ]]
19290	}, Open ]],
19291	Cell[CellGroupData[{
19292	Cell[66925, 1532, 334, 8, 38, "Input"],
19293	Cell[CellGroupData[{
19294	Cell[67284, 1544, 404, 6, 30, "Print"],
19295	Cell[67691, 1552, 692, 14, 30, "Print"],
19296	Cell[68386, 1568, 375, 5, 30, "Print"],
19297	Cell[68764, 1575, 406, 6, 30, "Print"]
19298	}, Open ]]
19299	}, Open ]],
19300	Cell[CellGroupData[{
19301	Cell[69219, 1587, 252, 5, 38, "Input"],
19302	Cell[69474, 1594, 922, 22, 38, "Output"]
19303	}, Open ]],
19304	Cell[CellGroupData[{
19305	Cell[70433, 1621, 420, 9, 64, "Input"],
19306	Cell[CellGroupData[{
19307	Cell[70878, 1634, 632, 12, 30, "Print"],
19308	Cell[71513, 1648, 426, 7, 30, "Print"],
19309	Cell[71942, 1657, 712, 15, 30, "Print"],
19310	Cell[72657, 1674, 397, 6, 30, "Print"],
19311	Cell[73057, 1682, 428, 7, 30, "Print"]
19312	}, Open ]]
19313	}, Open ]],
19314	Cell[CellGroupData[{
19315	Cell[73534, 1695, 2111, 47, 114, "Input"],
19316	Cell[75648, 1744, 15673, 405, 641, "Output"]
19317	}, Open ]],
19318	Cell[CellGroupData[{
19319	Cell[91358, 2154, 2655, 64, 189, "Input"],
19320	Cell[94016, 2220, 2837, 73, 114, "Output"]
19321	}, Open ]],
19322	Cell[CellGroupData[{
19323	Cell[96890, 2298, 621, 19, 38, "Input"],
19324	Cell[97514, 2319, 369, 9, 40, "Output"]
19325	}, Open ]],
19326	Cell[CellGroupData[{
19327	Cell[97920, 2333, 623, 19, 38, "Input"],
19328	Cell[98546, 2354, 413, 12, 40, "Output"]
19329	}, Open ]],
19330	Cell[CellGroupData[{
19331	Cell[98996, 2371, 156, 3, 38, "Input"],
19332	Cell[99155, 2376, 411, 13, 42, "Output"]
19333	}, Open ]],
19334	Cell[CellGroupData[{
19335	Cell[99603, 2394, 2143, 56, 189, "Input"],
19336	Cell[101749, 2452, 4185, 115, 149, "Output"]
19337	}, Open ]],
19338	Cell[CellGroupData[{
19339	Cell[105971, 2572, 257, 5, 38, "Input"],
19340	Cell[106231, 2579, 359, 11, 61, "Output"]
19341	}, Open ]],
19342	Cell[CellGroupData[{
19343	Cell[106627, 2595, 182, 4, 38, "Input"],
19344	Cell[106812, 2601, 284, 9, 61, "Output"]
19345	}, Open ]],
19346	Cell[CellGroupData[{
19347	Cell[107133, 2615, 307, 6, 38, "Input"],
19348	Cell[107443, 2623, 409, 11, 61, "Output"]
19349	}, Open ]],
19350	Cell[CellGroupData[{
19351	Cell[107889, 2639, 230, 5, 38, "Input"],
19352	Cell[108122, 2646, 327, 10, 61, "Output"]
19353	}, Open ]],
19354	Cell[CellGroupData[{
19355	Cell[108486, 2661, 183, 4, 38, "Input"],
19356	Cell[108672, 2667, 254, 8, 61, "Output"]
19357	}, Open ]]
19358	}, Closed]],
19359	Cell[CellGroupData[{
19360	Cell[108975, 2681, 145, 2, 65, "Subtitle"],
19361	Cell[109123, 2685, 118, 2, 38, "Input"],
19362	Cell[CellGroupData[{
19363	Cell[109266, 2691, 353, 8, 64, "Input"],
19364	Cell[CellGroupData[{
19365	Cell[109644, 2703, 473, 7, 30, "Print"],
19366	Cell[110120, 2712, 486, 7, 30, "Print"],
19367	Cell[110609, 2721, 522, 8, 30, "Print"],
19368	Cell[111134, 2731, 496, 7, 30, "Print"]
19369	}, Open ]]
19370	}, Open ]],
19371	Cell[111657, 2742, 525, 12, 38, "Input"],
19372	Cell[CellGroupData[{
19373	Cell[112207, 2758, 178, 3, 38, "Input"],
19374	Cell[CellGroupData[{
19375	Cell[112410, 2765, 395, 9, 30, "Print"],
19376	Cell[112808, 2776, 392, 9, 30, "Print"],
19377	Cell[113203, 2787, 393, 9, 30, "Print"],
19378	Cell[113599, 2798, 4045, 98, 505, "Print"]
19379	}, Open ]],
19380	Cell[117659, 2899, 1838, 50, 79, "Output"]
19381	}, Closed]],
19382	Cell[CellGroupData[{
19383	Cell[119534, 2954, 1830, 40, 56, "Input"],
19384	Cell[CellGroupData[{
19385	Cell[121389, 2998, 414, 6, 30, "Print"],
19386	Cell[121806, 3006, 885, 18, 30, "Print"],
19387	Cell[122694, 3026, 432, 6, 30, "Print"],
19388	Cell[123129, 3034, 701, 13, 30, "Print"],
19389	Cell[123833, 3049, 414, 6, 30, "Print"],
19390	Cell[124250, 3057, 885, 18, 30, "Print"],
19391	Cell[125138, 3077, 733, 13, 30, "Print"],
19392	Cell[125874, 3092, 436, 6, 30, "Print"],
19393	Cell[126313, 3100, 588, 11, 30, "Print"],
19394	Cell[126904, 3113, 701, 13, 30, "Print"],
19395	Cell[127608, 3128, 416, 6, 30, "Print"],
19396	Cell[128027, 3136, 815, 15, 30, "Print"],
19397	Cell[128845, 3153, 416, 6, 30, "Print"],
19398	Cell[129264, 3161, 653, 12, 30, "Print"],
19399	Cell[129920, 3175, 686, 12, 30, "Print"],
19400	Cell[130609, 3189, 684, 12, 30, "Print"],
19401	Cell[131296, 3203, 686, 12, 30, "Print"],
19402	Cell[131985, 3217, 414, 6, 30, "Print"],
19403	Cell[132402, 3225, 815, 15, 30, "Print"],
19404	Cell[133220, 3242, 615, 11, 30, "Print"]
19405	}, Open ]]
19406	}, Open ]],
19407	Cell[CellGroupData[{
19408	Cell[133884, 3259, 225, 4, 38, "Input"],
19409	Cell[CellGroupData[{
19410	Cell[134134, 3267, 606, 12, 30, "Print"],
19411	Cell[134743, 3281, 26305, 573, 505, "Print"]
19412	}, Open ]],
19413	Cell[161063, 3857, 2960, 77, 79, "Output"]
19414	}, Open ]],
19415	Cell[CellGroupData[{
19416	Cell[164060, 3939, 318, 6, 38, "Input"],
19417	Cell[CellGroupData[{
19418	Cell[164403, 3949, 577, 9, 30, "Print"],
19419	Cell[164983, 3960, 838, 16, 30, "Print"],
19420	Cell[165824, 3978, 847, 15, 30, "Print"],
19421	Cell[166674, 3995, 778, 14, 30, "Print"]
19422	}, Open ]]
19423	}, Open ]],
19424	Cell[CellGroupData[{
19425	Cell[167501, 4015, 431, 9, 64, "Input"],
19426	Cell[CellGroupData[{
19427	Cell[167957, 4028, 401, 6, 30, "Print"],
19428	Cell[168361, 4036, 414, 6, 30, "Print"],
19429	Cell[168778, 4044, 415, 6, 30, "Print"],
19430	Cell[169196, 4052, 424, 6, 30, "Print"]
19431	}, Open ]]
19432	}, Open ]],
19433	Cell[CellGroupData[{
19434	Cell[169669, 4064, 334, 8, 38, "Input"],
19435	Cell[CellGroupData[{
19436	Cell[170028, 4076, 384, 6, 30, "Print"],
19437	Cell[170415, 4084, 670, 14, 30, "Print"],
19438	Cell[171088, 4100, 355, 5, 30, "Print"],
19439	Cell[171446, 4107, 384, 6, 30, "Print"]
19440	}, Open ]]
19441	}, Open ]],
19442	Cell[CellGroupData[{
19443	Cell[171879, 4119, 252, 5, 38, "Input"],
19444	Cell[172134, 4126, 903, 22, 38, "Output"]
19445	}, Open ]],
19446	Cell[CellGroupData[{
19447	Cell[173074, 4153, 420, 9, 64, "Input"],
19448	Cell[CellGroupData[{
19449	Cell[173519, 4166, 606, 11, 30, "Print"],
19450	Cell[174128, 4179, 403, 6, 30, "Print"],
19451	Cell[174534, 4187, 689, 14, 30, "Print"],
19452	Cell[175226, 4203, 374, 5, 30, "Print"],
19453	Cell[175603, 4210, 405, 6, 30, "Print"]
19454	}, Open ]]
19455	}, Open ]],
19456	Cell[CellGroupData[{
19457	Cell[176057, 4222, 1854, 43, 114, "Input"],
19458	Cell[177914, 4267, 7644, 220, 357, "Output"]
19459	}, Open ]],
19460	Cell[CellGroupData[{
19461	Cell[185595, 4492, 2469, 60, 189, "Input"],
19462	Cell[188067, 4554, 2530, 67, 86, "Output"]
19463	}, Open ]],
19464	Cell[CellGroupData[{
19465	Cell[190634, 4626, 621, 19, 38, "Input"],
19466	Cell[191258, 4647, 369, 9, 40, "Output"]
19467	}, Open ]],
19468	Cell[CellGroupData[{
19469	Cell[191664, 4661, 623, 19, 38, "Input"],
19470	Cell[192290, 4682, 413, 12, 40, "Output"]
19471	}, Open ]],
19472	Cell[CellGroupData[{
19473	Cell[192740, 4699, 156, 3, 38, "Input"],
19474	Cell[192899, 4704, 411, 13, 42, "Output"]
19475	}, Open ]],
19476	Cell[CellGroupData[{
19477	Cell[193347, 4722, 2143, 56, 189, "Input"],
19478	Cell[195493, 4780, 3736, 115, 113, "Output"]
19479	}, Open ]],
19480	Cell[CellGroupData[{
19481	Cell[199266, 4900, 170, 3, 38, "Input"],
19482	Cell[199439, 4905, 427, 12, 61, "Output"]
19483	}, Open ]],
19484	Cell[CellGroupData[{
19485	Cell[199903, 4922, 220, 4, 38, "Input"],
19486	Cell[200126, 4928, 478, 13, 61, "Output"]
19487	}, Open ]]
19488	}, Closed]],
19489	Cell[CellGroupData[{
19490	Cell[200653, 4947, 88, 1, 65, "Subtitle"],
19491	Cell[200744, 4950, 118, 2, 38, "Input"],
19492	Cell[CellGroupData[{
19493	Cell[200887, 4956, 284, 7, 64, "Input"],
19494	Cell[CellGroupData[{
19495	Cell[201196, 4967, 665, 11, 30, "Print"],
19496	Cell[201864, 4980, 679, 11, 30, "Print"],
19497	Cell[202546, 4993, 713, 12, 30, "Print"],
19498	Cell[203262, 5007, 686, 11, 30, "Print"]
19499	}, Open ]]
19500	}, Open ]],
19501	Cell[203975, 5022, 337, 8, 38, "Input"],
19502	Cell[CellGroupData[{
19503	Cell[204337, 5034, 127, 2, 38, "Input"],
19504	Cell[CellGroupData[{
19505	Cell[204489, 5040, 332, 8, 51, "Print"],
19506	Cell[204824, 5050, 328, 8, 51, "Print"],
19507	Cell[205155, 5060, 328, 8, 51, "Print"],
19508	Cell[205486, 5070, 328, 8, 51, "Print"],
19509	Cell[205817, 5080, 4855, 117, 985, "Print"]
19510	}, Open ]],
19511	Cell[210687, 5200, 1976, 56, 141, "Output"]
19512	}, Closed]],
19513	Cell[CellGroupData[{
19514	Cell[212700, 5261, 1365, 31, 56, "Input"],
19515	Cell[CellGroupData[{
19516	Cell[214090, 5296, 572, 9, 30, "Print"],
19517	Cell[214665, 5307, 1045, 21, 30, "Print"],
19518	Cell[215713, 5330, 590, 9, 30, "Print"],
19519	Cell[216306, 5341, 857, 16, 30, "Print"],
19520	Cell[217166, 5359, 572, 9, 30, "Print"],
19521	Cell[217741, 5370, 1043, 21, 30, "Print"],
19522	Cell[218787, 5393, 891, 16, 30, "Print"],
19523	Cell[219681, 5411, 593, 9, 30, "Print"],
19524	Cell[220277, 5422, 746, 14, 30, "Print"],
19525	Cell[221026, 5438, 857, 16, 30, "Print"],
19526	Cell[221886, 5456, 574, 9, 30, "Print"],
19527	Cell[222463, 5467, 973, 18, 30, "Print"],
19528	Cell[223439, 5487, 572, 9, 30, "Print"],
19529	Cell[224014, 5498, 810, 15, 30, "Print"],
19530	Cell[224827, 5515, 844, 15, 30, "Print"],
19531	Cell[225674, 5532, 844, 15, 30, "Print"],
19532	Cell[226521, 5549, 842, 15, 30, "Print"],
19533	Cell[227366, 5566, 842, 15, 30, "Print"],
19534	Cell[228211, 5583, 572, 9, 30, "Print"],
19535	Cell[228786, 5594, 973, 18, 30, "Print"],
19536	Cell[229762, 5614, 773, 14, 30, "Print"]
19537	}, Open ]]
19538	}, Open ]],
19539	Cell[CellGroupData[{
19540	Cell[230584, 5634, 172, 3, 38, "Input"],
19541	Cell[CellGroupData[{
19542	Cell[230781, 5641, 696, 13, 30, "Print"],
19543	Cell[231480, 5656, 694, 13, 30, "Print"],
19544	Cell[232177, 5671, 694, 13, 30, "Print"],
19545	Cell[232874, 5686, 694, 13, 30, "Print"],
19546	Cell[233571, 5701, 109167, 2032, 505, 89058, 1701, "CachedBoxData", \
19547	"BoxData", "Print"],
19548	Cell[342741, 7735, 11833, 236, 505, "Print"]
19549	}, Open ]],
19550	Cell[354589, 7974, 5030, 135, 79, "Output"]
19551	}, Open ]],
19552	Cell[CellGroupData[{
19553	Cell[359656, 8114, 292, 6, 38, "Input"],
19554	Cell[CellGroupData[{
19555	Cell[359973, 8124, 585, 9, 30, "Print"],
19556	Cell[360561, 8135, 849, 16, 30, "Print"],
19557	Cell[361413, 8153, 856, 15, 30, "Print"],
19558	Cell[362272, 8170, 858, 15, 30, "Print"],
19559	Cell[363133, 8187, 856, 15, 30, "Print"],
19560	Cell[363992, 8204, 858, 15, 30, "Print"],
19561	Cell[364853, 8221, 787, 14, 30, "Print"]
19562	}, Open ]]
19563	}, Open ]],
19564	Cell[CellGroupData[{
19565	Cell[365689, 8241, 533, 11, 64, "Input"],
19566	Cell[CellGroupData[{
19567	Cell[366247, 8256, 621, 10, 30, "Print"],
19568	Cell[366871, 8268, 631, 10, 30, "Print"],
19569	Cell[367505, 8280, 635, 10, 30, "Print"],
19570	Cell[368143, 8292, 641, 10, 30, "Print"]
19571	}, Open ]]
19572	}, Open ]],
19573	Cell[CellGroupData[{
19574	Cell[368833, 8308, 380, 9, 38, "Input"],
19575	Cell[CellGroupData[{
19576	Cell[369238, 8321, 623, 10, 30, "Print"],
19577	Cell[369864, 8333, 909, 18, 30, "Print"],
19578	Cell[370776, 8353, 596, 9, 30, "Print"],
19579	Cell[371375, 8364, 625, 10, 30, "Print"]
19580	}, Open ]]
19581	}, Open ]],
19582	Cell[372027, 8378, 344, 7, 38, "Input"],
19583	Cell[CellGroupData[{
19584	Cell[372396, 8389, 466, 9, 64, "Input"],
19585	Cell[CellGroupData[{
19586	Cell[372887, 8402, 660, 12, 30, "Print"],
19587	Cell[373550, 8416, 454, 7, 30, "Print"],
19588	Cell[374007, 8425, 740, 15, 30, "Print"],
19589	Cell[374750, 8442, 427, 6, 30, "Print"],
19590	Cell[375180, 8450, 458, 7, 30, "Print"]
19591	}, Open ]]
19592	}, Open ]],
19593	Cell[375665, 8461, 789, 15, 38, "Input"],
19594	Cell[CellGroupData[{
19595	Cell[376479, 8480, 88, 1, 89, "Section"],
19596	Cell[376570, 8483, 1246, 33, 139, "Input"],
19597	Cell[CellGroupData[{
19598	Cell[377841, 8520, 474, 8, 38, "Input"],
19599	Cell[CellGroupData[{
19600	Cell[378340, 8532, 269, 4, 30, "Print"],
19601	Cell[378612, 8538, 555, 12, 30, "Print"],
19602	Cell[379170, 8552, 242, 3, 30, "Print"],
19603	Cell[379415, 8557, 271, 4, 30, "Print"]
19604	}, Open ]]
19605	}, Open ]],
19606	Cell[CellGroupData[{
19607	Cell[379735, 8567, 919, 27, 38, "Input"],
19608	Cell[380657, 8596, 2995, 82, 118, "Output"]
19609	}, Open ]],
19610	Cell[CellGroupData[{
19611	Cell[383689, 8683, 652, 19, 38, "Input"],
19612	Cell[384344, 8704, 1013, 29, 66, "Output"]
19613	}, Open ]],
19614	Cell[385372, 8736, 804, 26, 75, "Input"]
19615	}, Closed]],
19616	Cell[CellGroupData[{
19617	Cell[386213, 8767, 89, 1, 51, "Section"],
19618	Cell[386305, 8770, 1489, 37, 139, "Input"],
19619	Cell[CellGroupData[{
19620	Cell[387819, 8811, 536, 9, 38, "Input"],
19621	Cell[CellGroupData[{
19622	Cell[388380, 8824, 360, 6, 30, "Print"],
19623	Cell[388743, 8832, 646, 14, 30, "Print"],
19624	Cell[389392, 8848, 333, 5, 30, "Print"],
19625	Cell[389728, 8855, 362, 6, 30, "Print"]
19626	}, Open ]]
19627	}, Open ]],
19628	Cell[CellGroupData[{
19629	Cell[390139, 8867, 977, 28, 64, "Input"],
19630	Cell[391119, 8897, 3343, 89, 97, "Output"]
19631	}, Open ]],
19632	Cell[CellGroupData[{
19633	Cell[394499, 8991, 1606, 40, 64, "Input"],
19634	Cell[396108, 9033, 1043, 24, 62, "Output"]
19635	}, Open ]]
19636	}, Closed]],
19637	Cell[CellGroupData[{
19638	Cell[397200, 9063, 89, 1, 51, "Section"],
19639	Cell[397292, 9066, 1250, 29, 114, "Input"],
19640	Cell[CellGroupData[{
19641	Cell[398567, 9099, 578, 10, 38, "Input"],
19642	Cell[CellGroupData[{
19643	Cell[399170, 9113, 437, 7, 30, "Print"],
19644	Cell[399610, 9122, 723, 15, 30, "Print"],
19645	Cell[400336, 9139, 408, 6, 30, "Print"],
19646	Cell[400747, 9147, 439, 7, 30, "Print"]
19647	}, Open ]]
19648	}, Open ]],
19649	Cell[CellGroupData[{
19650	Cell[401235, 9160, 1045, 29, 38, "Input"],
19651	Cell[402283, 9191, 3874, 101, 144, "Output"]
19652	}, Open ]],
19653	Cell[CellGroupData[{
19654	Cell[406194, 9297, 1589, 41, 64, "Input"],
19655	Cell[407786, 9340, 1156, 25, 62, "Output"]
19656	}, Open ]],
19657	Cell[CellGroupData[{
19658	Cell[408979, 9370, 1041, 34, 64, "Input"],
19659	Cell[410023, 9406, 441, 12, 56, "Output"]
19660	}, Open ]],
19661	Cell[CellGroupData[{
19662	Cell[410501, 9423, 1018, 33, 64, "Input"],
19663	Cell[411522, 9458, 3379, 96, 117, "Output"]
19664	}, Open ]],
19665	Cell[CellGroupData[{
19666	Cell[414938, 9559, 884, 26, 38, "Input"],
19667	Cell[415825, 9587, 1006, 30, 63, "Output"]
19668	}, Open ]],
19669	Cell[CellGroupData[{
19670	Cell[416868, 9622, 885, 26, 38, "Input"],
19671	Cell[417756, 9650, 361, 9, 56, "Output"]
19672	}, Open ]],
19673	Cell[CellGroupData[{
19674	Cell[418154, 9664, 884, 26, 38, "Input"],
19675	Cell[419041, 9692, 544, 16, 56, "Output"]
19676	}, Open ]]
19677	}, Open ]]
19678	}, Open ]],
19679	Cell[CellGroupData[{
19680	Cell[419646, 9715, 139, 2, 65, "Subtitle"],
19681	Cell[419788, 9719, 118, 2, 38, "Input"],
19682	Cell[CellGroupData[{
19683	Cell[419931, 9725, 284, 7, 64, "Input"],
19684	Cell[CellGroupData[{
19685	Cell[420240, 9736, 615, 10, 30, "Print"],
19686	Cell[420858, 9748, 629, 10, 30, "Print"],
19687	Cell[421490, 9760, 663, 11, 30, "Print"],
19688	Cell[422156, 9773, 637, 10, 30, "Print"]
19689	}, Open ]]
19690	}, Open ]],
19691	Cell[422820, 9787, 337, 8, 38, "Input"],
19692	Cell[CellGroupData[{
19693	Cell[423182, 9799, 127, 2, 38, "Input"],
19694	Cell[CellGroupData[{
19695	Cell[423334, 9805, 332, 8, 51, "Print"],
19696	Cell[423669, 9815, 328, 8, 51, "Print"],
19697	Cell[424000, 9825, 328, 8, 51, "Print"],
19698	Cell[424331, 9835, 328, 8, 51, "Print"],
19699	Cell[424662, 9845, 4855, 117, 985, "Print"]
19700	}, Open ]],
19701	Cell[429532, 9965, 1976, 56, 141, "Output"]
19702	}, Closed]],
19703	Cell[CellGroupData[{
19704	Cell[431545, 10026, 558, 16, 30, "Input"],
19705	Cell[CellGroupData[{
19706	Cell[432128, 10046, 126, 2, 30, "Print"],
19707	Cell[432257, 10050, 565, 13, 30, "Print"],
19708	Cell[432825, 10065, 144, 2, 30, "Print"],
19709	Cell[432972, 10069, 375, 8, 30, "Print"],
19710	Cell[433350, 10079, 126, 2, 30, "Print"],
19711	Cell[433479, 10083, 557, 12, 30, "Print"],
19712	Cell[434039, 10097, 557, 12, 30, "Print"],
19713	Cell[434599, 10111, 447, 9, 30, "Print"],
19714	Cell[435049, 10122, 147, 2, 30, "Print"],
19715	Cell[435199, 10126, 298, 7, 30, "Print"],
19716	Cell[435500, 10135, 332, 7, 30, "Print"],
19717	Cell[435835, 10144, 328, 7, 30, "Print"],
19718	Cell[436166, 10153, 371, 8, 30, "Print"],
19719	Cell[436540, 10163, 126, 2, 30, "Print"],
19720	Cell[436669, 10167, 365, 8, 30, "Print"],
19721	Cell[437037, 10177, 396, 8, 30, "Print"],
19722	Cell[437436, 10187, 396, 8, 30, "Print"],
19723	Cell[437835, 10197, 396, 8, 30, "Print"],
19724	Cell[438234, 10207, 398, 8, 30, "Print"],
19725	Cell[438635, 10217, 329, 7, 30, "Print"]
19726	}, Open ]]
19727	}, Closed]],
19728	Cell[CellGroupData[{
19729	Cell[439013, 10230, 1362, 30, 56, "Input"],
19730	Cell[CellGroupData[{
19731	Cell[440400, 10264, 480, 8, 30, "Print"],
19732	Cell[440883, 10274, 951, 20, 30, "Print"],
19733	Cell[441837, 10296, 498, 8, 30, "Print"],
19734	Cell[442338, 10306, 765, 15, 30, "Print"],
19735	Cell[443106, 10323, 479, 8, 30, "Print"],
19736	Cell[443588, 10333, 951, 20, 30, "Print"],
19737	Cell[444542, 10355, 801, 15, 30, "Print"],
19738	Cell[445346, 10372, 502, 8, 30, "Print"],
19739	Cell[445851, 10382, 656, 13, 30, "Print"],
19740	Cell[446510, 10397, 764, 15, 30, "Print"],
19741	Cell[447277, 10414, 480, 8, 30, "Print"],
19742	Cell[447760, 10424, 881, 17, 30, "Print"],
19743	Cell[448644, 10443, 480, 8, 30, "Print"],
19744	Cell[449127, 10453, 719, 14, 30, "Print"],
19745	Cell[449849, 10469, 750, 14, 30, "Print"],
19746	Cell[450602, 10485, 750, 14, 30, "Print"],
19747	Cell[451355, 10501, 750, 14, 30, "Print"],
19748	Cell[452108, 10517, 750, 14, 30, "Print"],
19749	Cell[452861, 10533, 480, 8, 30, "Print"],
19750	Cell[453344, 10543, 881, 17, 30, "Print"],
19751	Cell[454228, 10562, 681, 13, 30, "Print"]
19752	}, Open ]]
19753	}, Open ]],
19754	Cell[CellGroupData[{
19755	Cell[454958, 10581, 172, 3, 38, "Input"],
19756	Cell[CellGroupData[{
19757	Cell[455155, 10588, 643, 12, 30, "Print"],
19758	Cell[455801, 10602, 643, 12, 30, "Print"],
19759	Cell[456447, 10616, 643, 12, 30, "Print"],
19760	Cell[457093, 10630, 645, 12, 30, "Print"],
19761	Cell[457741, 10644, 167849, 3015, 505, 144556, 2632, "CachedBoxData", \
19762	"BoxData", "Print"],
19763	Cell[625593, 13661, 118887, 2106, 505, 99273, 1784, "CachedBoxData", \
19764	"BoxData", "Print"]
19765	}, Open ]],
19766	Cell[744495, 15770, 6133, 166, 79, "Output"]
19767	}, Open ]],
19768	Cell[CellGroupData[{
19769	Cell[750665, 15941, 241, 5, 38, "Input"],
19770	Cell[CellGroupData[{
19771	Cell[750931, 15950, 541, 8, 30, "Print"],
19772	Cell[751475, 15960, 804, 15, 30, "Print"],
19773	Cell[752282, 15977, 811, 14, 30, "Print"],
19774	Cell[753096, 15993, 811, 14, 30, "Print"],
19775	Cell[753910, 16009, 811, 14, 30, "Print"],
19776	Cell[754724, 16025, 811, 14, 30, "Print"],
19777	Cell[755538, 16041, 744, 13, 30, "Print"]
19778	}, Open ]]
19779	}, Open ]],
19780	Cell[CellGroupData[{
19781	Cell[756331, 16060, 533, 11, 64, "Input"],
19782	Cell[CellGroupData[{
19783	Cell[756889, 16075, 573, 9, 30, "Print"],
19784	Cell[757465, 16086, 587, 9, 30, "Print"],
19785	Cell[758055, 16097, 587, 9, 30, "Print"],
19786	Cell[758645, 16108, 595, 9, 30, "Print"]
19787	}, Open ]]
19788	}, Open ]],
19789	Cell[CellGroupData[{
19790	Cell[759289, 16123, 380, 9, 38, "Input"],
19791	Cell[CellGroupData[{
19792	Cell[759694, 16136, 575, 9, 30, "Print"],
19793	Cell[760272, 16147, 859, 17, 30, "Print"],
19794	Cell[761134, 16166, 544, 8, 30, "Print"],
19795	Cell[761681, 16176, 575, 9, 30, "Print"]
19796	}, Open ]]
19797	}, Open ]],
19798	Cell[762283, 16189, 344, 7, 38, "Input"],
19799	Cell[762630, 16198, 779, 13, 38, "Input"],
19800	Cell[763412, 16213, 1343, 34, 139, "Input"],
19801	Cell[CellGroupData[{
19802	Cell[764780, 16251, 96, 1, 38, "Input"],
19803	Cell[764879, 16254, 106909, 2126, 11636, "Output"]
19804	}, Closed]],
19805	Cell[CellGroupData[{
19806	Cell[871825, 18385, 474, 8, 30, "Input"],
19807	Cell[CellGroupData[{
19808	Cell[872324, 18397, 294, 5, 30, "Print"],
19809	Cell[872621, 18404, 580, 13, 30, "Print"],
19810	Cell[873204, 18419, 265, 4, 30, "Print"],
19811	Cell[873472, 18425, 295, 5, 30, "Print"]
19812	}, Open ]]
19813	}, Open ]],
19814	Cell[CellGroupData[{
19815	Cell[873816, 18436, 643, 19, 38, "Input"],
19816	Cell[874462, 18457, 642, 19, 67, "Output"]
19817	}, Open ]],
19818	Cell[875119, 18479, 499, 16, 74, "Input"],
19819	Cell[CellGroupData[{
19820	Cell[875643, 18499, 773, 20, 38, "Input"],
19821	Cell[876419, 18521, 2943, 81, 118, "Output"]
19822	}, Open ]],
19823	Cell[CellGroupData[{
19824	Cell[879399, 18607, 652, 19, 38, "Input"],
19825	Cell[880054, 18628, 969, 29, 68, "Output"]
19826	}, Open ]],
19827	Cell[881038, 18660, 1489, 37, 139, "Input"],
19828	Cell[CellGroupData[{
19829	Cell[882552, 18701, 536, 9, 38, "Input"],
19830	Cell[CellGroupData[{
19831	Cell[883113, 18714, 267, 4, 30, "Print"],
19832	Cell[883383, 18720, 554, 12, 30, "Print"],
19833	Cell[883940, 18734, 241, 3, 30, "Print"],
19834	Cell[884184, 18739, 272, 4, 30, "Print"]
19835	}, Open ]]
19836	}, Open ]],
19837	Cell[CellGroupData[{
19838	Cell[884505, 18749, 977, 28, 64, "Input"],
19839	Cell[885485, 18779, 3251, 88, 97, "Output"]
19840	}, Open ]],
19841	Cell[CellGroupData[{
19842	Cell[888773, 18872, 827, 21, 38, "Input"],
19843	Cell[889603, 18895, 920, 25, 66, "Output"]
19844	}, Open ]],
19845	Cell[890538, 18923, 1443, 36, 139, "Input"],
19846	Cell[CellGroupData[{
19847	Cell[892006, 18963, 578, 10, 38, "Input"],
19848	Cell[CellGroupData[{
19849	Cell[892609, 18977, 297, 5, 30, "Print"],
19850	Cell[892909, 18984, 580, 13, 30, "Print"],
19851	Cell[893492, 18999, 266, 4, 30, "Print"],
19852	Cell[893761, 19005, 297, 5, 30, "Print"]
19853	}, Open ]]
19854	}, Open ]],
19855	Cell[CellGroupData[{
19856	Cell[894107, 19016, 1019, 28, 38, "Input"],
19857	Cell[895129, 19046, 3198, 85, 117, "Output"]
19858	}, Open ]],
19859	Cell[CellGroupData[{
19860	Cell[898364, 19136, 893, 22, 38, "Input"],
19861	Cell[899260, 19160, 978, 25, 62, "Output"]
19862	}, Open ]]
19863	}, Closed]]
19864	}, Open ]]
19865	}
19866	]
19867	*)
19868
19869	(* End of internal cache information *)

Download in other formats:

Original Format