Location	Strand	Length	PID	Gene	Synonym	Code	COG	Product
99..1430	+	1332	-		Tmath_0001	-	-	
1667..2779	+	1113	-		Tmath_0002	-	-	
2800..3006	+	207	-		Tmath_0003	-	-	
3017..4105	+	1089	-		Tmath_0004	-	-	
4117..4374	+	258	-		Tmath_0005	-	-	
4387..6642	+	2256	-		Tmath_0006	-	-	
6665..7396	-	732	-		Tmath_0007	-	-	
7408..8748	-	1341	-		Tmath_0008	-	-	
9102..11003	+	1902	-		Tmath_0009	-	-	
11016..13433	+	2418	-		Tmath_0010	-	-	
14409..15845	+	1437	-		Tmath_0012	-	-	
15852..16802	+	951	-		Tmath_0013	-	-	
16865..18304	+	1440	-		Tmath_0014	-	-	
18375..18881	+	507	-		Tmath_0015	-	-	
18891..19169	+	279	-		Tmath_0016	-	-	
19233..19580	+	348	-		Tmath_0017	-	-	
19679..19879	+	201	-		Tmath_0018	-	-	
20070..21110	+	1041	-		Tmath_0019	-	-	
25833..26102	-	270	-		Tmath_0021	-	-	
26287..27267	-	981	-		Tmath_0022	-	-	
27273..27785	-	513	-		Tmath_0023	-	-	
27805..30138	-	2334	-		Tmath_0024	-	-	
30128..30874	-	747	-		Tmath_0025	-	-	
30877..31806	-	930	-		Tmath_0026	-	-	
31799..33445	-	1647	-		Tmath_0027	-	-	
33474..34259	-	786	-		Tmath_0028	-	-	
34430..35455	-	1026	-		Tmath_0029	-	-	
36066..36569	+	504	-		Tmath_0030	-	-	
36569..37564	+	996	-		Tmath_0031	-	-	
37583..38776	+	1194	-		Tmath_0032	-	-	
38767..40023	+	1257	-		Tmath_0033	-	-	
40023..40505	+	483	-		Tmath_0034	-	-	
40508..41575	+	1068	-		Tmath_0035	-	-	
41572..43251	+	1680	-		Tmath_0036	-	-	
43248..44912	+	1665	-		Tmath_0037	-	-	
45110..46192	+	1083	-		Tmath_0038	-	-	
46203..46826	+	624	-		Tmath_0039	-	-	
46864..48054	+	1191	-		Tmath_0040	-	-	
48132..48596	+	465	-		Tmath_0041	-	-	
48615..49679	-	1065	-		Tmath_0042	-	-	
49764..49934	-	171	-		Tmath_0043	-	-	
50072..50602	+	531	-		Tmath_0044	-	-	
50872..52143	+	1272	-		Tmath_0045	-	-	
52197..52286	+	90	-		Tmath_R0001	-	-	
52319..52412	+	94	-		Tmath_R0002	-	-	
52439..53659	-	1221	-		Tmath_0046	-	-	
53877..56606	+	2730	-		Tmath_0047	-	-	
56675..56751	+	77	-		Tmath_R0003	-	-	
56837..57958	-	1122	-		Tmath_0048	-	-	
58019..58786	-	768	-		Tmath_0049	-	-	
58817..59170	-	354	-		Tmath_0050	-	-	
59176..59565	-	390	-		Tmath_0051	-	-	
59718..59921	+	204	-		Tmath_0052	-	-	
60014..60343	+	330	-		Tmath_0053	-	-	
60345..60473	+	129	-		Tmath_0054	-	-	
60530..60988	+	459	-		Tmath_0055	-	-	
61144..61473	+	330	-		Tmath_0056	-	-	
61579..61701	+	123	-		Tmath_0057	-	-	
61774..62268	+	495	-		Tmath_0058	-	-	
62265..63089	-	825	-		Tmath_0059	-	-	
63105..64115	+	1011	-		Tmath_0060	-	-	
64158..64886	+	729	-		Tmath_0061	-	-	
64873..66018	+	1146	-		Tmath_0062	-	-	
66015..66908	+	894	-		Tmath_0063	-	-	
66918..67742	+	825	-		Tmath_0064	-	-	
68005..68430	+	426	-		Tmath_0065	-	-	
68369..68926	+	558	-		Tmath_0066	-	-	
68930..69568	+	639	-		Tmath_0067	-	-	
69610..69768	+	159	-		Tmath_0068	-	-	
69791..70234	+	444	-		Tmath_0069	-	-	
70210..70884	+	675	-		Tmath_0070	-	-	
70877..71914	+	1038	-		Tmath_0071	-	-	
71911..72099	+	189	-		Tmath_0072	-	-	
72096..72365	+	270	-		Tmath_0073	-	-	
72667..72948	+	282	-		Tmath_0074	-	-	
73431..73799	+	369	-		Tmath_0076	-	-	
73796..74989	+	1194	-		Tmath_0077	-	-	
74979..76808	+	1830	-		Tmath_0078	-	-	
76821..77063	+	243	-		Tmath_0079	-	-	
77105..77962	+	858	-		Tmath_0080	-	-	
77970..78269	+	300	-		Tmath_0081	-	-	
78266..78892	+	627	-		Tmath_0082	-	-	
78907..80694	+	1788	-		Tmath_0083	-	-	
80694..81626	+	933	-		Tmath_0084	-	-	
81643..82734	+	1092	-		Tmath_0085	-	-	
82796..83950	+	1155	-		Tmath_0086	-	-	
83919..84296	+	378	-		Tmath_0087	-	-	
84371..84787	+	417	-		Tmath_0088	-	-	
84817..85179	+	363	-		Tmath_0089	-	-	
85185..85769	+	585	-		Tmath_0090	-	-	
85796..86788	+	993	-		Tmath_0091	-	-	
86855..91891	+	5037	-		Tmath_0092	-	-	
92259..93086	+	828	-		Tmath_0094	-	-	
93569..93769	+	201	-		Tmath_0095	-	-	
93771..94184	+	414	-		Tmath_0096	-	-	
94860..95264	+	405	-		Tmath_0097	-	-	
95452..95898	+	447	-		Tmath_0098	-	-	
95903..95993	+	91	-		Tmath_R0004	-	-	
96006..96100	+	95	-		Tmath_R0005	-	-	
96363..96453	+	91	-	ffs	Tmath_R0006	-	-	
96762..98657	+	1896	-		Tmath_0099	-	-	
98716..100266	+	1551	-		Tmath_0100	-	-	
100333..100668	+	336	-		Tmath_0101	-	-	
100678..101277	+	600	-		Tmath_0102	-	-	
101443..101844	+	402	-		Tmath_0103	-	-	
101841..102227	+	387	-		Tmath_0104	-	-	
102282..103454	+	1173	-		Tmath_0105	-	-	
103504..103776	+	273	-		Tmath_0106	-	-	
103832..104104	+	273	-		Tmath_0107	-	-	
104186..104449	+	264	-		Tmath_0108	-	-	
104811..106335	+	1525	-		Tmath_R0007	-	-	
106424..109394	+	2971	-		Tmath_R0008	-	-	
109427..109535	+	109	-		Tmath_R0009	-	-	
109545..109619	+	75	-		Tmath_R0010	-	-	
109631..109705	+	75	-		Tmath_R0011	-	-	
109829..110566	+	738	-		Tmath_0109	-	-	
110590..111312	-	723	-		Tmath_0110	-	-	
111365..112177	+	813	-		Tmath_0111	-	-	
112186..113094	+	909	-		Tmath_0112	-	-	
113109..114008	+	900	-		Tmath_0113	-	-	
114215..115261	+	1047	-		Tmath_0114	-	-	
115291..116466	+	1176	-		Tmath_0115	-	-	
116487..117536	+	1050	-		Tmath_0116	-	-	
117590..118567	+	978	-		Tmath_0117	-	-	
118711..119478	+	768	-		Tmath_0118	-	-	
119504..120079	+	576	-		Tmath_0119	-	-	
120214..122430	+	2217	-		Tmath_0120	-	-	
122700..128204	+	5505	-		Tmath_0121	-	-	
128445..129287	+	843	-		Tmath_0123	-	-	
129306..129866	+	561	-		Tmath_0124	-	-	
129872..130432	+	561	-		Tmath_0125	-	-	
130491..131699	-	1209	-		Tmath_0126	-	-	
131696..132805	-	1110	-		Tmath_0127	-	-	
132814..134373	-	1560	-		Tmath_0128	-	-	
134751..136013	+	1263	-		Tmath_0129	-	-	
136152..137255	+	1104	-		Tmath_0130	-	-	
137272..138822	+	1551	-		Tmath_0131	-	-	
139023..139751	+	729	-		Tmath_0132	-	-	
140157..141681	+	1525	-		Tmath_R0012	-	-	
141770..144738	+	2969	-		Tmath_R0013	-	-	
144771..144879	+	109	-		Tmath_R0014	-	-	
144922..145140	-	219	-		Tmath_0133	-	-	
145153..146046	-	894	-		Tmath_0134	-	-	
146245..146898	+	654	-		Tmath_0135	-	-	
146919..147146	+	228	-		Tmath_0136	-	-	
147163..147696	+	534	-		Tmath_0137	-	-	
147743..148966	+	1224	-		Tmath_0138	-	-	
149349..150296	+	948	-		Tmath_0139	-	-	
150307..150879	+	573	-		Tmath_0140	-	-	
151015..151239	+	225	-		Tmath_0141	-	-	
151306..152730	+	1425	-		Tmath_0142	-	-	
152727..153341	+	615	-		Tmath_0143	-	-	
153354..153683	+	330	-		Tmath_0144	-	-	
153694..154131	+	438	-		Tmath_0145	-	-	
154140..155114	+	975	-		Tmath_0146	-	-	
155117..155995	+	879	-		Tmath_0147	-	-	
156116..157339	-	1224	-		Tmath_0148	-	-	
157478..158224	+	747	-		Tmath_0149	-	-	
158227..159045	+	819	-		Tmath_0150	-	-	
159182..160051	+	870	-		Tmath_0151	-	-	
160087..160338	-	252	-		Tmath_0152	-	-	
160517..161101	+	585	-		Tmath_0153	-	-	
161107..161628	+	522	-		Tmath_0154	-	-	
161709..163112	+	1404	-		Tmath_0155	-	-	
163447..165345	+	1899	-		Tmath_0156	-	-	
165358..166125	+	768	-		Tmath_0157	-	-	
166313..167344	+	1032	-		Tmath_0158	-	-	
167381..168202	+	822	-		Tmath_0159	-	-	
168272..169330	+	1059	-		Tmath_0160	-	-	
169371..169607	-	237	-		Tmath_0161	-	-	
169754..171010	-	1257	-		Tmath_0162	-	-	
171011..172165	-	1155	-		Tmath_0163	-	-	
172162..172818	-	657	-		Tmath_0164	-	-	
172935..173990	+	1056	-		Tmath_0165	-	-	
174014..174370	-	357	-		Tmath_0166	-	-	
174663..175181	+	519	-		Tmath_0167	-	-	
175182..176678	+	1497	-		Tmath_0168	-	-	
177119..178453	+	1335	-		Tmath_0169	-	-	
178468..179427	+	960	-		Tmath_0170	-	-	
179428..180009	+	582	-		Tmath_0171	-	-	
180032..180682	+	651	-		Tmath_0172	-	-	
180657..181229	+	573	-		Tmath_0173	-	-	
181241..182056	+	816	-		Tmath_0174	-	-	
182374..182724	+	351	-		Tmath_0175	-	-	
182724..182831	+	108	-		Tmath_0176	-	-	
182861..183712	+	852	-		Tmath_0177	-	-	
184022..185548	+	1527	-		Tmath_0178	-	-	
185602..185820	+	219	-		Tmath_0179	-	-	
185889..186470	+	582	-		Tmath_0180	-	-	
186486..187412	+	927	-		Tmath_0181	-	-	
187399..188238	+	840	-		Tmath_0182	-	-	
188287..189357	+	1071	-		Tmath_0183	-	-	
189687..190406	+	720	-		Tmath_0184	-	-	
190434..191498	+	1065	-		Tmath_0185	-	-	
191495..192403	+	909	-		Tmath_0186	-	-	
192452..193084	+	633	-		Tmath_0187	-	-	
193116..193559	+	444	-		Tmath_0188	-	-	
193617..194657	+	1041	-		Tmath_0189	-	-	
194679..195836	+	1158	-		Tmath_0190	-	-	
195855..196151	-	297	-		Tmath_0191	-	-	
196512..197261	+	750	-		Tmath_0192	-	-	
197268..198518	+	1251	-		Tmath_0193	-	-	
198689..199813	+	1125	-		Tmath_0194	-	-	
199999..201702	+	1704	-		Tmath_0195	-	-	
202306..203355	+	1050	-		Tmath_0196	-	-	
203423..204235	+	813	-		Tmath_0197	-	-	
204365..204625	+	261	-		Tmath_0198	-	-	
204757..205785	+	1029	-		Tmath_0199	-	-	
205804..206559	+	756	-		Tmath_0200	-	-	
206584..207384	+	801	-		Tmath_0201	-	-	
207408..207746	+	339	-		Tmath_0202	-	-	
207890..208318	+	429	-		Tmath_0203	-	-	
208330..209895	+	1566	-		Tmath_0204	-	-	
209916..211034	+	1119	-		Tmath_0205	-	-	
211140..211301	+	162	-		Tmath_0206	-	-	
211333..212145	+	813	-		Tmath_0207	-	-	
212284..212517	+	234	-		Tmath_0208	-	-	
212573..212989	+	417	-		Tmath_0209	-	-	
213168..216107	+	2940	-		Tmath_0210	-	-	
216165..216635	+	471	-		Tmath_0211	-	-	
216738..217049	+	312	-		Tmath_0212	-	-	
217073..218452	+	1380	-		Tmath_0213	-	-	
218554..219513	+	960	-		Tmath_0214	-	-	
219546..219842	+	297	-		Tmath_0215	-	-	
219832..221001	+	1170	-		Tmath_0216	-	-	
221096..222241	+	1146	-		Tmath_0217	-	-	
222330..223292	+	963	-		Tmath_0218	-	-	
223312..223959	+	648	-		Tmath_0219	-	-	
224031..225182	+	1152	-		Tmath_0220	-	-	
225283..228030	+	2748	-		Tmath_0221	-	-	
228201..228611	+	411	-		Tmath_0222	-	-	
228840..229619	+	780	-		Tmath_0223	-	-	
229638..230525	+	888	-		Tmath_0224	-	-	
230669..231157	+	489	-		Tmath_0225	-	-	
231281..232243	+	963	-		Tmath_0226	-	-	
232273..232905	+	633	-		Tmath_0227	-	-	
233032..234039	+	1008	-		Tmath_0228	-	-	
234234..235643	+	1410	-		Tmath_0229	-	-	
235798..237141	+	1344	-		Tmath_0230	-	-	
237156..237809	+	654	-		Tmath_0231	-	-	
237973..238119	+	147	-		Tmath_0232	-	-	
238148..239464	+	1317	-		Tmath_0233	-	-	
239479..240981	+	1503	-		Tmath_0234	-	-	
240994..242151	+	1158	-		Tmath_0235	-	-	
242199..243269	+	1071	-		Tmath_0236	-	-	
243292..244695	+	1404	-		Tmath_0237	-	-	
244744..245403	+	660	-		Tmath_0238	-	-	
245530..247146	+	1617	-		Tmath_0239	-	-	
247177..248124	+	948	-		Tmath_0240	-	-	
248159..249232	+	1074	-		Tmath_0241	-	-	
249441..250409	+	969	-		Tmath_0242	-	-	
250423..251295	+	873	-		Tmath_0243	-	-	
251403..253058	+	1656	-		Tmath_0244	-	-	
253380..256865	+	3486	-		Tmath_0246	-	-	
257019..258044	+	1026	-		Tmath_0247	-	-	
258084..260156	+	2073	-		Tmath_0248	-	-	
260211..262256	+	2046	-		Tmath_0249	-	-	
262313..263269	+	957	-		Tmath_0250	-	-	
263405..267772	+	4368	-		Tmath_0251	-	-	
267919..268623	+	705	-		Tmath_0252	-	-	
269128..270549	+	1422	-		Tmath_0254	-	-	
270627..271553	+	927	-		Tmath_0255	-	-	
271582..272424	+	843	-		Tmath_0256	-	-	
272448..274811	+	2364	-		Tmath_0257	-	-	
274924..276126	+	1203	-		Tmath_0258	-	-	
276228..276803	-	576	-		Tmath_0259	-	-	
277035..278045	+	1011	-		Tmath_0260	-	-	
278059..278988	+	930	-		Tmath_0261	-	-	
278985..279377	+	393	-		Tmath_0262	-	-	
279400..280890	+	1491	-		Tmath_0263	-	-	
280892..281848	+	957	-		Tmath_0264	-	-	
281930..282853	+	924	-		Tmath_0265	-	-	
283008..283856	+	849	-		Tmath_0266	-	-	
283891..284799	+	909	-		Tmath_0267	-	-	
284854..286251	+	1398	-		Tmath_0268	-	-	
286301..287215	+	915	-		Tmath_0269	-	-	
287228..288118	+	891	-		Tmath_0270	-	-	
288134..289249	+	1116	-		Tmath_0271	-	-	
289267..289938	+	672	-		Tmath_0272	-	-	
290011..291078	+	1068	-		Tmath_0273	-	-	
291081..292223	+	1143	-		Tmath_0274	-	-	
292238..293818	+	1581	-		Tmath_0275	-	-	
293837..294757	+	921	-		Tmath_0276	-	-	
294757..295965	+	1209	-		Tmath_0277	-	-	
295980..296939	+	960	-		Tmath_0278	-	-	
297038..297754	+	717	-		Tmath_0279	-	-	
297768..298721	+	954	-		Tmath_0280	-	-	
298758..302516	+	3759	-		Tmath_0281	-	-	
303889..305328	+	1440	-		Tmath_0285	-	-	
306611..307759	+	1149	-		Tmath_0287	-	-	
308177..309343	-	1167	-		Tmath_0288	-	-	
309340..309828	-	489	-		Tmath_0289	-	-	
310038..310301	+	264	-		Tmath_0290	-	-	
310298..312268	+	1971	-		Tmath_0291	-	-	
312355..313758	+	1404	-		Tmath_0292	-	-	
313890..314252	+	363	-		Tmath_0293	-	-	
314348..315076	-	729	-		Tmath_0294	-	-	
315088..315903	-	816	-		Tmath_0295	-	-	
315896..316213	-	318	-		Tmath_0296	-	-	
316210..316902	-	693	-		Tmath_0297	-	-	
316916..317347	-	432	-		Tmath_0298	-	-	
317515..317985	+	471	-		Tmath_0299	-	-	
318003..319172	+	1170	-		Tmath_0300	-	-	
319173..320543	+	1371	-		Tmath_0301	-	-	
320636..322402	+	1767	-		Tmath_0302	-	-	
322421..323110	+	690	-		Tmath_0303	-	-	
323110..324285	+	1176	-		Tmath_0304	-	-	
324399..324809	+	411	-		Tmath_0305	-	-	
324811..325167	+	357	-		Tmath_0306	-	-	
325294..326022	+	729	-		Tmath_0307	-	-	
326170..329631	+	3462	-		Tmath_0308	-	-	
329609..333301	+	3693	-		Tmath_0309	-	-	
333312..334529	+	1218	-		Tmath_0310	-	-	
334510..338043	+	3534	-		Tmath_0311	-	-	
338268..338930	-	663	-		Tmath_0312	-	-	
338934..339368	-	435	-		Tmath_0313	-	-	
339385..339561	-	177	-		Tmath_0314	-	-	
339892..340857	+	966	-		Tmath_0315	-	-	
340883..342451	+	1569	-		Tmath_0316	-	-	
342444..343610	+	1167	-		Tmath_0317	-	-	
343692..344312	+	621	-		Tmath_0318	-	-	
344410..345147	-	738	-		Tmath_0319	-	-	
345450..346385	+	936	-		Tmath_0320	-	-	
346470..346928	+	459	-		Tmath_0321	-	-	
346930..348030	+	1101	-		Tmath_0322	-	-	
348033..349100	+	1068	-		Tmath_0323	-	-	
349109..349537	-	429	-		Tmath_0324	-	-	
349787..350794	+	1008	-		Tmath_0325	-	-	
350804..352312	+	1509	-		Tmath_0326	-	-	
352305..353918	+	1614	-		Tmath_0327	-	-	
353908..354987	+	1080	-		Tmath_0328	-	-	
355163..356248	+	1086	-		Tmath_0329	-	-	
356308..357825	+	1518	-		Tmath_0330	-	-	
357828..358994	+	1167	-		Tmath_0331	-	-	
359046..360500	-	1455	-		Tmath_0332	-	-	
360501..361841	-	1341	-		Tmath_0333	-	-	
361846..362226	-	381	-		Tmath_0334	-	-	
362242..363348	-	1107	-		Tmath_0335	-	-	
363704..364684	+	981	-		Tmath_0336	-	-	
364844..366499	+	1656	-		Tmath_0337	-	-	
366588..367031	+	444	-		Tmath_0338	-	-	
367132..368001	-	870	-		Tmath_0339	-	-	
368161..369327	+	1167	-		Tmath_0340	-	-	
369471..371579	+	2109	-		Tmath_0341	-	-	
371845..373260	+	1416	-		Tmath_0342	-	-	
373399..373689	+	291	-		Tmath_0343	-	-	
373703..374350	+	648	-		Tmath_0344	-	-	
374352..375203	+	852	-		Tmath_0345	-	-	
375203..375898	+	696	-		Tmath_0346	-	-	
376314..377378	+	1065	-		Tmath_0347	-	-	
378326..378520	+	195	-		Tmath_0349	-	-	
379026..380195	+	1170	-		Tmath_0350	-	-	
380363..382888	+	2526	-		Tmath_0351	-	-	
383107..384270	+	1164	-		Tmath_0352	-	-	
384598..385182	+	585	-		Tmath_0353	-	-	
385232..386230	+	999	-		Tmath_0354	-	-	
386231..387328	+	1098	-		Tmath_0355	-	-	
387335..388297	+	963	-		Tmath_0356	-	-	
388520..389008	-	489	-		Tmath_0357	-	-	
389241..389963	+	723	-		Tmath_0358	-	-	
389964..390719	+	756	-		Tmath_0359	-	-	
391055..393505	+	2451	-		Tmath_0360	-	-	
393571..394272	+	702	-		Tmath_0361	-	-	
394254..394577	+	324	-		Tmath_0362	-	-	
394709..395812	+	1104	-		Tmath_0363	-	-	
395809..396732	+	924	-		Tmath_0364	-	-	
396742..397005	-	264	-		Tmath_0365	-	-	
397225..398223	+	999	-		Tmath_0366	-	-	
398238..398852	+	615	-		Tmath_0367	-	-	
399069..401774	+	2706	-		Tmath_0368	-	-	
401942..403204	+	1263	-		Tmath_0369	-	-	
403292..404041	+	750	-		Tmath_0370	-	-	
404072..404383	+	312	-		Tmath_0371	-	-	
404403..404735	+	333	-		Tmath_0372	-	-	
404728..406038	+	1311	-		Tmath_0373	-	-	
406136..407530	+	1395	-		Tmath_0374	-	-	
407681..409117	+	1437	-		Tmath_0375	-	-	
409140..411182	+	2043	-		Tmath_0376	-	-	
411175..411615	+	441	-		Tmath_0377	-	-	
411617..412783	+	1167	-		Tmath_0378	-	-	
413156..416824	+	3669	-		Tmath_0379	-	-	
416971..417936	+	966	-		Tmath_0380	-	-	
418214..418975	+	762	-		Tmath_0381	-	-	
419037..419783	+	747	-		Tmath_0382	-	-	
420161..421246	+	1086	-		Tmath_0383	-	-	
421812..423569	+	1758	-		Tmath_0384	-	-	
423587..424579	+	993	-		Tmath_0385	-	-	
424576..425418	+	843	-		Tmath_0386	-	-	
425424..426377	+	954	-		Tmath_0387	-	-	
426353..427312	+	960	-		Tmath_0388	-	-	
427342..429813	+	2472	-		Tmath_0389	-	-	
429863..431206	+	1344	-		Tmath_0390	-	-	
431263..432057	-	795	-		Tmath_0391	-	-	
432050..432814	-	765	-		Tmath_0392	-	-	
432821..433702	-	882	-		Tmath_0393	-	-	
433708..434136	-	429	-		Tmath_0394	-	-	
434459..435031	+	573	-		Tmath_0395	-	-	
435174..436058	-	885	-		Tmath_0396	-	-	
436383..437426	+	1044	-		Tmath_0397	-	-	
437458..438249	+	792	-		Tmath_0398	-	-	
438266..439279	+	1014	-		Tmath_0399	-	-	
439576..440337	+	762	-		Tmath_0400	-	-	
440425..440751	+	327	-		Tmath_0401	-	-	
442069..442482	+	414	-		Tmath_0403	-	-	
442988..443788	+	801	-		Tmath_0405	-	-	
443841..444413	-	573	-		Tmath_0406	-	-	
445629..446576	+	948	-		Tmath_0409	-	-	
446578..447570	+	993	-		Tmath_0410	-	-	
447575..448375	+	801	-		Tmath_0411	-	-	
448368..449750	+	1383	-		Tmath_0412	-	-	
449752..451275	+	1524	-		Tmath_0413	-	-	
451275..452213	+	939	-		Tmath_0414	-	-	
452210..452695	+	486	-		Tmath_0415	-	-	
452699..453430	+	732	-		Tmath_0416	-	-	
453454..454539	+	1086	-		Tmath_0417	-	-	
454540..455094	+	555	-		Tmath_0418	-	-	
455117..455869	+	753	-		Tmath_0419	-	-	
455885..456250	+	366	-		Tmath_0420	-	-	
456282..456905	+	624	-		Tmath_0421	-	-	
456938..458038	+	1101	-		Tmath_0422	-	-	
458032..458643	+	612	-		Tmath_0423	-	-	
458640..459212	+	573	-		Tmath_0424	-	-	
459214..459888	+	675	-		Tmath_0425	-	-	
459891..460646	+	756	-		Tmath_0426	-	-	
460643..461692	+	1050	-		Tmath_0427	-	-	
461665..462396	+	732	-		Tmath_0428	-	-	
462393..463142	+	750	-		Tmath_0429	-	-	
463129..464316	+	1188	-		Tmath_0430	-	-	
464332..465231	+	900	-		Tmath_0431	-	-	
465231..466724	+	1494	-		Tmath_0432	-	-	
466742..467716	+	975	-		Tmath_0433	-	-	
467698..468270	+	573	-		Tmath_0434	-	-	
468262..468663	-	402	-		Tmath_0435	-	-	
468644..468928	-	285	-		Tmath_0436	-	-	
469051..470352	+	1302	-		Tmath_0437	-	-	
470854..471597	+	744	-		Tmath_0438	-	-	
471594..471887	+	294	-		Tmath_0439	-	-	
471874..472641	+	768	-		Tmath_0440	-	-	
472645..473475	+	831	-		Tmath_0441	-	-	
473696..474907	-	1212	-		Tmath_0443	-	-	
475845..476051	+	207	-		Tmath_0445	-	-	
476450..476788	+	339	-		Tmath_0446	-	-	
477164..477787	+	624	-		Tmath_0447	-	-	
480309..480467	+	159	-		Tmath_0451	-	-	
480625..481986	+	1362	-		Tmath_0452	-	-	
481967..483250	+	1284	-		Tmath_0453	-	-	
483651..484682	+	1032	-		Tmath_0454	-	-	
484645..485451	+	807	-		Tmath_0455	-	-	
485455..486252	+	798	-		Tmath_0456	-	-	
486451..487233	+	783	-		Tmath_0457	-	-	
487836..488039	+	204	-		Tmath_0458	-	-	
488331..489848	+	1518	-		Tmath_0459	-	-	
489836..491035	+	1200	-		Tmath_0460	-	-	
491366..491647	+	282	-		Tmath_0462	-	-	
492494..493078	+	585	-		Tmath_0464	-	-	
493114..493554	+	441	-		Tmath_0465	-	-	
494800..495513	+	714	-		Tmath_0468	-	-	
495510..497102	+	1593	-		Tmath_0469	-	-	
497115..497888	+	774	-		Tmath_0470	-	-	
498247..498756	+	510	-		Tmath_0471	-	-	
498747..499052	+	306	-		Tmath_0472	-	-	
499049..499678	+	630	-		Tmath_0473	-	-	
499699..500514	+	816	-		Tmath_0474	-	-	
500534..501376	+	843	-		Tmath_0475	-	-	
501373..501960	+	588	-		Tmath_0476	-	-	
501965..502876	+	912	-		Tmath_0477	-	-	
502876..503658	+	783	-		Tmath_0478	-	-	
503649..505052	+	1404	-		Tmath_0479	-	-	
505807..506145	+	339	-		Tmath_0480	-	-	
508616..509581	+	966	-		Tmath_0484	-	-	
509583..510350	+	768	-		Tmath_0485	-	-	
510343..511164	+	822	-		Tmath_0486	-	-	
511140..511634	+	495	-		Tmath_0487	-	-	
511639..511782	+	144	-		Tmath_0488	-	-	
511862..512251	+	390	-		Tmath_0489	-	-	
515057..515725	+	669	-		Tmath_0492	-	-	
516010..516957	-	948	-		Tmath_0493	-	-	
517059..517721	+	663	-		Tmath_0494	-	-	
517954..518994	+	1041	-		Tmath_0495	-	-	
518985..520007	+	1023	-		Tmath_0496	-	-	
520004..520987	+	984	-		Tmath_0497	-	-	
521121..522209	-	1089	-		Tmath_0498	-	-	
522356..525883	-	3528	-		Tmath_0499	-	-	
526223..526939	+	717	-		Tmath_0500	-	-	
526956..528938	+	1983	-		Tmath_0501	-	-	
529124..530020	+	897	-		Tmath_0502	-	-	
530779..532449	-	1671	-		Tmath_0505	-	-	
532493..533326	-	834	-		Tmath_0506	-	-	
533336..534259	-	924	-		Tmath_0507	-	-	
534332..535618	-	1287	-		Tmath_0508	-	-	
535792..537495	+	1704	-		Tmath_0509	-	-	
537506..538603	+	1098	-		Tmath_0510	-	-	
538694..539335	+	642	-		Tmath_0511	-	-	
539619..540680	+	1062	-		Tmath_0512	-	-	
541377..542570	+	1194	-		Tmath_0513	-	-	
543441..544970	+	1530	-		Tmath_0515	-	-	
544970..546028	+	1059	-		Tmath_0516	-	-	
546028..546948	+	921	-		Tmath_0517	-	-	
546958..547689	+	732	-		Tmath_0518	-	-	
547705..548112	+	408	-		Tmath_0519	-	-	
548145..549314	+	1170	-		Tmath_0520	-	-	
549330..550625	+	1296	-		Tmath_0521	-	-	
550738..552390	+	1653	-		Tmath_0522	-	-	
552513..553460	+	948	-		Tmath_0523	-	-	
553781..555181	+	1401	-		Tmath_0524	-	-	
555264..555779	+	516	-		Tmath_0525	-	-	
555797..556624	+	828	-		Tmath_0526	-	-	
556756..557907	+	1152	-		Tmath_0527	-	-	
557932..559863	+	1932	-		Tmath_0528	-	-	
561897..563015	+	1119	-		Tmath_0530	-	-	
563020..563697	+	678	-		Tmath_0531	-	-	
563711..564997	+	1287	-		Tmath_0532	-	-	
565061..567205	+	2145	-		Tmath_0533	-	-	
567210..567740	+	531	-		Tmath_0534	-	-	
567749..569086	+	1338	-		Tmath_0535	-	-	
569130..569483	-	354	-		Tmath_0536	-	-	
569483..570334	-	852	-		Tmath_0537	-	-	
570331..571155	-	825	-		Tmath_0538	-	-	
571115..572005	-	891	-		Tmath_0539	-	-	
572208..572972	-	765	-		Tmath_0540	-	-	
573048..573431	-	384	-		Tmath_0541	-	-	
573434..574108	-	675	-		Tmath_0542	-	-	
574330..575151	+	822	-		Tmath_0543	-	-	
575458..576474	+	1017	-		Tmath_0544	-	-	
576528..577205	+	678	-		Tmath_0545	-	-	
577216..578616	+	1401	-		Tmath_0546	-	-	
578699..580138	+	1440	-		Tmath_0547	-	-	
580141..580650	-	510	-		Tmath_0548	-	-	
580743..581294	+	552	-		Tmath_0549	-	-	
581339..583702	-	2364	-		Tmath_0550	-	-	
584002..584077	+	76	-		Tmath_R0015	-	-	
584082..584157	+	76	-		Tmath_R0016	-	-	
584179..584264	+	86	-		Tmath_R0017	-	-	
584403..584906	+	504	-		Tmath_0551	-	-	
585164..585358	+	195	-		Tmath_0552	-	-	
585378..586280	+	903	-		Tmath_0553	-	-	
586503..587108	+	606	-		Tmath_0554	-	-	
587406..588593	+	1188	-		Tmath_0555	-	-	
588797..591004	+	2208	-		Tmath_0556	-	-	
591103..591792	+	690	-		Tmath_0557	-	-	
591831..592247	+	417	-		Tmath_0558	-	-	
592304..592579	+	276	-		Tmath_0559	-	-	
592596..593072	+	477	-		Tmath_0560	-	-	
593083..594525	+	1443	-		Tmath_0561	-	-	
594542..595435	+	894	-		Tmath_0562	-	-	
595440..595997	+	558	-		Tmath_0563	-	-	
596093..596545	+	453	-		Tmath_0564	-	-	
596526..596753	+	228	-		Tmath_0565	-	-	
596883..598139	+	1257	-		Tmath_0566	-	-	
598945..599922	+	978	-		Tmath_0568	-	-	
600299..602140	-	1842	-		Tmath_0569	-	-	
602281..602466	+	186	-		Tmath_0570	-	-	
602605..602946	+	342	-		Tmath_0571	-	-	
602960..604483	+	1524	-		Tmath_0572	-	-	
604497..604883	+	387	-		Tmath_0573	-	-	
604870..605358	+	489	-		Tmath_0574	-	-	
605384..607477	-	2094	-		Tmath_0575	-	-	
607687..607884	+	198	-		Tmath_0576	-	-	
608220..609002	+	783	-		Tmath_0577	-	-	
609070..609732	+	663	-		Tmath_0578	-	-	
609719..610441	+	723	-		Tmath_0579	-	-	
610547..611092	+	546	-		Tmath_0580	-	-	
611221..611862	+	642	-		Tmath_0581	-	-	
612084..613358	+	1275	-		Tmath_0582	-	-	
613348..613914	+	567	-		Tmath_0583	-	-	
613898..614410	+	513	-		Tmath_0584	-	-	
614521..615021	+	501	-		Tmath_0585	-	-	
615467..618160	+	2694	-		Tmath_0586	-	-	
618176..619283	+	1108	-		Tmath_0587	-	-	
619336..621474	+	2139	-		Tmath_0588	-	-	
621564..622256	+	693	-		Tmath_0589	-	-	
622407..622682	+	276	-		Tmath_0590	-	-	
622702..623382	+	681	-		Tmath_0591	-	-	
623512..624663	+	1152	-		Tmath_0592	-	-	
625086..626231	+	1146	-		Tmath_0593	-	-	
626722..627663	+	942	-		Tmath_0595	-	-	
627688..628629	+	942	-		Tmath_0596	-	-	
628967..629551	+	585	-		Tmath_0597	-	-	
629731..630192	+	462	-		Tmath_0598	-	-	
630189..630884	+	696	-		Tmath_0599	-	-	
630884..631330	+	447	-		Tmath_0600	-	-	
631344..632372	+	1029	-		Tmath_0601	-	-	
632539..633489	+	951	-		Tmath_0602	-	-	
633498..635393	-	1896	-		Tmath_0603	-	-	
635519..636343	+	825	-		Tmath_0604	-	-	
636321..637040	+	720	-		Tmath_0605	-	-	
637142..637816	+	675	-		Tmath_0606	-	-	
638007..638465	+	459	-		Tmath_0607	-	-	
638492..639202	+	711	-		Tmath_0608	-	-	
639222..640085	+	864	-		Tmath_0609	-	-	
640081..640662	+	582	-		Tmath_0610	-	-	
640917..641048	+	132	-		Tmath_0611	-	-	
641402..642232	+	831	-		Tmath_0612	-	-	
642225..643079	+	855	-		Tmath_0613	-	-	
643069..644460	+	1392	-		Tmath_0614	-	-	
644793..646433	+	1641	-		Tmath_0615	-	-	
646650..647543	+	894	-		Tmath_0616	-	-	
647544..648239	+	696	-		Tmath_0617	-	-	
648251..648664	+	414	-		Tmath_0618	-	-	
648677..649915	-	1239	-		Tmath_0619	-	-	
650076..650192	+	117	-		Tmath_0620	-	-	
650228..650413	+	186	-		Tmath_0621	-	-	
650490..650684	+	195	-		Tmath_0622	-	-	
650763..651740	+	978	-		Tmath_0623	-	-	
651973..652257	+	285	-		Tmath_0624	-	-	
652272..653894	+	1623	-		Tmath_0625	-	-	
653995..654071	+	77	-		Tmath_R0018	-	-	
654502..655956	+	1455	-		Tmath_0626	-	-	
655971..657509	+	1539	-		Tmath_0627	-	-	
657888..659270	+	1383	-		Tmath_0628	-	-	
659331..659792	+	462	-		Tmath_0629	-	-	
659812..660519	+	708	-		Tmath_0630	-	-	
660522..660770	+	249	-		Tmath_0631	-	-	
660773..661447	+	675	-		Tmath_0632	-	-	
661450..663651	+	2202	-		Tmath_0633	-	-	
663630..665027	+	1398	-		Tmath_0634	-	-	
665045..666055	+	1011	-		Tmath_0635	-	-	
666052..666660	+	609	-		Tmath_0636	-	-	
666737..668263	+	1527	-		Tmath_0637	-	-	
668276..669535	+	1260	-		Tmath_0638	-	-	
669775..670569	+	795	-		Tmath_0639	-	-	
670585..671757	+	1173	-		Tmath_0640	-	-	
672035..673591	+	1557	-		Tmath_0641	-	-	
673664..675064	+	1401	-		Tmath_0642	-	-	
675566..677644	+	2079	-		Tmath_0643	-	-	
677658..677897	+	240	-		Tmath_0644	-	-	
677916..678251	+	336	-		Tmath_0645	-	-	
678264..679580	+	1317	-		Tmath_0646	-	-	
679602..679916	+	315	-		Tmath_0647	-	-	
680491..682626	+	2136	-		Tmath_0649	-	-	
682644..684632	+	1989	-		Tmath_0650	-	-	
684710..684997	+	288	-		Tmath_0651	-	-	
685010..686476	+	1467	-		Tmath_0652	-	-	
686476..687903	+	1428	-		Tmath_0653	-	-	
688020..688199	-	180	-		Tmath_0654	-	-	
688379..689812	+	1434	-		Tmath_0655	-	-	
689958..690737	+	780	-		Tmath_0656	-	-	
690703..691299	+	597	-		Tmath_0657	-	-	
691300..691800	+	501	-		Tmath_0658	-	-	
691965..692038	+	74	-		Tmath_R0019	-	-	
692042..692118	+	77	-		Tmath_R0020	-	-	
692130..692206	+	77	-		Tmath_R0021	-	-	
692210..692284	+	75	-		Tmath_R0022	-	-	
692303..692378	+	76	-		Tmath_R0023	-	-	
692412..692498	+	87	-		Tmath_R0024	-	-	
692506..692581	+	76	-		Tmath_R0025	-	-	
692595..692671	+	77	-		Tmath_R0026	-	-	
692775..692850	+	76	-		Tmath_R0027	-	-	
693378..693629	+	252	-		Tmath_0660	-	-	
693962..696655	+	2694	-		Tmath_0661	-	-	
696794..697123	+	330	-		Tmath_0662	-	-	
697178..697477	+	300	-		Tmath_0663	-	-	
697510..698784	+	1275	-		Tmath_0664	-	-	
698808..699719	+	912	-		Tmath_0665	-	-	
699764..700411	+	648	-		Tmath_0666	-	-	
700426..700872	+	447	-		Tmath_0667	-	-	
700944..702344	+	1401	-		Tmath_0668	-	-	
703684..704478	+	795	-		Tmath_0670	-	-	
704482..705117	+	636	-		Tmath_0671	-	-	
705119..705913	+	795	-		Tmath_0672	-	-	
705906..706397	+	492	-		Tmath_0673	-	-	
706525..707325	+	801	-		Tmath_0674	-	-	
707395..708048	-	654	-		Tmath_0675	-	-	
708292..709011	-	720	-		Tmath_0676	-	-	
709014..709781	-	768	-		Tmath_0677	-	-	
709756..710724	-	969	-		Tmath_0678	-	-	
710735..711649	-	915	-		Tmath_0679	-	-	
711688..712857	-	1170	-		Tmath_0680	-	-	
713413..713637	+	225	-		Tmath_0681	-	-	
716736..716820	+	85	-		Tmath_R0028	-	-	
716991..718289	+	1299	-		Tmath_0685	-	-	
718295..718882	+	588	-		Tmath_0686	-	-	
718904..720178	+	1275	-		Tmath_0687	-	-	
720273..722609	+	2337	-		Tmath_0688	-	-	
722599..723177	+	579	-		Tmath_0689	-	-	
723318..723488	+	171	-		Tmath_0690	-	-	
723467..724123	+	657	-		Tmath_0691	-	-	
724197..724418	+	222	-		Tmath_0692	-	-	
724457..724948	+	492	-		Tmath_0693	-	-	
724936..725469	+	534	-		Tmath_0694	-	-	
725493..727013	+	1521	-		Tmath_0695	-	-	
727013..727897	+	885	-		Tmath_0696	-	-	
727912..729297	+	1386	-		Tmath_0697	-	-	
729308..729721	+	414	-		Tmath_0698	-	-	
729767..730630	-	864	-		Tmath_0699	-	-	
730664..732295	-	1632	-		Tmath_0700	-	-	
732367..733179	-	813	-		Tmath_0701	-	-	
733172..733918	-	747	-		Tmath_0702	-	-	
734003..735013	-	1011	-		Tmath_0703	-	-	
735210..737696	+	2487	-		Tmath_0704	-	-	
738011..739708	+	1698	-		Tmath_0705	-	-	
739800..741149	+	1350	-		Tmath_0706	-	-	
741241..742941	+	1701	-		Tmath_0707	-	-	
743247..744566	+	1320	-		Tmath_0708	-	-	
745305..746162	+	858	-		Tmath_0711	-	-	
746444..747493	+	1050	-		Tmath_0712	-	-	
747602..748600	+	999	-		Tmath_0713	-	-	
748617..749555	+	939	-		Tmath_0714	-	-	
749534..750772	+	1239	-		Tmath_0715	-	-	
750781..751521	+	741	-		Tmath_0716	-	-	
751548..752090	+	543	-		Tmath_0717	-	-	
752065..753120	+	1056	-		Tmath_0718	-	-	
753124..754149	+	1026	-		Tmath_0719	-	-	
754186..755601	+	1416	-		Tmath_0720	-	-	
755598..756881	+	1284	-		Tmath_0721	-	-	
757449..758558	+	1110	-		Tmath_0722	-	-	
758937..760310	+	1374	-		Tmath_0723	-	-	
760545..761618	+	1074	-		Tmath_0724	-	-	
761832..762782	+	951	-		Tmath_0725	-	-	
763037..764512	+	1476	-		Tmath_0726	-	-	
764493..766793	+	2301	-		Tmath_0727	-	-	
766860..767552	+	693	-		Tmath_0728	-	-	
767726..768040	-	315	-		Tmath_0729	-	-	
769070..769327	+	258	-		Tmath_0731	-	-	
769761..770303	+	543	-		Tmath_0733	-	-	
770353..770709	+	357	-		Tmath_0734	-	-	
770824..772086	+	1263	-		Tmath_0735	-	-	
772146..772523	+	378	-		Tmath_0736	-	-	
772587..772793	+	207	-		Tmath_0737	-	-	
772943..773293	+	351	-		Tmath_0739	-	-	
773463..774950	+	1488	-		Tmath_0740	-	-	
774961..776112	+	1152	-		Tmath_0741	-	-	
776105..780271	+	4167	-		Tmath_0742	-	-	
780264..781586	+	1323	-		Tmath_0743	-	-	
781930..783261	+	1332	-		Tmath_0745	-	-	
783245..783646	+	402	-		Tmath_0746	-	-	
785222..786190	+	969	-		Tmath_0748	-	-	
786187..786594	+	408	-		Tmath_0749	-	-	
786584..787387	+	804	-		Tmath_0750	-	-	
787535..790255	+	2721	-		Tmath_0751	-	-	
790259..791329	+	1071	-		Tmath_0752	-	-	
795104..796099	+	996	-		Tmath_0754	-	-	
796566..797429	+	864	-		Tmath_0756	-	-	
797471..798001	+	531	-		Tmath_0757	-	-	
798031..798471	+	441	-		Tmath_0758	-	-	
798612..799004	+	393	-		Tmath_0759	-	-	
799368..799856	+	489	-		Tmath_0760	-	-	
800275..802281	+	2007	-		Tmath_0761	-	-	
802425..802865	+	441	-		Tmath_0762	-	-	
803011..804519	+	1509	-		Tmath_0763	-	-	
804757..805296	+	540	-		Tmath_0764	-	-	
805404..806771	+	1368	-		Tmath_0765	-	-	
806803..807717	+	915	-		Tmath_0766	-	-	
807737..808684	+	948	-		Tmath_0767	-	-	
809009..810058	+	1050	-		Tmath_0768	-	-	
810159..810818	+	660	-		Tmath_0769	-	-	
810815..813562	+	2748	-		Tmath_0770	-	-	
813658..814065	-	408	-		Tmath_0771	-	-	
814041..815468	-	1428	-		Tmath_0772	-	-	
815591..816400	+	810	-		Tmath_0773	-	-	
816509..817000	+	492	-		Tmath_0774	-	-	
817224..817970	+	747	-		Tmath_0775	-	-	
818137..818628	+	492	-		Tmath_0776	-	-	
818694..819221	+	528	-		Tmath_0777	-	-	
819290..820111	+	822	-		Tmath_0778	-	-	
820104..820865	+	762	-		Tmath_0779	-	-	
820862..821596	+	735	-		Tmath_0780	-	-	
821596..822033	+	438	-		Tmath_0781	-	-	
822328..823680	-	1353	-		Tmath_0782	-	-	
823670..824341	-	672	-		Tmath_0783	-	-	
824501..825307	+	807	-		Tmath_0784	-	-	
825352..825900	-	549	-		Tmath_0785	-	-	
826036..826458	-	423	-		Tmath_0786	-	-	
826839..829478	+	2640	-		Tmath_0787	-	-	
829500..830036	+	537	-		Tmath_0788	-	-	
830065..831348	+	1284	-		Tmath_0789	-	-	
831397..831630	+	234	-		Tmath_0790	-	-	
831728..831802	+	75	-		Tmath_R0029	-	-	
831911..832828	+	918	-		Tmath_0791	-	-	
832815..833330	-	516	-		Tmath_0792	-	-	
833435..833734	-	300	-		Tmath_0793	-	-	
833872..834561	+	690	-		Tmath_0794	-	-	
834622..835632	+	1011	-		Tmath_0795	-	-	
835695..838022	+	2328	-		Tmath_0796	-	-	
838166..839428	+	1263	-		Tmath_0797	-	-	
839504..840403	+	900	-		Tmath_0798	-	-	
840417..841226	+	810	-		Tmath_0799	-	-	
841248..841895	+	648	-		Tmath_0800	-	-	
842016..843029	+	1014	-		Tmath_0801	-	-	
843120..843977	+	858	-		Tmath_0802	-	-	
843977..844807	+	831	-		Tmath_0803	-	-	
844880..846124	+	1245	-		Tmath_0804	-	-	
846204..848546	+	2343	-		Tmath_0805	-	-	
848588..850318	-	1731	-		Tmath_0806	-	-	
850876..851334	-	459	-		Tmath_0807	-	-	
852043..853383	+	1341	-		Tmath_0808	-	-	
853555..854163	+	609	-		Tmath_0809	-	-	
854261..854800	+	540	-		Tmath_0810	-	-	
854916..855563	+	648	-		Tmath_0811	-	-	
855600..856127	+	528	-		Tmath_0812	-	-	
856154..856870	-	717	-		Tmath_0813	-	-	
856877..857632	-	756	-		Tmath_0814	-	-	
857632..858525	-	894	-		Tmath_0815	-	-	
858539..859528	-	990	-		Tmath_0816	-	-	
859681..860496	-	816	-		Tmath_0817	-	-	
860541..862346	-	1806	-		Tmath_0818	-	-	
862360..864111	-	1752	-		Tmath_0819	-	-	
864232..864513	+	282	-		Tmath_0820	-	-	
864672..866006	+	1335	-		Tmath_0821	-	-	
866027..866599	+	573	-		Tmath_0822	-	-	
866627..867796	-	1170	-		Tmath_0823	-	-	
867929..869362	+	1434	-		Tmath_0824	-	-	
869385..869783	-	399	-		Tmath_0825	-	-	
869785..870690	-	906	-		Tmath_0826	-	-	
870923..871174	+	252	-		Tmath_0827	-	-	
871196..871396	+	201	-		Tmath_0828	-	-	
871555..871674	+	120	-		Tmath_0829	-	-	
871780..872256	+	477	-		Tmath_0830	-	-	
872278..873429	-	1152	-		Tmath_0831	-	-	
873938..874855	+	918	-		Tmath_0833	-	-	
874946..875401	+	456	-		Tmath_0834	-	-	
875355..875783	+	429	-		Tmath_0835	-	-	
876014..876610	-	597	-		Tmath_0836	-	-	
876817..877371	+	555	-		Tmath_0837	-	-	
877793..878635	+	843	-		Tmath_0838	-	-	
878638..879384	+	747	-		Tmath_0839	-	-	
879453..880184	+	732	-		Tmath_0840	-	-	
880207..880863	+	657	-		Tmath_0841	-	-	
880856..881524	+	669	-		Tmath_0842	-	-	
881590..883728	-	2139	-		Tmath_0843	-	-	
883806..884729	-	924	-		Tmath_0844	-	-	
884835..885116	+	282	-		Tmath_0845	-	-	
885149..885565	+	417	-		Tmath_0846	-	-	
885668..886987	-	1320	-		Tmath_0847	-	-	
887286..887861	+	576	-		Tmath_0848	-	-	
887858..888973	+	1116	-		Tmath_0849	-	-	
889039..891657	+	2619	-		Tmath_0850	-	-	
891669..892265	+	597	-		Tmath_0851	-	-	
892928..893962	+	1035	-		Tmath_0853	-	-	
893982..895565	+	1584	-		Tmath_0854	-	-	
896039..896437	+	399	-		Tmath_0855	-	-	
896566..896650	+	85	-		Tmath_R0030	-	-	
896947..897867	+	921	-		Tmath_0856	-	-	
897985..899808	+	1824	-		Tmath_0857	-	-	
900110..900667	-	558	-		Tmath_0858	-	-	
900804..901595	+	792	-		Tmath_0859	-	-	
901610..901978	+	369	-		Tmath_0860	-	-	
901935..902384	+	450	-		Tmath_0861	-	-	
902393..903700	+	1308	-		Tmath_0862	-	-	
903706..904041	+	336	-		Tmath_0863	-	-	
904041..904745	+	705	-		Tmath_0864	-	-	
904914..905396	+	483	-		Tmath_0865	-	-	
905410..905958	+	549	-		Tmath_0866	-	-	
905958..906323	+	366	-		Tmath_0867	-	-	
906339..908129	+	1791	-		Tmath_0868	-	-	
908151..909896	+	1746	-		Tmath_0869	-	-	
910046..910294	+	249	-		Tmath_0870	-	-	
910303..910878	+	576	-		Tmath_0871	-	-	
910913..911593	+	681	-		Tmath_0872	-	-	
911615..912634	+	1020	-		Tmath_0873	-	-	
912631..913473	+	843	-		Tmath_0874	-	-	
913480..913998	+	519	-		Tmath_0875	-	-	
913995..916295	+	2301	-		Tmath_0876	-	-	
916400..917044	+	645	-		Tmath_0877	-	-	
917085..917879	+	795	-		Tmath_0878	-	-	
917901..918176	+	276	-		Tmath_0879	-	-	
918264..919361	+	1098	-		Tmath_0880	-	-	
919373..919768	+	396	-		Tmath_0881	-	-	
919833..920582	+	750	-		Tmath_0882	-	-	
920579..921433	+	855	-		Tmath_0883	-	-	
921450..923318	+	1869	-		Tmath_0884	-	-	
923284..923937	+	654	-		Tmath_0885	-	-	
923945..925375	+	1431	-		Tmath_0886	-	-	
925426..925827	-	402	-		Tmath_0887	-	-	
925817..926299	-	483	-		Tmath_0888	-	-	
926497..926736	-	240	-		Tmath_0889	-	-	
926753..927937	-	1185	-		Tmath_0890	-	-	
928165..928536	+	372	-		Tmath_0891	-	-	
928656..928970	+	315	-		Tmath_0892	-	-	
928974..929312	+	339	-		Tmath_0893	-	-	
929309..929596	+	288	-		Tmath_0894	-	-	
929650..929865	+	216	-		Tmath_0895	-	-	
929922..931193	+	1272	-		Tmath_0896	-	-	
932908..933543	+	636	-		Tmath_0898	-	-	
933533..934117	+	585	-		Tmath_0899	-	-	
934114..935304	+	1191	-		Tmath_0900	-	-	
935321..935674	+	354	-		Tmath_0901	-	-	
935809..936459	+	651	-		Tmath_0902	-	-	
936756..937856	+	1101	-		Tmath_0903	-	-	
937853..939505	+	1653	-		Tmath_0904	-	-	
939587..941098	+	1512	-		Tmath_0905	-	-	
941127..942380	-	1254	-		Tmath_0906	-	-	
942499..943104	+	606	-		Tmath_0907	-	-	
943159..944217	+	1059	-		Tmath_0908	-	-	
944221..944694	-	474	-		Tmath_0909	-	-	
944825..946267	+	1443	-		Tmath_0910	-	-	
946366..946998	+	633	-		Tmath_0911	-	-	
946991..947692	+	702	-		Tmath_0912	-	-	
947725..947800	-	76	-		Tmath_R0031	-	-	
947805..947878	-	74	-		Tmath_R0032	-	-	
948022..948192	+	171	-		Tmath_0913	-	-	
948310..949185	+	876	-		Tmath_0914	-	-	
949458..949676	+	219	-		Tmath_0915	-	-	
949749..949934	+	186	-		Tmath_0916	-	-	
950056..950556	+	501	-		Tmath_0917	-	-	
950633..951358	+	726	-		Tmath_0918	-	-	
951355..952077	+	723	-		Tmath_0919	-	-	
952079..954352	+	2274	-		Tmath_0920	-	-	
954357..955373	+	1017	-		Tmath_0921	-	-	
955400..955681	-	282	-		Tmath_0922	-	-	
956081..957991	+	1911	-		Tmath_0923	-	-	
958044..958382	+	339	-		Tmath_0924	-	-	
958407..958550	+	144	-		Tmath_0925	-	-	
958743..959069	+	327	-		Tmath_0926	-	-	
959075..960040	+	966	-		Tmath_0927	-	-	
960111..961295	+	1185	-		Tmath_0928	-	-	
961393..963567	+	2175	-		Tmath_0929	-	-	
963580..964698	+	1119	-		Tmath_0930	-	-	
964702..964971	+	270	-		Tmath_0931	-	-	
965004..966815	+	1812	-		Tmath_0932	-	-	
966812..967939	+	1128	-		Tmath_0933	-	-	
968034..969065	+	1032	-		Tmath_0934	-	-	
969079..969666	+	588	-		Tmath_0935	-	-	
969684..971522	+	1839	-		Tmath_0936	-	-	
971578..972738	+	1161	-		Tmath_0937	-	-	
972766..973692	+	927	-		Tmath_0938	-	-	
973699..974436	+	738	-		Tmath_0939	-	-	
974559..974837	+	279	-		Tmath_0940	-	-	
974847..976214	+	1368	-		Tmath_0941	-	-	
976387..976626	-	240	-		Tmath_0942	-	-	
976699..977877	-	1179	-		Tmath_0943	-	-	
977929..978252	-	324	-		Tmath_0944	-	-	
979306..980148	+	843	-		Tmath_0945	-	-	
980620..981297	+	678	-		Tmath_0947	-	-	
981294..982667	+	1374	-		Tmath_0948	-	-	
982864..983730	+	867	-		Tmath_0949	-	-	
983781..985343	+	1563	-		Tmath_0950	-	-	
985463..985585	+	123	-		Tmath_0951	-	-	
985632..986597	+	966	-		Tmath_0952	-	-	
986581..987000	+	420	-		Tmath_0953	-	-	
987013..989166	+	2154	-		Tmath_0954	-	-	
989367..990716	+	1350	-		Tmath_0955	-	-	
990753..991097	+	345	-		Tmath_0956	-	-	
991209..991394	+	186	-		Tmath_0957	-	-	
991409..991852	+	444	-		Tmath_0958	-	-	
991991..992260	+	270	-		Tmath_0959	-	-	
992272..993459	+	1188	-		Tmath_0960	-	-	
993465..994460	+	996	-		Tmath_0961	-	-	
994464..996530	+	2067	-		Tmath_0962	-	-	
996527..997006	+	480	-		Tmath_0963	-	-	
997011..997709	+	699	-		Tmath_0964	-	-	
997721..998629	+	909	-		Tmath_0965	-	-	
998666..999337	+	672	-		Tmath_0966	-	-	
999344..1000090	+	747	-		Tmath_0967	-	-	
1000105..1000515	+	411	-		Tmath_0968	-	-	
1000624..1002012	+	1389	-		Tmath_0969	-	-	
1002475..1003287	+	813	-		Tmath_0971	-	-	
1003284..1005917	+	2634	-		Tmath_0972	-	-	
1006036..1006587	+	552	-		Tmath_0973	-	-	
1006597..1008783	+	2187	-		Tmath_0974	-	-	
1008870..1009340	+	471	-		Tmath_0975	-	-	
1009344..1009695	+	352	-	ssrA	Tmath_R0033	-	-	
1009708..1009783	+	76	-		Tmath_R0034	-	-	
1009870..1010118	+	249	-		Tmath_0976	-	-	
1010901..1011041	-	141	-		Tmath_0978	-	-	
1011038..1012003	-	966	-		Tmath_0979	-	-	
1012105..1012254	+	150	-		Tmath_0980	-	-	
1014226..1014663	+	438	-		Tmath_0982	-	-	
1014795..1015859	+	1065	-		Tmath_0983	-	-	
1015843..1016970	+	1128	-		Tmath_0984	-	-	
1016973..1017650	+	678	-		Tmath_0985	-	-	
1018270..1018986	+	717	-		Tmath_0987	-	-	
1020058..1021773	+	1716	-		Tmath_0990	-	-	
1024197..1025183	+	987	-		Tmath_0993	-	-	
1025180..1025974	+	795	-		Tmath_0994	-	-	
1025964..1026743	+	780	-		Tmath_0995	-	-	
1029063..1029749	+	687	-		Tmath_1000	-	-	
1029753..1030709	+	957	-		Tmath_1001	-	-	
1030736..1031344	+	609	-		Tmath_1002	-	-	
1031541..1032227	+	687	-		Tmath_1003	-	-	
1032296..1032802	-	507	-		Tmath_1004	-	-	
1033002..1035056	+	2055	-		Tmath_1005	-	-	
1035068..1035664	+	597	-		Tmath_1006	-	-	
1035789..1036004	+	216	-		Tmath_1007	-	-	
1036027..1037259	-	1233	-		Tmath_1008	-	-	
1037385..1039073	+	1689	-		Tmath_1009	-	-	
1039227..1039751	+	525	-		Tmath_1010	-	-	
1039788..1040597	-	810	-		Tmath_1011	-	-	
1040744..1041010	+	267	-		Tmath_1012	-	-	
1041361..1041561	+	201	-		Tmath_1013	-	-	
1041591..1042946	-	1356	-		Tmath_1014	-	-	
1043043..1043309	+	267	-		Tmath_1015	-	-	
1043410..1044588	+	1179	-		Tmath_1016	-	-	
1044606..1045043	-	438	-		Tmath_1017	-	-	
1045167..1045475	+	309	-		Tmath_1018	-	-	
1045692..1046588	+	897	-		Tmath_1019	-	-	
1046604..1048061	+	1458	-		Tmath_1020	-	-	
1048080..1048697	+	618	-		Tmath_1021	-	-	
1048702..1048947	+	246	-		Tmath_1022	-	-	
1049030..1049698	+	669	-		Tmath_1023	-	-	
1049711..1050604	+	894	-		Tmath_1024	-	-	
1050606..1052396	+	1791	-		Tmath_1025	-	-	
1052637..1053707	+	1071	-		Tmath_1026	-	-	
1053820..1054644	+	825	-		Tmath_1027	-	-	
1054669..1055685	+	1017	-		Tmath_1028	-	-	
1055682..1056524	+	843	-		Tmath_1029	-	-	
1056534..1057805	+	1272	-		Tmath_1030	-	-	
1057902..1058060	+	159	-		Tmath_1031	-	-	
1058245..1059045	+	801	-		Tmath_1032	-	-	
1059099..1059659	-	561	-		Tmath_1033	-	-	
1059898..1060182	-	285	-		Tmath_1034	-	-	
1060213..1060404	-	192	-		Tmath_1035	-	-	
1060667..1061362	+	696	-		Tmath_1036	-	-	
1061325..1062710	+	1386	-		Tmath_1037	-	-	
1062783..1063031	+	249	-		Tmath_1038	-	-	
1064781..1065926	+	1146	-		Tmath_1040	-	-	
1065941..1066702	+	762	-		Tmath_1041	-	-	
1066877..1068205	+	1329	-		Tmath_1042	-	-	
1068318..1068974	+	657	-		Tmath_1043	-	-	
1068987..1069607	+	621	-		Tmath_1044	-	-	
1069751..1071238	-	1488	-		Tmath_1045	-	-	
1071616..1074081	+	2466	-		Tmath_1046	-	-	
1074142..1075842	+	1701	-		Tmath_1047	-	-	
1076563..1078083	+	1521	-		Tmath_1048	-	-	
1079321..1079409	-	89	-		Tmath_R0035	-	-	
1079563..1080804	+	1242	-		Tmath_1050	-	-	
1080794..1081276	-	483	-		Tmath_1051	-	-	
1081500..1081928	+	429	-		Tmath_1052	-	-	
1082016..1082666	+	651	-		Tmath_1053	-	-	
1082737..1083147	+	411	-		Tmath_1054	-	-	
1083175..1083528	-	354	-		Tmath_1055	-	-	
1083525..1083881	-	357	-		Tmath_1056	-	-	
1084014..1084934	+	921	-		Tmath_1057	-	-	
1084995..1085735	+	741	-		Tmath_1058	-	-	
1085755..1086201	-	447	-		Tmath_1059	-	-	
1086312..1086878	+	567	-		Tmath_1060	-	-	
1087252..1087749	+	498	-		Tmath_1061	-	-	
1087746..1088309	+	564	-		Tmath_1062	-	-	
1088320..1089336	+	1017	-		Tmath_1063	-	-	
1089329..1089541	+	213	-		Tmath_1064	-	-	
1089566..1091152	+	1587	-		Tmath_1065	-	-	
1091172..1092197	+	1026	-		Tmath_1066	-	-	
1092216..1093346	+	1131	-		Tmath_1067	-	-	
1093346..1093645	+	300	-		Tmath_1068	-	-	
1093734..1094126	+	393	-		Tmath_1069	-	-	
1094182..1094319	+	138	-		Tmath_1070	-	-	
1094385..1095770	+	1386	-		Tmath_1071	-	-	
1095751..1096308	+	558	-		Tmath_1072	-	-	
1096328..1097563	+	1236	-		Tmath_1073	-	-	
1097576..1098487	+	912	-		Tmath_1074	-	-	
1098565..1100232	+	1668	-		Tmath_1075	-	-	
1100241..1102688	+	2448	-		Tmath_1076	-	-	
1102701..1103222	+	522	-		Tmath_1077	-	-	
1103269..1105428	+	2160	-		Tmath_1078	-	-	
1105440..1105889	+	450	-		Tmath_1079	-	-	
1105902..1106525	+	624	-		Tmath_1080	-	-	
1106553..1107761	-	1209	-		Tmath_1081	-	-	
1107775..1108467	-	693	-		Tmath_1082	-	-	
1108467..1109648	-	1182	-		Tmath_1083	-	-	
1109667..1110107	-	441	-		Tmath_1084	-	-	
1112154..1113410	+	1257	-		Tmath_1086	-	-	
1113426..1115204	+	1779	-		Tmath_1087	-	-	
1115271..1115459	+	189	-		Tmath_R0036	-	-	
1115477..1116181	+	705	-		Tmath_1088	-	-	
1116259..1116525	+	267	-		Tmath_1089	-	-	
1116630..1116956	+	327	-		Tmath_1090	-	-	
1117363..1118427	+	1065	-		Tmath_1092	-	-	
1118547..1118996	+	450	-		Tmath_1093	-	-	
1119189..1119350	+	162	-		Tmath_1094	-	-	
1119368..1120393	+	1026	-		Tmath_1095	-	-	
1120506..1123139	+	2634	-		Tmath_1096	-	-	
1123217..1123474	+	258	-		Tmath_1097	-	-	
1123823..1124242	+	420	-		Tmath_1098	-	-	
1124322..1124606	+	285	-		Tmath_1099	-	-	
1124825..1125265	+	441	-		Tmath_1100	-	-	
1125469..1127133	+	1665	-		Tmath_1101	-	-	
1127152..1127481	+	330	-		Tmath_1102	-	-	
1127482..1127952	+	471	-		Tmath_1103	-	-	
1128036..1129091	+	1056	-		Tmath_1104	-	-	
1129104..1129742	+	639	-		Tmath_1105	-	-	
1129745..1130971	+	1227	-		Tmath_1106	-	-	
1131025..1132632	+	1608	-		Tmath_1107	-	-	
1132701..1133396	+	696	-		Tmath_1108	-	-	
1133460..1133960	+	501	-		Tmath_1109	-	-	
1133950..1134804	+	855	-		Tmath_1110	-	-	
1134915..1136591	+	1677	-		Tmath_1111	-	-	
1136597..1137646	+	1050	-		Tmath_1112	-	-	
1137657..1138868	+	1212	-		Tmath_1113	-	-	
1138893..1139246	+	354	-		Tmath_1114	-	-	
1139327..1140085	+	759	-		Tmath_1115	-	-	
1140090..1140548	+	459	-		Tmath_1116	-	-	
1140559..1141239	+	681	-		Tmath_1117	-	-	
1141230..1141739	+	510	-		Tmath_1118	-	-	
1141729..1142262	+	534	-		Tmath_1119	-	-	
1142278..1142538	+	261	-		Tmath_1120	-	-	
1142549..1143508	+	960	-		Tmath_1121	-	-	
1143510..1144043	+	534	-		Tmath_1122	-	-	
1144044..1144808	+	765	-		Tmath_1123	-	-	
1144822..1145337	+	516	-		Tmath_1124	-	-	
1145334..1146212	+	879	-		Tmath_1125	-	-	
1146209..1147327	+	1119	-		Tmath_1126	-	-	
1147317..1148561	+	1245	-		Tmath_1127	-	-	
1148591..1149037	+	447	-		Tmath_1128	-	-	
1149043..1150107	+	1065	-		Tmath_1129	-	-	
1150126..1150683	+	558	-		Tmath_1130	-	-	
1150730..1151173	+	444	-		Tmath_1131	-	-	
1151269..1152267	+	999	-		Tmath_1132	-	-	
1152264..1152776	+	513	-		Tmath_1133	-	-	
1152789..1152986	+	198	-		Tmath_1134	-	-	
1152995..1153381	+	387	-		Tmath_1135	-	-	
1153393..1154550	+	1158	-		Tmath_1136	-	-	
1154559..1155104	+	546	-		Tmath_1137	-	-	
1155124..1155702	+	579	-		Tmath_1138	-	-	
1155721..1156266	+	546	-		Tmath_1139	-	-	
1156365..1156772	+	408	-		Tmath_1140	-	-	
1156854..1157276	+	423	-		Tmath_1141	-	-	
1157257..1158099	+	843	-		Tmath_1142	-	-	
1158080..1159300	+	1221	-		Tmath_1143	-	-	
1159278..1159505	+	228	-		Tmath_1144	-	-	
1159498..1160382	+	885	-		Tmath_1145	-	-	
1161140..1161727	+	588	-		Tmath_1146	-	-	
1161738..1163600	+	1863	-		Tmath_1147	-	-	
1163603..1164403	+	801	-		Tmath_1148	-	-	
1164459..1165313	+	855	-		Tmath_1149	-	-	
1165332..1165787	+	456	-		Tmath_1150	-	-	
1165805..1167505	+	1701	-		Tmath_1151	-	-	
1167624..1168937	+	1314	-		Tmath_1152	-	-	
1169022..1169804	+	783	-		Tmath_1153	-	-	
1170010..1171131	+	1122	-		Tmath_1154	-	-	
1171143..1172069	+	927	-		Tmath_1155	-	-	
1172080..1172766	+	687	-		Tmath_1156	-	-	
1172778..1173593	+	816	-		Tmath_1157	-	-	
1173595..1174671	+	1077	-		Tmath_1158	-	-	
1174805..1174924	-	120	-		Tmath_1159	-	-	
1174995..1175534	+	540	-		Tmath_1160	-	-	
1175531..1176700	+	1170	-		Tmath_1161	-	-	
1176766..1177389	+	624	-		Tmath_1162	-	-	
1177473..1178345	+	873	-		Tmath_1163	-	-	
1178410..1179555	+	1146	-		Tmath_1164	-	-	
1179669..1180004	+	336	-		Tmath_1165	-	-	
1180018..1180449	+	432	-		Tmath_1166	-	-	
1180459..1181199	+	741	-		Tmath_1167	-	-	
1181407..1181619	+	213	-		Tmath_1168	-	-	
1181672..1182118	+	447	-		Tmath_1169	-	-	
1182134..1183147	+	1014	-		Tmath_1170	-	-	
1183158..1183514	+	357	-		Tmath_1171	-	-	
1183616..1184782	+	1167	-		Tmath_1172	-	-	
1184785..1185393	+	609	-		Tmath_1173	-	-	
1185390..1186127	+	738	-		Tmath_1174	-	-	
1186117..1186623	+	507	-		Tmath_1175	-	-	
1186642..1187511	+	870	-		Tmath_1176	-	-	
1188381..1188830	+	450	-		Tmath_1178	-	-	
1188874..1190022	+	1149	-		Tmath_1179	-	-	
1190166..1191137	+	972	-		Tmath_1180	-	-	
1191130..1192413	+	1284	-		Tmath_1181	-	-	
1192435..1193145	+	711	-		Tmath_1182	-	-	
1193149..1193526	+	378	-		Tmath_1183	-	-	
1193574..1194407	+	834	-		Tmath_1184	-	-	
1194410..1195276	+	867	-		Tmath_1185	-	-	
1195356..1196753	+	1398	-		Tmath_1186	-	-	
1196854..1197453	+	600	-		Tmath_1187	-	-	
1197483..1198121	-	639	-		Tmath_1188	-	-	
1198200..1198961	+	762	-		Tmath_1189	-	-	
1199269..1200132	+	864	-		Tmath_1191	-	-	
1200231..1201481	+	1251	-		Tmath_1192	-	-	
1201551..1202258	+	708	-		Tmath_1193	-	-	
1202277..1202900	+	624	-		Tmath_1194	-	-	
1202905..1204125	+	1221	-		Tmath_1195	-	-	
1204196..1204657	+	462	-		Tmath_1196	-	-	
1204729..1205076	+	348	-		Tmath_1197	-	-	
1205087..1205752	+	666	-		Tmath_1198	-	-	
1205755..1206333	+	579	-		Tmath_1199	-	-	
1206344..1207210	+	867	-		Tmath_1200	-	-	
1207396..1207770	+	375	-		Tmath_1201	-	-	
1207847..1208626	+	780	-		Tmath_1202	-	-	
1208641..1210056	+	1416	-		Tmath_1203	-	-	
1210120..1212720	+	2601	-		Tmath_1204	-	-	
1214582..1215529	+	948	-		Tmath_1206	-	-	
1215573..1215833	+	261	-		Tmath_1207	-	-	
1215904..1216698	+	795	-		Tmath_1208	-	-	
1216701..1217159	+	459	-		Tmath_1209	-	-	
1217335..1218321	+	987	-		Tmath_1210	-	-	
1218370..1219653	-	1284	-		Tmath_1211	-	-	
1219658..1220554	-	897	-		Tmath_1212	-	-	
1220624..1222045	-	1422	-		Tmath_1213	-	-	
1222059..1223246	-	1188	-		Tmath_1214	-	-	
1223303..1224139	-	837	-		Tmath_1215	-	-	
1224211..1224471	-	261	-		Tmath_1216	-	-	
1224544..1225326	-	783	-		Tmath_1217	-	-	
1225455..1226981	-	1527	-		Tmath_1218	-	-	
1227061..1227657	-	597	-		Tmath_1219	-	-	
1227705..1228730	-	1026	-		Tmath_1220	-	-	
1228795..1230036	-	1242	-		Tmath_1221	-	-	
1230050..1230586	-	537	-		Tmath_1222	-	-	
1230586..1231896	-	1311	-		Tmath_1223	-	-	
1231916..1234045	-	2130	-		Tmath_1224	-	-	
1234163..1234372	-	210	-		Tmath_1225	-	-	
1234379..1235080	-	702	-		Tmath_1226	-	-	
1235143..1236339	-	1197	-		Tmath_1227	-	-	
1236427..1236678	-	252	-		Tmath_1228	-	-	
1236690..1237136	-	447	-		Tmath_1229	-	-	
1237120..1238376	-	1257	-		Tmath_1230	-	-	
1238418..1239134	-	717	-		Tmath_1231	-	-	
1239238..1241340	-	2103	-		Tmath_1232	-	-	
1241394..1241660	-	267	-		Tmath_1233	-	-	
1241749..1242699	-	951	-		Tmath_1234	-	-	
1242715..1243566	-	852	-		Tmath_1235	-	-	
1243570..1244523	-	954	-		Tmath_1236	-	-	
1244520..1244879	-	360	-		Tmath_1237	-	-	
1244893..1246983	-	2091	-		Tmath_1238	-	-	
1246970..1247293	-	324	-		Tmath_1239	-	-	
1247283..1247555	-	273	-		Tmath_1240	-	-	
1247569..1248609	-	1041	-		Tmath_1241	-	-	
1248631..1249086	-	456	-		Tmath_1242	-	-	
1249224..1253444	-	4221	-		Tmath_1243	-	-	
1253458..1254078	-	621	-		Tmath_1244	-	-	
1254078..1255139	-	1062	-		Tmath_1245	-	-	
1255152..1256150	-	999	-		Tmath_1246	-	-	
1256157..1257305	-	1149	-		Tmath_1247	-	-	
1257321..1258100	-	780	-		Tmath_1248	-	-	
1258120..1258869	-	750	-		Tmath_1249	-	-	
1258915..1259094	-	180	-		Tmath_1250	-	-	
1259094..1259648	-	555	-		Tmath_1251	-	-	
1259651..1260364	-	714	-		Tmath_1252	-	-	
1260481..1261095	-	615	-		Tmath_1253	-	-	
1261180..1261887	-	708	-		Tmath_1254	-	-	
1262030..1262314	-	285	-		Tmath_1255	-	-	
1262331..1263695	-	1365	-		Tmath_1256	-	-	
1263711..1264451	-	741	-		Tmath_1257	-	-	
1264467..1264955	-	489	-		Tmath_1258	-	-	
1264945..1265562	-	618	-		Tmath_1259	-	-	
1265566..1265991	-	426	-		Tmath_1260	-	-	
1266007..1267989	-	1983	-		Tmath_1261	-	-	
1267979..1268563	-	585	-		Tmath_1262	-	-	
1268567..1269193	-	627	-		Tmath_1263	-	-	
1269190..1270044	-	855	-		Tmath_1264	-	-	
1270048..1271073	-	1026	-		Tmath_1265	-	-	
1271063..1273084	-	2022	-		Tmath_1266	-	-	
1273095..1274186	-	1092	-		Tmath_1267	-	-	
1274183..1274965	-	783	-		Tmath_1268	-	-	
1274972..1275241	-	270	-		Tmath_1269	-	-	
1275254..1275919	-	666	-		Tmath_1270	-	-	
1275922..1276293	-	372	-		Tmath_1271	-	-	
1276304..1276663	-	360	-		Tmath_1272	-	-	
1276683..1277828	-	1146	-		Tmath_1273	-	-	
1277821..1278819	-	999	-		Tmath_1274	-	-	
1278835..1279230	-	396	-		Tmath_1275	-	-	
1279230..1279436	-	207	-		Tmath_1276	-	-	
1279485..1280726	-	1242	-		Tmath_1277	-	-	
1280807..1281175	-	369	-		Tmath_1278	-	-	
1281185..1281580	-	396	-		Tmath_1279	-	-	
1281596..1282963	-	1368	-		Tmath_1280	-	-	
1282980..1283558	-	579	-		Tmath_1281	-	-	
1283569..1284012	-	444	-		Tmath_1282	-	-	
1284019..1285332	-	1314	-		Tmath_1283	-	-	
1285325..1286104	-	780	-		Tmath_1284	-	-	
1286088..1287092	-	1005	-		Tmath_1285	-	-	
1287104..1288615	-	1512	-		Tmath_1286	-	-	
1288643..1288939	-	297	-		Tmath_1287	-	-	
1288947..1289390	-	444	-		Tmath_1288	-	-	
1289396..1289803	-	408	-		Tmath_1289	-	-	
1290093..1290845	-	753	-		Tmath_1290	-	-	
1290879..1292258	-	1380	-		Tmath_1291	-	-	
1292271..1292801	-	531	-		Tmath_1292	-	-	
1292881..1294962	-	2082	-		Tmath_1293	-	-	
1295013..1296101	-	1089	-		Tmath_1294	-	-	
1296192..1296920	+	729	-		Tmath_1295	-	-	
1296927..1297298	+	372	-		Tmath_1296	-	-	
1297287..1298270	-	984	-		Tmath_1297	-	-	
1298352..1299218	-	867	-		Tmath_1298	-	-	
1299281..1300813	-	1533	-		Tmath_1299	-	-	
1300825..1301658	-	834	-		Tmath_1300	-	-	
1301704..1302048	-	345	-		Tmath_1301	-	-	
1302070..1302795	-	726	-		Tmath_1302	-	-	
1302795..1303298	-	504	-		Tmath_1303	-	-	
1303307..1303534	-	228	-		Tmath_1304	-	-	
1303560..1303820	-	261	-		Tmath_1305	-	-	
1303858..1305198	-	1341	-		Tmath_1306	-	-	
1305212..1305565	-	354	-		Tmath_1307	-	-	
1305665..1306624	-	960	-		Tmath_1308	-	-	
1306617..1310207	-	3591	-		Tmath_1309	-	-	
1310514..1310660	-	147	-		Tmath_1310	-	-	
1310710..1310970	-	261	-		Tmath_1311	-	-	
1311074..1312138	-	1065	-		Tmath_1312	-	-	
1312264..1312851	-	588	-		Tmath_1313	-	-	
1312832..1313710	-	879	-		Tmath_1314	-	-	
1314110..1315147	+	1038	-		Tmath_1315	-	-	
1315170..1315898	-	729	-		Tmath_1316	-	-	
1315898..1317163	-	1266	-		Tmath_1317	-	-	
1317160..1317609	-	450	-		Tmath_1318	-	-	
1317621..1319126	-	1506	-		Tmath_1319	-	-	
1319123..1320247	-	1125	-		Tmath_1320	-	-	
1320629..1321345	-	717	-		Tmath_1321	-	-	
1321751..1322089	-	339	-		Tmath_1323	-	-	
1322136..1323476	-	1341	-		Tmath_1324	-	-	
1323797..1325896	-	2100	-		Tmath_1325	-	-	
1326179..1326298	-	120	-		Tmath_1326	-	-	
1326295..1327035	-	741	-		Tmath_1327	-	-	
1327007..1328236	-	1230	-		Tmath_1328	-	-	
1328300..1328527	-	228	-		Tmath_1329	-	-	
1328570..1329313	-	744	-		Tmath_1330	-	-	
1329318..1330247	-	930	-		Tmath_1331	-	-	
1330252..1331193	-	942	-		Tmath_1332	-	-	
1331206..1332201	-	996	-		Tmath_1333	-	-	
1332194..1333192	-	999	-		Tmath_1334	-	-	
1333176..1333778	-	603	-		Tmath_1335	-	-	
1333899..1334081	-	183	-		Tmath_1336	-	-	
1334099..1334584	-	486	-		Tmath_1337	-	-	
1334655..1335860	-	1206	-		Tmath_1338	-	-	
1335886..1336878	-	993	-		Tmath_1339	-	-	
1337012..1338217	+	1206	-		Tmath_1340	-	-	
1338293..1339474	+	1182	-		Tmath_1341	-	-	
1339475..1339939	-	465	-		Tmath_1342	-	-	
1339958..1340437	-	480	-		Tmath_1343	-	-	
1340434..1340988	-	555	-		Tmath_1344	-	-	
1341210..1341437	-	228	-		Tmath_1345	-	-	
1341612..1341839	-	228	-		Tmath_1346	-	-	
1341955..1342797	-	843	-		Tmath_1347	-	-	
1342815..1344860	-	2046	-		Tmath_1348	-	-	
1344873..1346453	-	1581	-		Tmath_1349	-	-	
1346464..1346814	-	351	-		Tmath_1350	-	-	
1346999..1347187	+	189	-		Tmath_1351	-	-	
1347223..1347405	-	183	-		Tmath_1352	-	-	
1347466..1348101	-	636	-		Tmath_1353	-	-	
1348098..1348748	-	651	-		Tmath_1354	-	-	
1348752..1349633	-	882	-		Tmath_1355	-	-	
1349634..1351511	-	1878	-		Tmath_1356	-	-	
1351508..1352251	-	744	-		Tmath_1357	-	-	
1352259..1353287	-	1029	-		Tmath_1358	-	-	
1353382..1354716	-	1335	-		Tmath_1359	-	-	
1354735..1355418	-	684	-		Tmath_1360	-	-	
1355424..1356176	-	753	-		Tmath_1361	-	-	
1356199..1357131	-	933	-		Tmath_1362	-	-	
1357132..1357611	-	480	-		Tmath_1363	-	-	
1357631..1359829	-	2199	-		Tmath_1364	-	-	
1359880..1361079	-	1200	-		Tmath_1365	-	-	
1361091..1361303	-	213	-		Tmath_1366	-	-	
1361300..1361923	-	624	-		Tmath_1367	-	-	
1361933..1362220	-	288	-		Tmath_1368	-	-	
1362233..1363105	-	873	-		Tmath_1369	-	-	
1363151..1363975	-	825	-		Tmath_1370	-	-	
1364067..1365197	-	1131	-		Tmath_1371	-	-	
1365213..1365740	-	528	-		Tmath_1372	-	-	
1365939..1367651	+	1713	-		Tmath_1373	-	-	
1367676..1368224	-	549	-		Tmath_1374	-	-	
1368780..1369814	+	1035	-		Tmath_1375	-	-	
1369807..1370460	+	654	-		Tmath_1376	-	-	
1370488..1371312	+	825	-		Tmath_1377	-	-	
1371329..1371556	+	228	-		Tmath_1378	-	-	
1371562..1371670	-	109	-		Tmath_R0037	-	-	
1371703..1374644	-	2942	-		Tmath_R0038	-	-	
1374719..1374795	-	77	-		Tmath_R0039	-	-	
1374805..1374880	-	76	-		Tmath_R0040	-	-	
1374951..1376462	-	1512	-		Tmath_R0041	-	-	
1376748..1377455	-	708	-		Tmath_1379	-	-	
1377566..1378741	+	1176	-		Tmath_1380	-	-	
1378806..1379039	+	234	-		Tmath_1381	-	-	
1379036..1379629	-	594	-		Tmath_1382	-	-	
1379622..1380530	-	909	-		Tmath_1383	-	-	
1380527..1381258	-	732	-		Tmath_1384	-	-	
1381267..1382190	-	924	-		Tmath_1385	-	-	
1382248..1383543	-	1296	-		Tmath_1386	-	-	
1383545..1384459	-	915	-		Tmath_1387	-	-	
1384666..1385202	-	537	-		Tmath_1388	-	-	
1385419..1386414	+	996	-		Tmath_1389	-	-	
1386713..1387630	-	918	-		Tmath_1390	-	-	
1387635..1388069	-	435	-		Tmath_1391	-	-	
1388338..1388895	-	558	-		Tmath_1392	-	-	
1388940..1389614	-	675	-		Tmath_1393	-	-	
1389666..1392140	-	2475	-		Tmath_1394	-	-	
1392115..1393866	-	1752	-		Tmath_1395	-	-	
1395908..1396348	-	441	-		Tmath_1397	-	-	
1396378..1396908	-	531	-		Tmath_1398	-	-	
1396939..1398846	-	1908	-		Tmath_1399	-	-	
1398912..1399769	-	858	-		Tmath_1400	-	-	
1399901..1400284	-	384	-		Tmath_1401	-	-	
1400306..1401508	-	1203	-		Tmath_1402	-	-	
1401676..1402671	-	996	-		Tmath_1403	-	-	
1404002..1404772	+	771	-		Tmath_1404	-	-	
1404806..1405174	-	369	-		Tmath_1405	-	-	
1405302..1405646	-	345	-		Tmath_1406	-	-	
1406005..1406469	+	465	-		Tmath_1407	-	-	
1406470..1407429	+	960	-		Tmath_1408	-	-	
1407473..1408744	-	1272	-		Tmath_1409	-	-	
1408922..1408997	+	76	-		Tmath_R0042	-	-	
1409130..1409315	-	186	-		Tmath_1410	-	-	
1409507..1409923	+	417	-		Tmath_1411	-	-	
1409947..1410567	-	621	-		Tmath_1412	-	-	
1410583..1410894	-	312	-		Tmath_1413	-	-	
1411113..1412294	+	1182	-		Tmath_1414	-	-	
1412503..1413300	-	798	-		Tmath_1416	-	-	
1413297..1414085	-	789	-		Tmath_1417	-	-	
1414082..1415257	-	1176	-		Tmath_1418	-	-	
1415254..1415865	-	612	-		Tmath_1419	-	-	
1415867..1416649	-	783	-		Tmath_1420	-	-	
1416649..1417665	-	1017	-		Tmath_1421	-	-	
1417646..1418233	-	588	-		Tmath_1422	-	-	
1418233..1419660	-	1428	-		Tmath_1423	-	-	
1420037..1420330	-	294	-		Tmath_1424	-	-	
1420343..1421533	-	1191	-		Tmath_1425	-	-	
1421545..1422315	-	771	-		Tmath_1426	-	-	
1422379..1423419	-	1041	-		Tmath_1427	-	-	
1423625..1424272	-	648	-		Tmath_1428	-	-	
1424414..1424695	-	282	-		Tmath_1429	-	-	
1424700..1426085	-	1386	-		Tmath_1430	-	-	
1426218..1427513	-	1296	-		Tmath_1431	-	-	
1427560..1430358	-	2799	-		Tmath_1432	-	-	
1430761..1431006	-	246	-		Tmath_1433	-	-	
1430996..1431481	-	486	-		Tmath_1434	-	-	
1431510..1432256	-	747	-		Tmath_1435	-	-	
1432253..1432561	-	309	-		Tmath_1436	-	-	
1432572..1432985	-	414	-		Tmath_1437	-	-	
1432989..1433597	-	609	-		Tmath_1438	-	-	
1433701..1434888	-	1188	-		Tmath_1439	-	-	
1435149..1435526	-	378	-		Tmath_1440	-	-	
1435747..1436880	-	1134	-		Tmath_1441	-	-	
1436916..1438538	-	1623	-		Tmath_1442	-	-	
1438561..1439811	-	1251	-		Tmath_1443	-	-	
1440247..1440322	-	76	-		Tmath_R0043	-	-	
1440377..1441855	-	1479	-		Tmath_1444	-	-	
1441978..1442970	-	993	-		Tmath_1445	-	-	
1442986..1443582	-	597	-		Tmath_1446	-	-	
1443600..1444919	-	1320	-		Tmath_1447	-	-	
1444924..1446240	-	1317	-		Tmath_1448	-	-	
1446299..1446763	-	465	-		Tmath_1449	-	-	
1446776..1447207	-	432	-		Tmath_1450	-	-	
1447217..1447420	-	204	-		Tmath_1451	-	-	
1447430..1448335	-	906	-		Tmath_1452	-	-	
1448332..1449465	-	1134	-		Tmath_1453	-	-	
1449443..1450147	-	705	-		Tmath_1454	-	-	
1450246..1450899	-	654	-		Tmath_1455	-	-	
1450914..1451663	-	750	-		Tmath_1456	-	-	
1452587..1453486	-	900	-		Tmath_1458	-	-	
1453658..1454542	-	885	-		Tmath_1459	-	-	
1454622..1455992	-	1371	-		Tmath_1460	-	-	
1455992..1456696	-	705	-		Tmath_1461	-	-	
1456744..1457220	-	477	-		Tmath_1462	-	-	
1457282..1457533	-	252	-		Tmath_1463	-	-	
1457608..1458378	-	771	-		Tmath_1464	-	-	
1458448..1459173	-	726	-		Tmath_1465	-	-	
1459188..1460018	-	831	-		Tmath_1466	-	-	
1460194..1461267	-	1074	-		Tmath_1467	-	-	
1461283..1462509	-	1227	-		Tmath_1468	-	-	
1462535..1462879	-	345	-		Tmath_1469	-	-	
1462879..1463601	-	723	-		Tmath_1470	-	-	
1463617..1464327	-	711	-		Tmath_1471	-	-	
1464385..1465638	-	1254	-		Tmath_1472	-	-	
1465713..1466807	-	1095	-		Tmath_1473	-	-	
1466815..1467921	-	1107	-		Tmath_1474	-	-	
1467926..1469290	-	1365	-		Tmath_1475	-	-	
1469303..1470253	-	951	-		Tmath_1476	-	-	
1470255..1471640	-	1386	-		Tmath_1477	-	-	
1471637..1473088	-	1452	-		Tmath_1478	-	-	
1473173..1475248	-	2076	-		Tmath_1479	-	-	
1475261..1475710	-	450	-		Tmath_1480	-	-	
1475739..1476665	-	927	-		Tmath_1481	-	-	
1476678..1477109	-	432	-		Tmath_1482	-	-	
1477264..1478541	-	1278	-		Tmath_1483	-	-	
1478525..1479808	-	1284	-		Tmath_1484	-	-	
1479913..1480467	-	555	-		Tmath_1485	-	-	
1480610..1481701	+	1092	-		Tmath_1486	-	-	
1481731..1482027	-	297	-		Tmath_1487	-	-	
1482213..1483355	-	1143	-		Tmath_1488	-	-	
1483359..1484510	-	1152	-		Tmath_1489	-	-	
1484559..1484825	-	267	-		Tmath_1490	-	-	
1484941..1485612	-	672	-		Tmath_1491	-	-	
1485774..1486076	-	303	-		Tmath_1492	-	-	
1486158..1487006	-	849	-		Tmath_1493	-	-	
1486993..1487679	-	687	-		Tmath_1494	-	-	
1487699..1489135	-	1437	-		Tmath_1495	-	-	
1489205..1490590	+	1386	-		Tmath_1496	-	-	
1490702..1490899	-	198	-		Tmath_1497	-	-	
1490899..1491453	-	555	-		Tmath_1498	-	-	
1491723..1492463	+	741	-		Tmath_1499	-	-	
1492664..1493776	-	1113	-		Tmath_1500	-	-	
1493818..1494672	+	855	-		Tmath_1501	-	-	
1494804..1495082	-	279	-		Tmath_1502	-	-	
1495344..1497371	-	2028	-		Tmath_1503	-	-	
1497595..1497855	+	261	-		Tmath_1504	-	-	
1497857..1498240	+	384	-		Tmath_1505	-	-	
1498465..1498680	+	216	-		Tmath_1506	-	-	
1498664..1499404	+	741	-		Tmath_1507	-	-	
1499410..1499706	+	297	-		Tmath_1508	-	-	
1499703..1499822	+	120	-		Tmath_1509	-	-	
1499806..1500120	+	315	-		Tmath_1510	-	-	
1500183..1501889	+	1707	-		Tmath_1511	-	-	
1501876..1502133	-	258	-		Tmath_1512	-	-	
1502393..1503796	-	1404	-		Tmath_1514	-	-	
1503895..1504512	-	618	-		Tmath_1515	-	-	
1504499..1505665	-	1167	-		Tmath_1516	-	-	
1505800..1505875	-	76	-		Tmath_R0044	-	-	
1505925..1506620	-	696	-		Tmath_1517	-	-	
1506669..1507100	-	432	-		Tmath_1518	-	-	
1507112..1509487	-	2376	-		Tmath_1519	-	-	
1509487..1511847	-	2361	-		Tmath_1520	-	-	
1511858..1512232	-	375	-		Tmath_1521	-	-	
1512337..1514721	-	2385	-		Tmath_1522	-	-	
1514734..1515741	-	1008	-		Tmath_1523	-	-	
1516046..1516810	-	765	-		Tmath_1524	-	-	
1516863..1517222	-	360	-		Tmath_1525	-	-	
1517243..1517440	-	198	-		Tmath_1526	-	-	
1517468..1518019	-	552	-		Tmath_1527	-	-	
1518280..1519332	-	1053	-		Tmath_1528	-	-	
1519344..1520585	-	1242	-		Tmath_1529	-	-	
1520688..1522592	-	1905	-		Tmath_1530	-	-	
1522885..1523484	-	600	-		Tmath_1531	-	-	
1523568..1524446	-	879	-		Tmath_1532	-	-	
1524502..1525236	-	735	-		Tmath_1533	-	-	
1525411..1525746	-	336	-		Tmath_1534	-	-	
1525852..1525926	-	75	-		Tmath_R0045	-	-	
1525931..1526006	-	76	-		Tmath_R0046	-	-	
1526012..1526087	-	76	-		Tmath_R0047	-	-	
1526093..1526169	-	77	-		Tmath_R0048	-	-	
1526171..1526246	-	76	-		Tmath_R0049	-	-	
1526372..1527256	-	885	-		Tmath_1535	-	-	
1527315..1527518	-	204	-		Tmath_1536	-	-	
1527593..1528342	-	750	-		Tmath_1537	-	-	
1528365..1528535	-	171	-		Tmath_1538	-	-	
1528537..1530018	-	1482	-		Tmath_1539	-	-	
1530117..1530338	-	222	-		Tmath_1540	-	-	
1530392..1530856	-	465	-		Tmath_1541	-	-	
1530834..1531025	-	192	-		Tmath_1542	-	-	
1530997..1531770	-	774	-		Tmath_1543	-	-	
1531933..1532009	-	77	-		Tmath_R0050	-	-	
1533005..1533526	-	522	-		Tmath_1545	-	-	
1533865..1534875	-	1011	-		Tmath_1546	-	-	
1534912..1535106	-	195	-		Tmath_1547	-	-	
1535189..1535479	-	291	-		Tmath_1548	-	-	
1535764..1537158	-	1395	-		Tmath_1549	-	-	
1537453..1537528	-	76	-		Tmath_R0051	-	-	
1537547..1537623	-	77	-		Tmath_R0052	-	-	
1537680..1538636	-	957	-		Tmath_1550	-	-	
1538701..1539402	-	702	-		Tmath_1551	-	-	
1539571..1539869	-	299	-	rnpB	Tmath_R0053	-	-	
1539981..1541096	-	1116	-		Tmath_1552	-	-	
1541056..1541760	-	705	-		Tmath_1553	-	-	
1541823..1541898	-	76	-		Tmath_R0054	-	-	
1541905..1541979	-	75	-		Tmath_R0055	-	-	
1542028..1543101	-	1074	-		Tmath_1554	-	-	
1543115..1544920	-	1806	-		Tmath_1555	-	-	
1545069..1546070	-	1002	-		Tmath_1556	-	-	
1546154..1546393	-	240	-		Tmath_1557	-	-	
1546680..1547969	-	1290	-		Tmath_1558	-	-	
1547995..1549539	-	1545	-		Tmath_1559	-	-	
1549552..1550322	-	771	-		Tmath_1560	-	-	
1550312..1551493	-	1182	-		Tmath_1561	-	-	
1551558..1552565	-	1008	-		Tmath_1562	-	-	
1552615..1553697	-	1083	-		Tmath_1563	-	-	
1553778..1555142	-	1365	-		Tmath_1564	-	-	
1555249..1555521	-	273	-		Tmath_1565	-	-	
1555537..1556361	-	825	-		Tmath_1566	-	-	
1556534..1556941	+	408	-		Tmath_1567	-	-	
1557004..1558473	-	1470	-		Tmath_1568	-	-	
1558572..1559213	-	642	-		Tmath_1569	-	-	
1559194..1560336	-	1143	-		Tmath_1570	-	-	
1560563..1560790	-	228	-		Tmath_1571	-	-	
1560874..1561062	-	189	-		Tmath_1572	-	-	
1561185..1561841	-	657	-		Tmath_1573	-	-	
1561898..1563238	-	1341	-		Tmath_1574	-	-	
1563570..1565213	-	1644	-		Tmath_1575	-	-	
1565287..1565464	-	178	-		Tmath_R0056	-	-	
1565591..1566484	+	894	-		Tmath_1576	-	-	
1566479..1567336	-	858	-		Tmath_1577	-	-	
1567424..1567891	+	468	-		Tmath_1578	-	-	
1567880..1568077	-	198	-		Tmath_1579	-	-	
1568310..1568429	+	120	-		Tmath_1580	-	-	
1568463..1569794	-	1332	-		Tmath_1581	-	-	
1569863..1570477	-	615	-		Tmath_1582	-	-	
1570725..1571945	-	1221	-		Tmath_1583	-	-	
1572462..1573247	-	786	-		Tmath_1585	-	-	
1573525..1574877	-	1353	-		Tmath_1586	-	-	
1575112..1575285	+	174	-		Tmath_1587	-	-	
1575290..1575547	+	258	-		Tmath_1588	-	-	
1575561..1576133	+	573	-		Tmath_1589	-	-	
1576150..1576650	-	501	-		Tmath_1590	-	-	
1576619..1579042	-	2424	-		Tmath_1591	-	-	
1579057..1579968	-	912	-		Tmath_1592	-	-	
1580423..1582048	+	1626	-		Tmath_1593	-	-	
1582094..1583449	-	1356	-		Tmath_1594	-	-	
1583629..1584126	+	498	-		Tmath_1595	-	-	
1584429..1585418	-	990	-		Tmath_1597	-	-	
1585434..1586492	-	1059	-		Tmath_1598	-	-	
1586470..1586712	-	243	-		Tmath_1599	-	-	
1586715..1588970	-	2256	-		Tmath_1600	-	-	
1588928..1589584	-	657	-		Tmath_1601	-	-	
1589586..1589927	-	342	-		Tmath_1602	-	-	
1589928..1590299	-	372	-		Tmath_1603	-	-	
1590309..1591391	-	1083	-		Tmath_1604	-	-	
1591384..1591761	-	378	-		Tmath_1605	-	-	
1591758..1592225	-	468	-		Tmath_1606	-	-	
1592231..1593085	-	855	-		Tmath_1607	-	-	
1593082..1594968	-	1887	-		Tmath_1608	-	-	
1595156..1596058	-	903	-		Tmath_1609	-	-	
1596154..1597716	-	1563	-		Tmath_1610	-	-	
1597865..1598779	-	915	-		Tmath_1611	-	-	
1598799..1599437	-	639	-		Tmath_1612	-	-	
1599457..1600569	-	1113	-		Tmath_1613	-	-	
1600826..1601464	-	639	-		Tmath_1614	-	-	
1601791..1603143	+	1353	-		Tmath_1615	-	-	
1603157..1604077	-	921	-		Tmath_1616	-	-	
1604214..1605575	-	1362	-		Tmath_1617	-	-	
1605769..1606185	-	417	-		Tmath_1618	-	-	
1606239..1607990	-	1752	-		Tmath_1619	-	-	
1608013..1608978	-	966	-		Tmath_1620	-	-	
1609053..1609250	-	198	-		Tmath_1621	-	-	
1609332..1612769	-	3438	-		Tmath_1622	-	-	
1612781..1614088	-	1308	-		Tmath_1623	-	-	
1614142..1614408	-	267	-		Tmath_1624	-	-	
1614408..1615364	-	957	-		Tmath_1625	-	-	
1615470..1615703	-	234	-		Tmath_1626	-	-	
1615795..1617519	-	1725	-		Tmath_1627	-	-	
1617534..1618355	-	822	-		Tmath_1628	-	-	
1618457..1619533	-	1077	-		Tmath_1629	-	-	
1619530..1620516	-	987	-		Tmath_1630	-	-	
1620930..1621823	-	894	-		Tmath_1631	-	-	
1621825..1622745	-	921	-		Tmath_1632	-	-	
1622792..1624036	-	1245	-		Tmath_1633	-	-	
1624095..1625675	-	1581	-		Tmath_1634	-	-	
1625860..1626825	-	966	-		Tmath_1635	-	-	
1626833..1627687	-	855	-		Tmath_1636	-	-	
1627695..1628426	-	732	-		Tmath_1637	-	-	
1628439..1629344	-	906	-		Tmath_1638	-	-	
1629493..1629663	-	171	-		Tmath_1639	-	-	
1630043..1630369	+	327	-		Tmath_1640	-	-	
1630366..1630821	+	456	-		Tmath_1641	-	-	
1630833..1631579	-	747	-		Tmath_1642	-	-	
1631703..1634102	-	2400	-		Tmath_1643	-	-	
1634174..1635268	-	1095	-		Tmath_1644	-	-	
1635990..1636142	+	153	-		Tmath_1646	-	-	
1636402..1636626	-	225	-		Tmath_1647	-	-	
1636697..1637332	-	636	-		Tmath_1648	-	-	
1637420..1637776	-	357	-		Tmath_1649	-	-	
1637933..1638619	-	687	-		Tmath_1650	-	-	
1638616..1640694	-	2079	-		Tmath_1651	-	-	
1641082..1642026	-	945	-		Tmath_1652	-	-	
1642028..1642966	-	939	-		Tmath_1653	-	-	
1642969..1644123	-	1155	-		Tmath_1654	-	-	
1644280..1644696	-	417	-		Tmath_1655	-	-	
1644720..1645472	-	753	-		Tmath_1656	-	-	
1645469..1646533	-	1065	-		Tmath_1657	-	-	
1646594..1647736	-	1143	-		Tmath_1658	-	-	
1647881..1649224	-	1344	-		Tmath_1659	-	-	
1649420..1650469	+	1050	-		Tmath_1660	-	-	
1650533..1651351	-	819	-		Tmath_1661	-	-	
1651371..1651715	-	345	-		Tmath_1662	-	-	
1651712..1652587	-	876	-		Tmath_1663	-	-	
1652584..1653432	-	849	-		Tmath_1664	-	-	
1653447..1653809	-	363	-		Tmath_1665	-	-	
1653955..1654320	-	366	-		Tmath_1666	-	-	
1654675..1655100	-	426	-		Tmath_1668	-	-	
1655126..1655257	-	132	-		Tmath_1669	-	-	
1655370..1656446	-	1077	-		Tmath_1670	-	-	
1656589..1657563	-	975	-		Tmath_1671	-	-	
1657651..1658619	-	969	-		Tmath_1672	-	-	
1658686..1660161	-	1476	-		Tmath_1673	-	-	
1660181..1661008	-	828	-		Tmath_1674	-	-	
1661008..1661892	-	885	-		Tmath_1675	-	-	
1661973..1663298	-	1326	-		Tmath_1676	-	-	
1663567..1664223	-	657	-		Tmath_1677	-	-	
1664467..1664769	-	303	-		Tmath_1678	-	-	
1664772..1665167	-	396	-		Tmath_1679	-	-	
1665390..1666997	+	1608	-		Tmath_1680	-	-	
1667010..1668323	-	1314	-		Tmath_1681	-	-	
1668420..1669070	-	651	-		Tmath_1682	-	-	
1669172..1670476	-	1305	-		Tmath_1683	-	-	
1670473..1671588	-	1116	-		Tmath_1684	-	-	
1671756..1672400	-	645	-		Tmath_1685	-	-	
1672384..1674063	-	1680	-		Tmath_1686	-	-	
1674075..1675472	-	1398	-		Tmath_1687	-	-	
1675616..1675723	-	108	-		Tmath_1688	-	-	
1675746..1677692	-	1947	-		Tmath_1689	-	-	
1677826..1679337	-	1512	-		Tmath_1690	-	-	
1679443..1680921	-	1479	-		Tmath_1691	-	-	
1681357..1682256	-	900	-		Tmath_1692	-	-	
1682259..1683161	-	903	-		Tmath_1693	-	-	
1683253..1684605	-	1353	-		Tmath_1694	-	-	
1685507..1690117	-	4611	-		Tmath_1695	-	-	
1690417..1691466	-	1050	-		Tmath_1696	-	-	
1691734..1693047	-	1314	-		Tmath_1697	-	-	
1693354..1694253	+	900	-		Tmath_1698	-	-	
1694553..1695395	-	843	-		Tmath_1699	-	-	
1695419..1696321	-	903	-		Tmath_1700	-	-	
1696402..1697775	-	1374	-		Tmath_1701	-	-	
1698356..1701517	-	3162	-		Tmath_1702	-	-	
1701628..1702521	-	894	-		Tmath_1703	-	-	
1703083..1705320	-	2238	-		Tmath_1704	-	-	
1705324..1707510	-	2187	-		Tmath_1705	-	-	
1707577..1708395	-	819	-		Tmath_1706	-	-	
1708392..1709327	-	936	-		Tmath_1707	-	-	
1709415..1710740	-	1326	-		Tmath_1708	-	-	
1711188..1712093	-	906	-		Tmath_1709	-	-	
1712113..1713303	-	1191	-		Tmath_1710	-	-	
1713318..1714307	-	990	-		Tmath_1711	-	-	
1714313..1715485	-	1173	-		Tmath_1712	-	-	
1715482..1717062	-	1581	-		Tmath_1713	-	-	
1717384..1717941	+	558	-		Tmath_1714	-	-	
1717991..1720393	-	2403	-		Tmath_1715	-	-	
1720417..1721718	-	1302	-		Tmath_1716	-	-	
1721751..1722221	-	471	-		Tmath_1717	-	-	
1722314..1723324	-	1011	-		Tmath_1718	-	-	
1725307..1726707	-	1401	-		Tmath_1721	-	-	
1726709..1728334	-	1626	-		Tmath_1722	-	-	
1728545..1729951	-	1407	-		Tmath_1723	-	-	
1729970..1731454	-	1485	-		Tmath_1724	-	-	
1731439..1732449	-	1011	-		Tmath_1725	-	-	
1732468..1733916	-	1449	-		Tmath_1726	-	-	
1733942..1734697	-	756	-		Tmath_1727	-	-	
1734940..1735911	-	972	-		Tmath_1728	-	-	
1736148..1737074	-	927	-		Tmath_1729	-	-	
1737076..1737825	-	750	-		Tmath_1730	-	-	
1737843..1738892	-	1050	-		Tmath_1731	-	-	
1738907..1739995	-	1089	-		Tmath_1732	-	-	
1740053..1741045	-	993	-		Tmath_1733	-	-	
1741224..1741562	-	339	-		Tmath_1734	-	-	
1741629..1741856	-	228	-		Tmath_1735	-	-	
1741980..1742978	-	999	-		Tmath_1736	-	-	
1744935..1746341	-	1407	-		Tmath_1739	-	-	
1746474..1747073	-	600	-		Tmath_1740	-	-	
1747087..1748565	-	1479	-		Tmath_1741	-	-	
1748578..1749516	-	939	-		Tmath_1742	-	-	
1749513..1750250	-	738	-		Tmath_1743	-	-	
1750266..1751183	-	918	-		Tmath_1744	-	-	
1751332..1752312	+	981	-		Tmath_1745	-	-	
1752413..1752607	-	195	-		Tmath_1746	-	-	
1752631..1754478	-	1848	-		Tmath_1747	-	-	
1754496..1755917	-	1422	-		Tmath_1748	-	-	
1755892..1757136	-	1245	-		Tmath_1749	-	-	
1757147..1757551	-	405	-		Tmath_1750	-	-	
1757561..1760344	-	2784	-		Tmath_1751	-	-	
1760354..1762339	-	1986	-		Tmath_1752	-	-	
1762424..1763149	-	726	-		Tmath_1753	-	-	
1763163..1764407	-	1245	-		Tmath_1754	-	-	
1764417..1765613	-	1197	-		Tmath_1755	-	-	
1765706..1766845	-	1140	-		Tmath_1756	-	-	
1766867..1767778	-	912	-		Tmath_1757	-	-	
1767744..1768430	-	687	-		Tmath_1758	-	-	
1768437..1769486	-	1050	-		Tmath_1759	-	-	
1769743..1770891	-	1149	-		Tmath_1760	-	-	
1771034..1771126	-	93	-		Tmath_1761	-	-	
1771126..1771581	-	456	-		Tmath_1762	-	-	
1772028..1773365	+	1338	-		Tmath_1763	-	-	
1773396..1774004	-	609	-		Tmath_1764	-	-	
1774123..1774198	+	76	-		Tmath_R0057	-	-	
1774210..1774890	-	681	-		Tmath_1765	-	-	
1775347..1775853	-	507	-		Tmath_1768	-	-	
1775959..1777713	-	1755	-		Tmath_1769	-	-	
1777863..1778846	-	984	-		Tmath_1770	-	-	
1778979..1780511	+	1533	-		Tmath_1771	-	-	
1780525..1781226	-	702	-		Tmath_1772	-	-	
1781242..1782708	-	1467	-		Tmath_1773	-	-	
1782937..1783329	-	393	-		Tmath_1774	-	-	
1783344..1783982	-	639	-		Tmath_1775	-	-	
1784001..1784999	-	999	-		Tmath_1776	-	-	
1785396..1787030	-	1635	-		Tmath_1777	-	-	
1787050..1787415	-	366	-		Tmath_1778	-	-	
1787417..1788676	-	1260	-		Tmath_1779	-	-	
1788669..1790177	-	1509	-		Tmath_1780	-	-	
1790340..1791833	-	1494	-		Tmath_1781	-	-	
1791906..1792634	-	729	-		Tmath_1782	-	-	
1792716..1793285	-	570	-		Tmath_1783	-	-	
1793581..1794462	-	882	-		Tmath_1784	-	-	
1794534..1795094	-	561	-		Tmath_1785	-	-	
1795091..1795369	-	279	-		Tmath_1786	-	-	
1795479..1797809	-	2331	-		Tmath_1787	-	-	
1797937..1798863	+	927	-		Tmath_1788	-	-	
1799028..1799963	+	936	-		Tmath_1789	-	-	
1801864..1803105	+	1242	-		Tmath_1791	-	-	
1803137..1803796	-	660	-		Tmath_1792	-	-	
1803819..1804580	-	762	-		Tmath_1793	-	-	
1804581..1805288	-	708	-		Tmath_1794	-	-	
1805279..1805890	-	612	-		Tmath_1795	-	-	
1805953..1806537	-	585	-		Tmath_1796	-	-	
1806534..1807589	-	1056	-		Tmath_1797	-	-	
1807591..1808874	-	1284	-		Tmath_1798	-	-	
1808876..1809514	-	639	-		Tmath_1799	-	-	
1809516..1810658	-	1143	-		Tmath_1800	-	-	
1810999..1811571	+	573	-		Tmath_1801	-	-	
1811620..1811976	+	357	-		Tmath_1802	-	-	
1812410..1813312	-	903	-		Tmath_1803	-	-	
1813309..1814697	-	1389	-		Tmath_1804	-	-	
1814710..1815417	-	708	-		Tmath_1805	-	-	
1815383..1816360	-	978	-		Tmath_1806	-	-	
1816510..1825173	-	8664	-		Tmath_1807	-	-	
1825281..1826660	-	1380	-		Tmath_1808	-	-	
1826713..1827840	-	1128	-		Tmath_1809	-	-	
1828006..1829106	-	1101	-		Tmath_1810	-	-	
1829126..1830409	-	1284	-		Tmath_1811	-	-	
1830438..1831727	-	1290	-		Tmath_1812	-	-	
1832043..1833221	-	1179	-		Tmath_1813	-	-	
1833292..1834353	-	1062	-		Tmath_1814	-	-	
1834418..1835539	-	1122	-		Tmath_1815	-	-	
1835576..1839091	-	3516	-		Tmath_1816	-	-	
1839586..1840035	+	450	-		Tmath_1817	-	-	
1840160..1840855	+	696	-		Tmath_1818	-	-	
1840894..1843194	+	2301	-		Tmath_1819	-	-	
1843596..1844894	+	1299	-		Tmath_1820	-	-	
1845097..1845612	+	516	-		Tmath_1821	-	-	
1845931..1846851	-	921	-		Tmath_1822	-	-	
1846852..1847673	-	822	-		Tmath_1823	-	-	
1847689..1848534	-	846	-		Tmath_1824	-	-	
1848548..1849282	-	735	-		Tmath_1825	-	-	
1849285..1850376	-	1092	-		Tmath_1826	-	-	
1850378..1852390	-	2013	-		Tmath_1827	-	-	
1852505..1852957	-	453	-		Tmath_1828	-	-	
1853055..1853411	-	357	-		Tmath_1829	-	-	
1853408..1853683	-	276	-		Tmath_1830	-	-	
1853781..1854938	-	1158	-		Tmath_1831	-	-	
1854958..1855965	-	1008	-		Tmath_1832	-	-	
1855977..1857509	-	1533	-		Tmath_1833	-	-	
1857472..1857888	-	417	-		Tmath_1834	-	-	
1857983..1858348	-	366	-		Tmath_1835	-	-	
1858611..1858796	-	186	-		Tmath_1836	-	-	
1858968..1859366	+	399	-		Tmath_1837	-	-	
1859437..1861080	-	1644	-		Tmath_1838	-	-	
1861197..1861484	-	288	-		Tmath_1839	-	-	
1861622..1862251	+	630	-		Tmath_1840	-	-	
1862299..1863561	-	1263	-		Tmath_1841	-	-	
1863695..1864507	+	813	-		Tmath_1842	-	-	
1864521..1865444	+	924	-		Tmath_1843	-	-	
1865447..1865836	-	390	-		Tmath_1844	-	-	
1866970..1868451	-	1482	-		Tmath_1845	-	-	
1868898..1869506	+	609	-		Tmath_1846	-	-	
1870552..1870854	-	303	-		Tmath_1848	-	-	
1874022..1874684	-	663	-		Tmath_1855	-	-	
1874694..1876019	-	1326	-		Tmath_1856	-	-	
1876097..1876735	-	639	-		Tmath_1857	-	-	
1877080..1879881	-	2802	-		Tmath_1858	-	-	
1880024..1880917	-	894	-		Tmath_1859	-	-	
1881149..1881415	-	267	-		Tmath_1860	-	-	
1881471..1884572	-	3102	-		Tmath_1861	-	-	
1884607..1886340	-	1734	-		Tmath_1862	-	-	
1886376..1887656	-	1281	-		Tmath_1863	-	-	
1887646..1889190	-	1545	-		Tmath_1864	-	-	
1889232..1889555	-	324	-		Tmath_1865	-	-	
1890765..1891163	+	399	-		Tmath_1866	-	-	
1892164..1893990	-	1827	-		Tmath_1867	-	-	
1894248..1895591	-	1344	-		Tmath_1868	-	-	
1895660..1896259	-	600	-		Tmath_1869	-	-	
1896657..1897550	-	894	-		Tmath_1871	-	-	
1897878..1898435	-	558	-		Tmath_1873	-	-	
1898438..1899190	-	753	-		Tmath_1874	-	-	
1899187..1900254	-	1068	-		Tmath_1875	-	-	
1900270..1900482	-	213	-		Tmath_1876	-	-	
1901186..1902253	-	1068	-		Tmath_1878	-	-	
1902383..1903444	-	1062	-		Tmath_1879	-	-	
1903471..1904367	-	897	-		Tmath_1880	-	-	
1904381..1905451	-	1071	-		Tmath_1881	-	-	
1905646..1906836	-	1191	-		Tmath_1882	-	-	
1906826..1907659	-	834	-		Tmath_1883	-	-	
1907801..1908460	+	660	-		Tmath_1884	-	-	
1908470..1908883	-	414	-		Tmath_1885	-	-	
1909393..1910025	-	633	-		Tmath_1887	-	-	
1910109..1910789	-	681	-		Tmath_1888	-	-	
1910896..1911897	+	1002	-		Tmath_1889	-	-	
1911914..1912828	-	915	-		Tmath_1890	-	-	
1912923..1913198	-	276	-		Tmath_1891	-	-	
1913214..1913396	-	183	-		Tmath_1892	-	-	
1913475..1913789	-	315	-		Tmath_1893	-	-	
1913807..1915327	-	1521	-		Tmath_1894	-	-	
1915417..1916079	-	663	-		Tmath_1895	-	-	
1916490..1918130	-	1641	-		Tmath_1896	-	-	
1918149..1918661	-	513	-		Tmath_1897	-	-	
1918894..1918969	-	76	-		Tmath_R0058	-	-	
1918973..1919058	-	86	-		Tmath_R0059	-	-	
1919339..1919413	-	75	-		Tmath_R0060	-	-	
1919442..1919517	-	76	-		Tmath_R0061	-	-	
1919531..1919607	-	77	-		Tmath_R0062	-	-	
1919630..1919705	-	76	-		Tmath_R0063	-	-	
1919715..1919789	-	75	-		Tmath_R0064	-	-	
1919796..1919870	-	75	-		Tmath_R0065	-	-	
1919880..1919988	-	109	-		Tmath_R0066	-	-	
1920021..1922990	-	2970	-		Tmath_R0067	-	-	
1923060..1923136	-	77	-		Tmath_R0068	-	-	
1923138..1923213	-	76	-		Tmath_R0069	-	-	
1923282..1924806	-	1525	-		Tmath_R0070	-	-	
1925143..1925535	-	393	-		Tmath_1898	-	-	
1925551..1925982	-	432	-		Tmath_1899	-	-	
1926071..1926793	-	723	-		Tmath_1900	-	-	
1926808..1927614	-	807	-		Tmath_1901	-	-	
1927607..1928467	-	861	-		Tmath_1902	-	-	
1928458..1929291	-	834	-		Tmath_1903	-	-	
1929377..1929715	-	339	-		Tmath_1904	-	-	
1929729..1930676	-	948	-		Tmath_1905	-	-	
1930725..1931345	-	621	-		Tmath_1906	-	-	
1931358..1931750	-	393	-		Tmath_1907	-	-	
1931770..1932138	-	369	-		Tmath_1908	-	-	
1932150..1932263	-	114	-		Tmath_1909	-	-	
1932280..1932498	-	219	-		Tmath_1910	-	-	
1932523..1932789	-	267	-		Tmath_1911	-	-	
1932805..1933551	-	747	-		Tmath_1912	-	-	
1933548..1934201	-	654	-		Tmath_1913	-	-	
1934219..1935475	-	1257	-		Tmath_1914	-	-	
1935477..1935920	-	444	-		Tmath_1915	-	-	
1935950..1936453	-	504	-		Tmath_1916	-	-	
1936470..1936838	-	369	-		Tmath_1917	-	-	
1936847..1937389	-	543	-		Tmath_1918	-	-	
1937412..1937810	-	399	-		Tmath_1919	-	-	
1937829..1938014	-	186	-		Tmath_1920	-	-	
1938031..1938570	-	540	-		Tmath_1921	-	-	
1938595..1938918	-	324	-		Tmath_1922	-	-	
1938931..1939299	-	369	-		Tmath_1923	-	-	
1939321..1939575	-	255	-		Tmath_1924	-	-	
1939593..1939802	-	210	-		Tmath_1925	-	-	
1939792..1940226	-	435	-		Tmath_1926	-	-	
1940230..1940895	-	666	-		Tmath_1927	-	-	
1940909..1941244	-	336	-		Tmath_1928	-	-	
1941262..1941543	-	282	-		Tmath_1929	-	-	
1941566..1942393	-	828	-		Tmath_1930	-	-	
1942417..1942710	-	294	-		Tmath_1931	-	-	
1942710..1943330	-	621	-		Tmath_1932	-	-	
1943348..1943980	-	633	-		Tmath_1933	-	-	
1944039..1944347	-	309	-		Tmath_1934	-	-	
1944536..1945738	-	1203	-		Tmath_1935	-	-	
1945877..1945952	-	76	-		Tmath_R0071	-	-	
1946014..1946658	-	645	-		Tmath_1936	-	-	
1946740..1947240	-	501	-		Tmath_1937	-	-	
1947248..1947997	-	750	-		Tmath_1938	-	-	
1948001..1948429	-	429	-		Tmath_1939	-	-	
1948414..1949814	-	1401	-		Tmath_1940	-	-	
1949801..1950466	-	666	-		Tmath_1941	-	-	
1950683..1952176	-	1494	-		Tmath_1942	-	-	
1952505..1952744	-	240	-		Tmath_1943	-	-	
1952834..1954546	-	1713	-		Tmath_1944	-	-	
1954591..1955079	-	489	-		Tmath_1945	-	-	
1955081..1956325	-	1245	-		Tmath_1946	-	-	
1956382..1957074	-	693	-		Tmath_1947	-	-	
1957156..1958259	-	1104	-		Tmath_1948	-	-	
1958542..1958937	+	396	-		Tmath_1949	-	-	
1959083..1960456	-	1374	-		Tmath_1950	-	-	
1960511..1961776	-	1266	-		Tmath_1951	-	-	
1962066..1964339	-	2274	-		Tmath_1952	-	-	
1964448..1965338	-	891	-		Tmath_1953	-	-	
1965335..1966624	-	1290	-		Tmath_1954	-	-	
1966698..1967963	-	1266	-		Tmath_1955	-	-	
1968489..1968953	-	465	-		Tmath_1956	-	-	
1969028..1971478	-	2451	-		Tmath_1957	-	-	
1971491..1972510	-	1020	-		Tmath_1958	-	-	
1972520..1973035	-	516	-		Tmath_1959	-	-	
1973050..1973514	-	465	-		Tmath_1960	-	-	
1973681..1973872	-	192	-		Tmath_1961	-	-	
1973898..1975109	-	1212	-		Tmath_1962	-	-	
1975497..1977542	-	2046	-		Tmath_1963	-	-	
1977659..1979380	-	1722	-		Tmath_1964	-	-	
1979530..1981194	-	1665	-		Tmath_1965	-	-	
1981409..1983721	-	2313	-		Tmath_1966	-	-	
1983902..1984387	-	486	-		Tmath_1967	-	-	
1984403..1985830	-	1428	-		Tmath_1968	-	-	
1985851..1986066	-	216	-		Tmath_1969	-	-	
1986214..1986852	+	639	-		Tmath_1970	-	-	
1986887..1988884	-	1998	-		Tmath_1971	-	-	
1989669..1991396	-	1728	-		Tmath_1973	-	-	
1991597..1992334	-	738	-		Tmath_1974	-	-	
1992331..1993263	-	933	-		Tmath_1975	-	-	
1993281..1994642	-	1362	-		Tmath_1976	-	-	
1994727..1994825	-	99	-		Tmath_1977	-	-	
1996538..1996684	-	147	-		Tmath_1979	-	-	
1996785..1997249	+	465	-		Tmath_1980	-	-	
1997442..1998692	-	1251	-		Tmath_1981	-	-	
1998698..2000059	-	1362	-		Tmath_1982	-	-	
2000173..2000277	-	105	-		Tmath_1983	-	-	
2000471..2001181	+	711	-		Tmath_1984	-	-	
2001488..2001634	-	147	-		Tmath_1985	-	-	
2001735..2002667	+	933	-		Tmath_1986	-	-	
2002833..2003249	+	417	-		Tmath_1987	-	-	
2003246..2003674	+	429	-		Tmath_1988	-	-	
2004467..2005159	-	693	-		Tmath_1992	-	-	
2005170..2005538	-	369	-		Tmath_1993	-	-	
2005542..2006042	-	501	-		Tmath_1994	-	-	
2006039..2006851	-	813	-		Tmath_1995	-	-	
2006864..2007430	-	567	-		Tmath_1996	-	-	
2007538..2009037	-	1500	-		Tmath_1997	-	-	
2009057..2009530	-	474	-		Tmath_1998	-	-	
2009694..2010782	-	1089	-		Tmath_1999	-	-	
2010796..2011704	-	909	-		Tmath_2000	-	-	
2011709..2012233	-	525	-		Tmath_2001	-	-	
2012353..2012577	-	225	-		Tmath_2002	-	-	
2012582..2013772	-	1191	-		Tmath_2003	-	-	
2013774..2015309	-	1536	-		Tmath_2004	-	-	
2015406..2016515	+	1110	-		Tmath_2005	-	-	
2016522..2017289	-	768	-		Tmath_2006	-	-	
2017339..2017866	-	528	-		Tmath_2007	-	-	
2018007..2018402	-	396	-		Tmath_2008	-	-	
2018416..2018682	-	267	-		Tmath_2009	-	-	
2018695..2020245	-	1551	-		Tmath_2010	-	-	
2020497..2020862	-	366	-		Tmath_2011	-	-	
2020873..2022540	-	1668	-		Tmath_2012	-	-	
2022566..2023951	-	1386	-		Tmath_2013	-	-	
2024125..2025960	-	1836	-		Tmath_2014	-	-	
2026032..2026577	-	546	-		Tmath_2015	-	-	
2026582..2027976	-	1395	-		Tmath_2016	-	-	
2028179..2030530	-	2352	-		Tmath_2017	-	-	
2030678..2030752	-	75	-		Tmath_R0072	-	-	
2030821..2031348	-	528	-		Tmath_2018	-	-	
2031572..2032513	-	942	-		Tmath_2019	-	-	
2032711..2033094	+	384	-		Tmath_2020	-	-	
2033103..2033507	-	405	-		Tmath_2021	-	-	
2033627..2033788	+	162	-		Tmath_2022	-	-	
2033812..2037327	-	3516	-		Tmath_2023	-	-	
2037741..2039642	-	1902	-		Tmath_2024	-	-	
2039893..2040231	-	339	-		Tmath_2025	-	-	
2040228..2040887	-	660	-		Tmath_2026	-	-	
2041610..2043988	+	2379	-		Tmath_2027	-	-	
2044188..2045342	-	1155	-		Tmath_2028	-	-	
2045700..2045828	-	129	-		Tmath_2030	-	-	
2045806..2045931	-	126	-		Tmath_2031	-	-	
2045969..2047939	-	1971	-		Tmath_2032	-	-	
2047959..2048324	-	366	-		Tmath_2033	-	-	
2049073..2050011	-	939	-		Tmath_2036	-	-	
2050764..2051099	-	336	-		Tmath_2038	-	-	
2051453..2051701	-	249	-		Tmath_2039	-	-	
2051794..2052768	-	975	-		Tmath_2041	-	-	
2052874..2054445	-	1572	-		Tmath_2042	-	-	
2054399..2055364	-	966	-		Tmath_2043	-	-	
2055414..2055827	-	414	-		Tmath_2044	-	-	
2055965..2056546	-	582	-		Tmath_2045	-	-	
2058536..2058612	-	77	-		Tmath_R0073	-	-	
2058620..2058696	-	77	-		Tmath_R0074	-	-	
2058701..2058790	-	90	-		Tmath_R0075	-	-	
2058887..2059792	-	906	-		Tmath_2049	-	-	
2059873..2060295	-	423	-		Tmath_2050	-	-	
2060383..2060670	-	288	-		Tmath_2051	-	-	
2060742..2061218	-	477	-		Tmath_2052	-	-	
2061296..2062915	+	1620	-		Tmath_2053	-	-	
2062919..2063548	-	630	-		Tmath_2054	-	-	
2063565..2064233	-	669	-		Tmath_2055	-	-	
2064332..2064628	-	297	-		Tmath_2056	-	-	
2064728..2065708	-	981	-		Tmath_2057	-	-	
2065764..2066009	-	246	-		Tmath_2058	-	-	
2066066..2066341	-	276	-		Tmath_2059	-	-	
2066421..2067908	-	1488	-		Tmath_2060	-	-	
2068060..2069376	+	1317	-		Tmath_2061	-	-	
2069389..2070630	+	1242	-		Tmath_2062	-	-	
2070641..2071867	-	1227	-		Tmath_2063	-	-	
2071864..2073288	-	1425	-		Tmath_2064	-	-	
2073678..2074055	+	378	-		Tmath_2065	-	-	
2074131..2074547	-	417	-		Tmath_2066	-	-	
2074687..2075613	-	927	-		Tmath_2067	-	-	
2075634..2076671	-	1038	-		Tmath_2068	-	-	
2076709..2077677	-	969	-		Tmath_2069	-	-	
2077691..2078245	-	555	-		Tmath_2070	-	-	
2078217..2078597	-	381	-		Tmath_2071	-	-	
2078622..2080412	-	1791	-		Tmath_2072	-	-	
2080766..2081521	-	756	-		Tmath_2073	-	-	
2081903..2083468	+	1566	-		Tmath_2074	-	-	
2083723..2086443	-	2721	-		Tmath_2075	-	-	
2086903..2087553	-	651	-		Tmath_2076	-	-	
2087804..2088466	-	663	-		Tmath_2077	-	-	
2088454..2089326	-	873	-		Tmath_2078	-	-	
2089330..2089704	-	375	-		Tmath_2079	-	-	
2089917..2090117	+	201	-		Tmath_2080	-	-	
2090114..2090512	+	399	-		Tmath_2081	-	-	
2090644..2090913	+	270	-		Tmath_2082	-	-	
2091044..2092360	-	1317	-		Tmath_2083	-	-	
2092341..2093573	-	1233	-		Tmath_2084	-	-	
2093587..2096805	-	3219	-		Tmath_2085	-	-	
2096792..2097880	-	1089	-		Tmath_2086	-	-	
2097864..2099048	-	1185	-		Tmath_2087	-	-	
2099035..2099934	-	900	-		Tmath_2088	-	-	
2099931..2101151	-	1221	-		Tmath_2089	-	-	
2101198..2102232	-	1035	-		Tmath_2090	-	-	
2102611..2103789	-	1179	-		Tmath_2091	-	-	
2103773..2105509	-	1737	-		Tmath_2092	-	-	
2106009..2107220	-	1212	-		Tmath_2093	-	-	
2107636..2108694	+	1059	-		Tmath_2094	-	-	
2108889..2109767	+	879	-		Tmath_2095	-	-	
2109754..2111154	+	1401	-		Tmath_2096	-	-	
2111374..2113086	-	1713	-		Tmath_2097	-	-	
2113787..2113915	-	129	-		Tmath_2098	-	-	
2114258..2115046	-	789	-		Tmath_2099	-	-	
2116075..2116293	-	219	-		Tmath_2101	-	-	
2117526..2120213	-	2688	-		Tmath_2103	-	-	
2120812..2121348	-	537	-		Tmath_2104	-	-	
2121594..2122232	-	639	-		Tmath_2105	-	-	
2122519..2124402	-	1884	-		Tmath_2106	-	-	
2124399..2126624	-	2226	-		Tmath_2107	-	-	
2126699..2127145	-	447	-		Tmath_2108	-	-	
2127307..2127774	-	468	-		Tmath_2109	-	-	
2128079..2130697	+	2619	-		Tmath_2110	-	-	
2130719..2132002	-	1284	-		Tmath_2111	-	-	
2132279..2133412	-	1134	-		Tmath_2112	-	-	
2133549..2134223	-	675	-		Tmath_2113	-	-	
2134732..2136474	+	1743	-		Tmath_2114	-	-	
2136536..2137501	+	966	-		Tmath_2115	-	-	
2137514..2138434	+	921	-		Tmath_2116	-	-	
2138446..2139429	+	984	-		Tmath_2117	-	-	
2139426..2140391	+	966	-		Tmath_2118	-	-	
2140848..2141483	-	636	-		Tmath_2119	-	-	
2141539..2143224	-	1686	-		Tmath_2120	-	-	
2143226..2143672	-	447	-		Tmath_2121	-	-	
2143676..2144755	-	1080	-		Tmath_2122	-	-	
2144889..2145086	-	198	-		Tmath_2123	-	-	
2145152..2146486	-	1335	-		Tmath_2124	-	-	
2146496..2147206	-	711	-		Tmath_2125	-	-	
2147300..2147935	-	636	-		Tmath_2126	-	-	
2148005..2149156	-	1152	-		Tmath_2127	-	-	
2149140..2150249	-	1110	-		Tmath_2128	-	-	
2150236..2151837	-	1602	-		Tmath_2129	-	-	
2151848..2152060	-	213	-		Tmath_2130	-	-	
2152128..2152856	-	729	-		Tmath_2131	-	-	
2152862..2153548	-	687	-		Tmath_2132	-	-	
2153541..2154410	-	870	-		Tmath_2133	-	-	
2154518..2156044	-	1527	-		Tmath_2134	-	-	
2156132..2156401	-	270	-		Tmath_2135	-	-	
2156589..2157443	-	855	-		Tmath_2136	-	-	
2157516..2158067	-	552	-		Tmath_2137	-	-	
2158168..2159073	-	906	-		Tmath_2138	-	-	
2159189..2162680	-	3492	-		Tmath_2139	-	-	
2162686..2163054	-	369	-		Tmath_2140	-	-	
2163072..2163641	-	570	-		Tmath_2141	-	-	
2163767..2165137	-	1371	-		Tmath_2142	-	-	
2165394..2166806	-	1413	-		Tmath_2143	-	-	
2166809..2167492	-	684	-		Tmath_2144	-	-	
2167577..2168527	-	951	-		Tmath_2145	-	-	
2168533..2169894	-	1362	-		Tmath_2146	-	-	
2170009..2170287	-	279	-		Tmath_2147	-	-	
2170522..2171346	-	825	-		Tmath_2148	-	-	
2171524..2172918	+	1395	-		Tmath_2149	-	-	
2172995..2173183	-	189	-		Tmath_2150	-	-	
2173285..2173386	-	102	-		Tmath_2151	-	-	
2173373..2173711	-	339	-		Tmath_2152	-	-	
2173773..2174786	-	1014	-		Tmath_2153	-	-	
2174891..2175799	-	909	-		Tmath_2154	-	-	
2175963..2176400	+	438	-		Tmath_2155	-	-	
2176593..2176856	+	264	-		Tmath_2156	-	-	
2176846..2177289	+	444	-		Tmath_2157	-	-	
2177491..2178849	-	1359	-		Tmath_2158	-	-	
2178871..2179326	-	456	-		Tmath_2159	-	-	
2179323..2180255	-	933	-		Tmath_2160	-	-	
2180221..2181051	-	831	-		Tmath_2161	-	-	
2181222..2183621	-	2400	-		Tmath_2162	-	-	
2183835..2185421	-	1587	-		Tmath_2163	-	-	
2185679..2187112	+	1434	-		Tmath_2164	-	-	
2187135..2189105	-	1971	-		Tmath_2165	-	-	
2189185..2189598	-	414	-		Tmath_2166	-	-	
2189586..2189867	-	282	-		Tmath_2167	-	-	
2189973..2191574	-	1602	-		Tmath_2168	-	-	
2191931..2192749	+	819	-		Tmath_2169	-	-	
2192944..2195433	-	2490	-		Tmath_2170	-	-	
2195571..2195759	-	189	-		Tmath_2171	-	-	
2195704..2195835	-	132	-		Tmath_2172	-	-	
2195909..2197510	-	1602	-		Tmath_2173	-	-	
2197514..2198602	-	1089	-		Tmath_2174	-	-	
2198979..2200349	-	1371	-		Tmath_2176	-	-	
2200439..2201365	-	927	-		Tmath_2177	-	-	
2201358..2202410	-	1053	-		Tmath_2178	-	-	
2202413..2203669	-	1257	-		Tmath_2179	-	-	
2203682..2204122	-	441	-		Tmath_2180	-	-	
2204515..2205930	+	1416	-		Tmath_2181	-	-	
2205967..2206746	-	780	-		Tmath_2182	-	-	
2207069..2207332	-	264	-		Tmath_2183	-	-	
2207349..2208341	-	993	-		Tmath_2184	-	-	
2208338..2208835	-	498	-		Tmath_2185	-	-	
2209619..2210530	+	912	-		Tmath_2187	-	-	
2210635..2211180	+	546	-		Tmath_2188	-	-	
2211672..2212349	+	678	-		Tmath_2190	-	-	
2212414..2212968	-	555	-		Tmath_2191	-	-	
2213052..2213177	-	126	-		Tmath_2192	-	-	
2217893..2220247	-	2355	-		Tmath_2196	-	-	
2220231..2220944	-	714	-		Tmath_2197	-	-	
2220957..2221871	-	915	-		Tmath_2198	-	-	
2221855..2223633	-	1779	-		Tmath_2199	-	-	
2223652..2224395	-	744	-		Tmath_2200	-	-	
2224883..2225191	-	309	-		Tmath_2201	-	-	
2225708..2226979	+	1272	-		Tmath_2202	-	-	
2227020..2227433	-	414	-		Tmath_2203	-	-	
2227430..2228659	-	1230	-		Tmath_2204	-	-	
2228656..2229705	-	1050	-		Tmath_2205	-	-	
2229716..2231119	-	1404	-		Tmath_2206	-	-	
2231139..2231885	-	747	-		Tmath_2207	-	-	
2232073..2232357	-	285	-		Tmath_2208	-	-	
2232447..2233031	-	585	-		Tmath_2209	-	-	
2233246..2234241	-	996	-		Tmath_2210	-	-	
2234213..2235088	-	876	-		Tmath_2211	-	-	
2235103..2236323	-	1221	-		Tmath_2212	-	-	
2236451..2236852	+	402	-		Tmath_2213	-	-	
2236843..2237310	-	468	-		Tmath_2214	-	-	
2237328..2237495	-	168	-		Tmath_2215	-	-	
2237506..2238609	-	1104	-		Tmath_2216	-	-	
2238676..2239929	-	1254	-		Tmath_2217	-	-	
2240054..2240884	-	831	-		Tmath_2218	-	-	
2240888..2242177	-	1290	-		Tmath_2219	-	-	
2242190..2242585	-	396	-		Tmath_2220	-	-	
2242673..2244379	-	1707	-		Tmath_2221	-	-	
2244363..2245058	-	696	-		Tmath_2222	-	-	
2245120..2245926	-	807	-		Tmath_2223	-	-	
2246248..2247603	-	1356	-		Tmath_2224	-	-	
2247832..2248806	+	975	-		Tmath_2225	-	-	
2248799..2249782	+	984	-		Tmath_2226	-	-	
2249779..2251221	-	1443	-		Tmath_2227	-	-	
2251629..2252876	-	1248	-		Tmath_2228	-	-	
2252964..2253917	-	954	-		Tmath_2229	-	-	
2253968..2254195	-	228	-		Tmath_2230	-	-	
2254265..2254340	-	76	-		Tmath_R0076	-	-	
2254450..2255730	-	1281	-		Tmath_2231	-	-	
2255746..2257128	-	1383	-		Tmath_2232	-	-	
2257316..2258563	-	1248	-		Tmath_2233	-	-	
2258619..2258789	-	171	-		Tmath_2234	-	-	
2259108..2260916	-	1809	-		Tmath_2235	-	-	
2261267..2261368	-	102	-		Tmath_2236	-	-	
2261384..2262961	-	1578	-		Tmath_2237	-	-	
2263155..2263850	+	696	-		Tmath_2238	-	-	
2263894..2264412	-	519	-		Tmath_2239	-	-	
2264409..2264999	-	591	-		Tmath_2240	-	-	
2265208..2265831	-	624	-		Tmath_2241	-	-	
2265837..2267216	-	1380	-		Tmath_2242	-	-	
2267209..2268981	-	1773	-		Tmath_2243	-	-	
2268978..2269307	-	330	-		Tmath_2244	-	-	
2269300..2270304	-	1005	-		Tmath_2245	-	-	
2270310..2270912	-	603	-		Tmath_2246	-	-	
2270925..2271407	-	483	-		Tmath_2247	-	-	
2271408..2273381	-	1974	-		Tmath_2248	-	-	
2273368..2273691	-	324	-		Tmath_2249	-	-	
2273956..2275185	-	1230	-		Tmath_2250	-	-	
2275405..2276775	-	1371	-		Tmath_2251	-	-	
2277280..2278431	-	1152	-		Tmath_2253	-	-	
2279068..2279784	-	717	-		Tmath_2254	-	-	
2279799..2280218	-	420	-		Tmath_2255	-	-	
2281138..2281815	-	678	-		Tmath_2258	-	-	
2281852..2283180	-	1329	-		Tmath_2259	-	-	
2283203..2283646	-	444	-		Tmath_2260	-	-	
2283643..2285610	-	1968	-		Tmath_2261	-	-	
2285637..2286545	-	909	-		Tmath_2262	-	-	
2286550..2286855	-	306	-		Tmath_2263	-	-	
2286936..2287205	-	270	-		Tmath_2264	-	-	
2287220..2287672	-	453	-		Tmath_2265	-	-	
2287703..2287990	-	288	-		Tmath_2266	-	-	
2288058..2288264	-	207	-		Tmath_2267	-	-	
2288339..2289193	-	855	-		Tmath_2268	-	-	
2289344..2289901	+	558	-		Tmath_2269	-	-	
2289904..2292534	-	2631	-		Tmath_2270	-	-	
2292531..2293352	-	822	-		Tmath_2271	-	-	
2293820..2294323	-	504	-		Tmath_2273	-	-	
2294343..2295485	-	1143	-		Tmath_2274	-	-	
2295855..2296715	-	861	-		Tmath_2275	-	-	
2296740..2297507	-	768	-		Tmath_2276	-	-	
2297626..2298432	-	807	-		Tmath_2277	-	-	
2298535..2298981	-	447	-		Tmath_2278	-	-	
2299607..2300329	-	723	-		Tmath_2280	-	-	
2300310..2302211	-	1902	-		Tmath_2281	-	-	
2302220..2303608	-	1389	-		Tmath_2282	-	-	
2303695..2304315	-	621	-		Tmath_2283	-	-	
2304317..2304937	-	621	-		Tmath_2284	-	-	
2304955..2305164	-	210	-		Tmath_2285	-	-	
2305161..2305511	-	351	-		Tmath_2286	-	-	
2305548..2305682	-	135	-		Tmath_2287	-	-