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test-dynap.ref @ 430

Last change on this file since 430 was 430, checked in by touze, 11 years ago
import madx-5.01.00
File size: 79.1 KB

Line
1
2	+++++++++++++++++++++++++++++++++++++++++++
3	+ MAD-X 5.00.19 (64 bit, Darwin) +
4	+ DEBUG Version - use at own risk! +
5	+ Code Modification Date: 2012.12.11 +
6	+ Execution Time Stamp: 18.02.13 18.46.07 +
7	+++++++++++++++++++++++++++++++++++++++++++
8	Option, -echo,-info,-warn;
9
10	npara_1 = 15.47737402 ;
11	npara_2 = 16.01107657 ;
12	npara_5 = 15.47737402 ;
13	npara_8 = 16.01107657 ;
14	long_a = 0.020405 ;
15	long_b = 0.0539 ;
16	makethin: slicing sequence : lhcb1
17	makethin: slicing sequence : lhcb2
18	enter Twiss module
19
20	iteration: 1 error: 8.750387E-04 deltap: 0.000000E+00
21	orbit: -4.930721E-04 1.091419E-05 2.269338E-06 1.446057E-04 0.000000E+00 0.000000E+00
22
23	iteration: 2 error: 2.663938E-05 deltap: 0.000000E+00
24	orbit: -5.000000E-04 -3.147371E-09 -1.183569E-10 1.424981E-04 0.000000E+00 0.000000E+00
25
26	iteration: 3 error: 4.337991E-09 deltap: 0.000000E+00
27	orbit: -5.000000E-04 4.852583E-15 6.363372E-15 1.425000E-04 0.000000E+00 0.000000E+00
28
29	++++++ table: summ
30
31	length orbit5 alfa gammatr
32	26658.8832 -0 0.0003168553684 56.17841282
33
34	q1 dq1 betxmax dxmax
35	64.31000109 1.884854804 4433.753982 2.894670651
36
37	dxrms xcomax xcorms q2
38	1.350959804 0.01143909564 0.001084569987 59.32000027
39
40	dq2 betymax dymax dyrms
41	2.136706339 4433.753982 1.152860046 0.1645493033
42
43	ycomax ycorms deltap synch_1
44	0.008279776355 0.0008511532798 0 0
45
46	synch_2 synch_3 synch_4 synch_5
47	0 0 0 0
48	enter Twiss module
49
50	iteration: 1 error: 8.560154E-04 deltap: 0.000000E+00
51	orbit: 4.909808E-04 1.080914E-06 -3.258877E-06 -1.465257E-04 0.000000E+00 0.000000E+00
52
53	iteration: 2 error: 1.377126E-05 deltap: 0.000000E+00
54	orbit: 4.999983E-04 -2.590849E-10 1.282237E-09 -1.424999E-04 0.000000E+00 0.000000E+00
55
56	iteration: 3 error: 3.145287E-09 deltap: 0.000000E+00
57	orbit: 5.000000E-04 -5.001955E-14 -8.221311E-15 -1.425000E-04 0.000000E+00 0.000000E+00
58
59	++++++ table: summ
60
61	length orbit5 alfa gammatr
62	26658.8832 -0 0.000316560054 56.20461074
63
64	q1 dq1 betxmax dxmax
65	64.30999909 2.043094364 4433.753982 3.240669733
66
67	dxrms xcomax xcorms q2
68	1.371870521 0.01143909564 0.001091636247 59.31999927
69
70	dq2 betymax dymax dyrms
71	1.907393204 4433.753982 1.437529033 0.2441699224
72
73	ycomax ycorms deltap synch_1
74	0.008279776355 0.0008520064901 0 0
75
76	synch_2 synch_3 synch_4 synch_5
77	0 0 0 0
78	assign,echo="temp.bb.install",truncate;
79
80
81
82	!--- ip1
83
84	if (on_ho1 <> 0)
85
86	{
87
88	exec, mkho(1);
89
90	exec, sbhomk(1);
91
92	}
93
94	if (on_lr1l <> 0 \|\| on_lr1r <> 0)
95
96	{
97
98	n=1; ! counter
99
100	while (n < npara_1)
101
102	{
103
104	exec, mkl(1,$n);
105
106	exec, sbl(1,$n);
107
108	n=n+1;
109
110	};
111
112	}
113
114	if (on_lr1r <> 0 \|\| on_lr1l <> 0)
115
116	{
117
118	n=1; ! counter
119
120	while (n < npara_1)
121
122	{
123
124	exec, mkr(1,$n);
125
126	exec, sbr(1,$n);
127
128	n=n+1;
129
130	};
131
132	}
133
134	!--- ip5
135
136	if (on_ho5 <> 0)
137
138	{
139
140	exec, mkho(5);
141
142	exec, sbhomk(5);
143
144	}
145
146	if (on_lr5l <> 0 \|\| on_lr5r <> 0)
147
148	{
149
150	n=1; ! counter
151
152	while (n < npara_5)
153
154	{
155
156	exec, mkl(5,$n);
157
158	exec, sbl(5,$n);
159
160	n=n+1;
161
162	};
163
164	}
165
166	if (on_lr5r <> 0 \|\| on_lr5l <> 0)
167
168	{
169
170	n=1; ! counter
171
172	while (n < npara_5)
173
174	{
175
176	exec, mkr(5,$n);
177
178	exec, sbr(5,$n);
179
180	n=n+1;
181
182	};
183
184	}
185
186	!--- ip2
187
188	if (on_ho2 <> 0)
189
190	{
191
192	exec, mkho(2);
193
194	exec, sbhomk(2);
195
196	}
197
198	if (on_lr2l <> 0 \|\| on_lr2r <> 0)
199
200	{
201
202	n=1; ! counter
203
204	while (n < npara_2)
205
206	{
207
208	exec, mkl(2,$n);
209
210	exec, sbl(2,$n);
211
212	n=n+1;
213
214	};
215
216	}
217
218	if (on_lr2r <> 0 \|\| on_lr2l <> 0)
219
220	{
221
222	n=1; ! counter
223
224	while (n < npara_2)
225
226	{
227
228	exec, mkr(2,$n);
229
230	exec, sbr(2,$n);
231
232	n=n+1;
233
234	};
235
236	}
237
238	!--- ip8
239
240	if (on_ho8 <> 0)
241
242	{
243
244	exec, mkho(8);
245
246	exec, sbhomk(8);
247
248	}
249
250	if (on_lr8l <> 0 \|\| on_lr8r <> 0)
251
252	{
253
254	n=1; ! counter
255
256	while (n < npara_8)
257
258	{
259
260	exec, mkl(8,$n);
261
262	exec, sbl(8,$n);
263
264	n=n+1;
265
266	};
267
268	}
269
270	if (on_lr8r <> 0 \|\| on_lr8l <> 0)
271
272	{
273
274	n=1; ! counter
275
276	while (n < npara_8)
277
278	{
279
280	exec, mkr(8,$n);
281
282	exec, sbr(8,$n);
283
284	n=n+1;
285
286	};
287
288	}
289
290
291
292	assign,echo=terminal;
293
294	call,file="temp.bb.install";
295
296	mkip1l2: bbmarker;
297
298	mkip1l1: bbmarker;
299
300	mkip1: bbmarker;
301
302	mkip1r1: bbmarker;
303
304	mkip1r2: bbmarker;
305
306	savebeta, label=r1ip1l2, place=mkip1l2;
307
308	savebeta, label=r1ip1l1, place=mkip1l1;
309
310	savebeta, label=r1ip1, place=mkip1;
311
312	savebeta, label=r1ip1r1, place=mkip1r1;
313
314	savebeta, label=r1ip1r2, place=mkip1r2;
315
316	mkip1pl1: bbmarker;
317
318	savebeta, label=r1ip1pl1, place=mkip1pl1;
319
320	mkip1pl2: bbmarker;
321
322	savebeta, label=r1ip1pl2, place=mkip1pl2;
323
324	mkip1pl3: bbmarker;
325
326	savebeta, label=r1ip1pl3, place=mkip1pl3;
327
328	mkip1pl4: bbmarker;
329
330	savebeta, label=r1ip1pl4, place=mkip1pl4;
331
332	mkip1pl5: bbmarker;
333
334	savebeta, label=r1ip1pl5, place=mkip1pl5;
335
336	mkip1pl6: bbmarker;
337
338	savebeta, label=r1ip1pl6, place=mkip1pl6;
339
340	mkip1pl7: bbmarker;
341
342	savebeta, label=r1ip1pl7, place=mkip1pl7;
343
344	mkip1pl8: bbmarker;
345
346	savebeta, label=r1ip1pl8, place=mkip1pl8;
347
348	mkip1pl9: bbmarker;
349
350	savebeta, label=r1ip1pl9, place=mkip1pl9;
351
352	mkip1pl10: bbmarker;
353
354	savebeta, label=r1ip1pl10, place=mkip1pl10;
355
356	mkip1pl11: bbmarker;
357
358	savebeta, label=r1ip1pl11, place=mkip1pl11;
359
360	mkip1pl12: bbmarker;
361
362	savebeta, label=r1ip1pl12, place=mkip1pl12;
363
364	mkip1pl13: bbmarker;
365
366	savebeta, label=r1ip1pl13, place=mkip1pl13;
367
368	mkip1pl14: bbmarker;
369
370	savebeta, label=r1ip1pl14, place=mkip1pl14;
371
372	mkip1pl15: bbmarker;
373
374	savebeta, label=r1ip1pl15, place=mkip1pl15;
375
376	mkip1pr1: bbmarker;
377
378	savebeta, label=r1ip1pr1, place=mkip1pr1;
379
380	mkip1pr2: bbmarker;
381
382	savebeta, label=r1ip1pr2, place=mkip1pr2;
383
384	mkip1pr3: bbmarker;
385
386	savebeta, label=r1ip1pr3, place=mkip1pr3;
387
388	mkip1pr4: bbmarker;
389
390	savebeta, label=r1ip1pr4, place=mkip1pr4;
391
392	mkip1pr5: bbmarker;
393
394	savebeta, label=r1ip1pr5, place=mkip1pr5;
395
396	mkip1pr6: bbmarker;
397
398	savebeta, label=r1ip1pr6, place=mkip1pr6;
399
400	mkip1pr7: bbmarker;
401
402	savebeta, label=r1ip1pr7, place=mkip1pr7;
403
404	mkip1pr8: bbmarker;
405
406	savebeta, label=r1ip1pr8, place=mkip1pr8;
407
408	mkip1pr9: bbmarker;
409
410	savebeta, label=r1ip1pr9, place=mkip1pr9;
411
412	mkip1pr10: bbmarker;
413
414	savebeta, label=r1ip1pr10, place=mkip1pr10;
415
416	mkip1pr11: bbmarker;
417
418	savebeta, label=r1ip1pr11, place=mkip1pr11;
419
420	mkip1pr12: bbmarker;
421
422	savebeta, label=r1ip1pr12, place=mkip1pr12;
423
424	mkip1pr13: bbmarker;
425
426	savebeta, label=r1ip1pr13, place=mkip1pr13;
427
428	mkip1pr14: bbmarker;
429
430	savebeta, label=r1ip1pr14, place=mkip1pr14;
431
432	mkip1pr15: bbmarker;
433
434	savebeta, label=r1ip1pr15, place=mkip1pr15;
435
436	mkip5l2: bbmarker;
437
438	mkip5l1: bbmarker;
439
440	mkip5: bbmarker;
441
442	mkip5r1: bbmarker;
443
444	mkip5r2: bbmarker;
445
446	savebeta, label=r5ip5l2, place=mkip5l2;
447
448	savebeta, label=r5ip5l1, place=mkip5l1;
449
450	savebeta, label=r5ip5, place=mkip5;
451
452	savebeta, label=r5ip5r1, place=mkip5r1;
453
454	savebeta, label=r5ip5r2, place=mkip5r2;
455
456	mkip5pl1: bbmarker;
457
458	savebeta, label=r5ip5pl1, place=mkip5pl1;
459
460	mkip5pl2: bbmarker;
461
462	savebeta, label=r5ip5pl2, place=mkip5pl2;
463
464	mkip5pl3: bbmarker;
465
466	savebeta, label=r5ip5pl3, place=mkip5pl3;
467
468	mkip5pl4: bbmarker;
469
470	savebeta, label=r5ip5pl4, place=mkip5pl4;
471
472	mkip5pl5: bbmarker;
473
474	savebeta, label=r5ip5pl5, place=mkip5pl5;
475
476	mkip5pl6: bbmarker;
477
478	savebeta, label=r5ip5pl6, place=mkip5pl6;
479
480	mkip5pl7: bbmarker;
481
482	savebeta, label=r5ip5pl7, place=mkip5pl7;
483
484	mkip5pl8: bbmarker;
485
486	savebeta, label=r5ip5pl8, place=mkip5pl8;
487
488	mkip5pl9: bbmarker;
489
490	savebeta, label=r5ip5pl9, place=mkip5pl9;
491
492	mkip5pl10: bbmarker;
493
494	savebeta, label=r5ip5pl10, place=mkip5pl10;
495
496	mkip5pl11: bbmarker;
497
498	savebeta, label=r5ip5pl11, place=mkip5pl11;
499
500	mkip5pl12: bbmarker;
501
502	savebeta, label=r5ip5pl12, place=mkip5pl12;
503
504	mkip5pl13: bbmarker;
505
506	savebeta, label=r5ip5pl13, place=mkip5pl13;
507
508	mkip5pl14: bbmarker;
509
510	savebeta, label=r5ip5pl14, place=mkip5pl14;
511
512	mkip5pl15: bbmarker;
513
514	savebeta, label=r5ip5pl15, place=mkip5pl15;
515
516	mkip5pr1: bbmarker;
517
518	savebeta, label=r5ip5pr1, place=mkip5pr1;
519
520	mkip5pr2: bbmarker;
521
522	savebeta, label=r5ip5pr2, place=mkip5pr2;
523
524	mkip5pr3: bbmarker;
525
526	savebeta, label=r5ip5pr3, place=mkip5pr3;
527
528	mkip5pr4: bbmarker;
529
530	savebeta, label=r5ip5pr4, place=mkip5pr4;
531
532	mkip5pr5: bbmarker;
533
534	savebeta, label=r5ip5pr5, place=mkip5pr5;
535
536	mkip5pr6: bbmarker;
537
538	savebeta, label=r5ip5pr6, place=mkip5pr6;
539
540	mkip5pr7: bbmarker;
541
542	savebeta, label=r5ip5pr7, place=mkip5pr7;
543
544	mkip5pr8: bbmarker;
545
546	savebeta, label=r5ip5pr8, place=mkip5pr8;
547
548	mkip5pr9: bbmarker;
549
550	savebeta, label=r5ip5pr9, place=mkip5pr9;
551
552	mkip5pr10: bbmarker;
553
554	savebeta, label=r5ip5pr10, place=mkip5pr10;
555
556	mkip5pr11: bbmarker;
557
558	savebeta, label=r5ip5pr11, place=mkip5pr11;
559
560	mkip5pr12: bbmarker;
561
562	savebeta, label=r5ip5pr12, place=mkip5pr12;
563
564	mkip5pr13: bbmarker;
565
566	savebeta, label=r5ip5pr13, place=mkip5pr13;
567
568	mkip5pr14: bbmarker;
569
570	savebeta, label=r5ip5pr14, place=mkip5pr14;
571
572	mkip5pr15: bbmarker;
573
574	savebeta, label=r5ip5pr15, place=mkip5pr15;
575
576
577
578	!
579
580	!===========================================================
581
582	! install bb markers
583
584
585
586	assign,echo="temp.bb.install",truncate;
587
588
589
590	!--- ip1
591
592	if (on_ho1 <> 0)
593
594	{
595
596	exec, inho(mk,1);
597
598	}
599
600	if (on_lr1l <> 0 \|\| on_lr1r <> 0)
601
602	{
603
604	n=1; ! counter
605
606	while (n < npara_1)
607
608	{
609
610	exec, inl(mk,1,$n);
611
612	n=n+1;
613
614	};
615
616	}
617
618	if (on_lr1r <> 0 \|\| on_lr1l <> 0)
619
620	{
621
622	n=1; ! counter
623
624	while (n < npara_1)
625
626	{
627
628	exec, inr(mk,1,$n);
629
630	n=n+1;
631
632	};
633
634	}
635
636	!--- ip5
637
638	if (on_ho5 <> 0)
639
640	{
641
642	exec, inho(mk,5);
643
644	}
645
646	if (on_lr5l <> 0 \|\| on_lr5r <> 0)
647
648	{
649
650	n=1; ! counter
651
652	while (n < npara_5)
653
654	{
655
656	exec, inl(mk,5,$n);
657
658	n=n+1;
659
660	};
661
662	}
663
664	if (on_lr5r <> 0 \|\| on_lr5l <> 0)
665
666	{
667
668	n=1; ! counter
669
670	while (n < npara_5)
671
672	{
673
674	exec, inr(mk,5,$n);
675
676	n=n+1;
677
678	};
679
680	}
681
682	!--- ip2
683
684	if (on_ho2 <> 0)
685
686	{
687
688	exec, inho(mk,2);
689
690	}
691
692	if (on_lr2l <> 0 \|\| on_lr2r <> 0)
693
694	{
695
696	n=1; ! counter
697
698	while (n < npara_2)
699
700	{
701
702	exec, inl(mk,2,$n);
703
704	n=n+1;
705
706	};
707
708	}
709
710	if (on_lr2r <> 0 \|\| on_lr2l <> 0)
711
712	{
713
714	n=1; ! counter
715
716	while (n < npara_2)
717
718	{
719
720	exec, inr(mk,2,$n);
721
722	n=n+1;
723
724	};
725
726	}
727
728	!--- ip8
729
730	if (on_ho8 <> 0)
731
732	{
733
734	exec, inho(mk,8);
735
736	}
737
738	if (on_lr8l <> 0 \|\| on_lr8r <> 0)
739
740	{
741
742	n=1; ! counter
743
744	while (n < npara_8)
745
746	{
747
748	exec, inl(mk,8,$n);
749
750	n=n+1;
751
752	};
753
754	}
755
756	if (on_lr8r <> 0 \|\| on_lr8l <> 0)
757
758	{
759
760	n=1; ! counter
761
762	while (n < npara_8)
763
764	{
765
766	exec, inr(mk,8,$n);
767
768	n=n+1;
769
770	};
771
772	}
773
774
775
776	assign,echo=terminal;
777
778	seqedit,sequence=lhcb2;
779
780	call,file="temp.bb.install";
781
782	install, element= mkip1l2, at=-long_b, from=ip1;
783
784	install, element= mkip1l1, at=-long_a, from=ip1;
785
786	install, element= mkip1, at=1.e-9, from=ip1;
787
788	install, element= mkip1r1, at=+long_a, from=ip1;
789
790	install, element= mkip1r2, at=+long_b, from=ip1;
791
792	install, element= mkip1pl1, at=-1*b_h_dist, from=ip1;
793
794	install, element= mkip1pl2, at=-2*b_h_dist, from=ip1;
795
796	install, element= mkip1pl3, at=-3*b_h_dist, from=ip1;
797
798	install, element= mkip1pl4, at=-4*b_h_dist, from=ip1;
799
800	install, element= mkip1pl5, at=-5*b_h_dist, from=ip1;
801
802	install, element= mkip1pl6, at=-6*b_h_dist, from=ip1;
803
804	install, element= mkip1pl7, at=-7*b_h_dist, from=ip1;
805
806	install, element= mkip1pl8, at=-8*b_h_dist, from=ip1;
807
808	install, element= mkip1pl9, at=-9*b_h_dist, from=ip1;
809
810	install, element= mkip1pl10, at=-10*b_h_dist, from=ip1;
811
812	install, element= mkip1pl11, at=-11*b_h_dist, from=ip1;
813
814	install, element= mkip1pl12, at=-12*b_h_dist, from=ip1;
815
816	install, element= mkip1pl13, at=-13*b_h_dist, from=ip1;
817
818	install, element= mkip1pl14, at=-14*b_h_dist, from=ip1;
819
820	install, element= mkip1pl15, at=-15*b_h_dist, from=ip1;
821
822	install, element= mkip1pr1, at=1*b_h_dist, from=ip1;
823
824	install, element= mkip1pr2, at=2*b_h_dist, from=ip1;
825
826	install, element= mkip1pr3, at=3*b_h_dist, from=ip1;
827
828	install, element= mkip1pr4, at=4*b_h_dist, from=ip1;
829
830	install, element= mkip1pr5, at=5*b_h_dist, from=ip1;
831
832	install, element= mkip1pr6, at=6*b_h_dist, from=ip1;
833
834	install, element= mkip1pr7, at=7*b_h_dist, from=ip1;
835
836	install, element= mkip1pr8, at=8*b_h_dist, from=ip1;
837
838	install, element= mkip1pr9, at=9*b_h_dist, from=ip1;
839
840	install, element= mkip1pr10, at=10*b_h_dist, from=ip1;
841
842	install, element= mkip1pr11, at=11*b_h_dist, from=ip1;
843
844	install, element= mkip1pr12, at=12*b_h_dist, from=ip1;
845
846	install, element= mkip1pr13, at=13*b_h_dist, from=ip1;
847
848	install, element= mkip1pr14, at=14*b_h_dist, from=ip1;
849
850	install, element= mkip1pr15, at=15*b_h_dist, from=ip1;
851
852	install, element= mkip5l2, at=-long_b, from=ip5;
853
854	install, element= mkip5l1, at=-long_a, from=ip5;
855
856	install, element= mkip5, at=1.e-9, from=ip5;
857
858	install, element= mkip5r1, at=+long_a, from=ip5;
859
860	install, element= mkip5r2, at=+long_b, from=ip5;
861
862	install, element= mkip5pl1, at=-1*b_h_dist, from=ip5;
863
864	install, element= mkip5pl2, at=-2*b_h_dist, from=ip5;
865
866	install, element= mkip5pl3, at=-3*b_h_dist, from=ip5;
867
868	install, element= mkip5pl4, at=-4*b_h_dist, from=ip5;
869
870	install, element= mkip5pl5, at=-5*b_h_dist, from=ip5;
871
872	install, element= mkip5pl6, at=-6*b_h_dist, from=ip5;
873
874	install, element= mkip5pl7, at=-7*b_h_dist, from=ip5;
875
876	install, element= mkip5pl8, at=-8*b_h_dist, from=ip5;
877
878	install, element= mkip5pl9, at=-9*b_h_dist, from=ip5;
879
880	install, element= mkip5pl10, at=-10*b_h_dist, from=ip5;
881
882	install, element= mkip5pl11, at=-11*b_h_dist, from=ip5;
883
884	install, element= mkip5pl12, at=-12*b_h_dist, from=ip5;
885
886	install, element= mkip5pl13, at=-13*b_h_dist, from=ip5;
887
888	install, element= mkip5pl14, at=-14*b_h_dist, from=ip5;
889
890	install, element= mkip5pl15, at=-15*b_h_dist, from=ip5;
891
892	install, element= mkip5pr1, at=1*b_h_dist, from=ip5;
893
894	install, element= mkip5pr2, at=2*b_h_dist, from=ip5;
895
896	install, element= mkip5pr3, at=3*b_h_dist, from=ip5;
897
898	install, element= mkip5pr4, at=4*b_h_dist, from=ip5;
899
900	install, element= mkip5pr5, at=5*b_h_dist, from=ip5;
901
902	install, element= mkip5pr6, at=6*b_h_dist, from=ip5;
903
904	install, element= mkip5pr7, at=7*b_h_dist, from=ip5;
905
906	install, element= mkip5pr8, at=8*b_h_dist, from=ip5;
907
908	install, element= mkip5pr9, at=9*b_h_dist, from=ip5;
909
910	install, element= mkip5pr10, at=10*b_h_dist, from=ip5;
911
912	install, element= mkip5pr11, at=11*b_h_dist, from=ip5;
913
914	install, element= mkip5pr12, at=12*b_h_dist, from=ip5;
915
916	install, element= mkip5pr13, at=13*b_h_dist, from=ip5;
917
918	install, element= mkip5pr14, at=14*b_h_dist, from=ip5;
919
920	install, element= mkip5pr15, at=15*b_h_dist, from=ip5;
921
922	endedit;
923
924
925
926	!
927
928	!===========================================================
929
930	!--- get beta functions at bb in all four IPs
931
932	use,period=lhcb2;
933
934	select,flag=twiss,class=bbmarker,column=name,s,x,y;
935
936	twiss, sequence=lhcb2; !,file;
937
938	enter Twiss module
939
940	iteration: 1 error: 2.029087E-12 deltap: 0.000000E+00
941	orbit: -4.916159E-13 2.718783E-15 -8.248169E-13 9.167213E-15 0.000000E+00 0.000000E+00
942
943	++++++ table: summ
944
945	length orbit5 alfa gammatr
946	26658.8832 -0 0.000316560054 56.20461074
947
948	q1 dq1 betxmax dxmax
949	64.30999909 2.043094364 4433.753982 3.240669734
950
951	dxrms xcomax xcorms q2
952	1.367419094 0.01143909565 0.001119790702 59.31999927
953
954	dq2 betymax dymax dyrms
955	1.907393214 4433.753981 1.437529035 0.2530740257
956
957	ycomax ycorms deltap synch_1
958	0.008279776356 0.0008902838643 0 0
959
960	synch_2 synch_3 synch_4 synch_5
961	0 0 0 0
962	!--- separation for halo collisions at IP2
963
964	on_sep2 = 2.118 * sqrt(epsx * r2ip2->betx) / 0.0007999979093;
965
966	value,on_sep2;
967
968	on_sep2 = 0 ;
969	!===========================================================
970
971	! define bb elements
972
973
974
975	assign,echo="temp.bb.install",truncate;
976
977
978
979	!--- ip1
980
981	if (on_ho1 <> 0)
982
983	{
984
985	exec, bbho(1);
986
987	}
988
989	if (on_lr1l <> 0)
990
991	{
992
993	n=1; ! counter
994
995	while (n < npara_1)
996
997	{
998
999	exec, bbl(1,$n);
1000
1001	n=n+1;
1002
1003	};
1004
1005	}
1006
1007	if (on_lr1r <> 0)
1008
1009	{
1010
1011	n=1; ! counter
1012
1013	while (n < npara_1)
1014
1015	{
1016
1017	exec, bbr(1,$n);
1018
1019	n=n+1;
1020
1021	};
1022
1023	}
1024
1025	!--- ip5
1026
1027	if (on_ho5 <> 0)
1028
1029	{
1030
1031	exec, bbho(5);
1032
1033	}
1034
1035	if (on_lr5l <> 0)
1036
1037	{
1038
1039	n=1; ! counter
1040
1041	while (n < npara_5)
1042
1043	{
1044
1045	exec, bbl(5,$n);
1046
1047	n=n+1;
1048
1049	};
1050
1051	}
1052
1053	if (on_lr5r <> 0)
1054
1055	{
1056
1057	n=1; ! counter
1058
1059	while (n < npara_5)
1060
1061	{
1062
1063	exec, bbr(5,$n);
1064
1065	n=n+1;
1066
1067	};
1068
1069	}
1070
1071	!--- ip2
1072
1073	if (on_ho2 <> 0)
1074
1075	{
1076
1077	exec, bbho(2);
1078
1079	}
1080
1081	if (on_lr2l <> 0)
1082
1083	{
1084
1085	n=1; ! counter
1086
1087	while (n < npara_2)
1088
1089	{
1090
1091	exec, bbl(2,$n);
1092
1093	n=n+1;
1094
1095	};
1096
1097	}
1098
1099	if (on_lr2r <> 0)
1100
1101	{
1102
1103	n=1; ! counter
1104
1105	while (n < npara_2)
1106
1107	{
1108
1109	exec, bbr(2,$n);
1110
1111	n=n+1;
1112
1113	};
1114
1115	}
1116
1117	!--- ip8
1118
1119	if (on_ho8 <> 0)
1120
1121	{
1122
1123	exec, bbho(8);
1124
1125	}
1126
1127	if (on_lr8l <> 0)
1128
1129	{
1130
1131	n=1; ! counter
1132
1133	while (n < npara_8)
1134
1135	{
1136
1137	exec, bbl(8,$n);
1138
1139	n=n+1;
1140
1141	};
1142
1143	}
1144
1145	if (on_lr8r <> 0)
1146
1147	{
1148
1149	n=1; ! counter
1150
1151	while (n < npara_8)
1152
1153	{
1154
1155	exec, bbr(8,$n);
1156
1157	n=n+1;
1158
1159	};
1160
1161	}
1162
1163
1164
1165	assign,echo=terminal;
1166
1167	call,file="temp.bb.install";
1168
1169	bbip1l2: beambeam, sigx=sqrt(r1ip1l2->betx*epsx),
1170
1171	sigy=sqrt(r1ip1l2->bety*epsy),
1172
1173	xma=r1ip1l2->x,yma=r1ip1l2->y,
1174
1175	charge:=on_ho1;
1176
1177	bbip1l1: beambeam, sigx=sqrt(r1ip1l1->betx*epsx),
1178
1179	sigy=sqrt(r1ip1l1->bety*epsy),
1180
1181	xma=r1ip1l1->x,yma=r1ip1l1->y,
1182
1183	charge:=on_ho1;
1184
1185	bbip1: beambeam, sigx=sqrt(r1ip1->betx*epsx),
1186
1187	sigy=sqrt(r1ip1->bety*epsy),
1188
1189	xma=r1ip1->x,yma=r1ip1->y,
1190
1191	charge:=on_ho1;
1192
1193	bbip1r1: beambeam, sigx=sqrt(r1ip1r1->betx*epsx),
1194
1195	sigy=sqrt(r1ip1r1->bety*epsy),
1196
1197	xma=r1ip1r1->x,yma=r1ip1r1->y,
1198
1199	charge:=on_ho1;
1200
1201	bbip1r2: beambeam, sigx=sqrt(r1ip1r2->betx*epsx),
1202
1203	sigy=sqrt(r1ip1r2->bety*epsy),
1204
1205	xma=r1ip1r2->x,yma=r1ip1r2->y,
1206
1207	charge:=on_ho1;
1208
1209	bbip1pl1: beambeam, sigx=sqrt(r1ip1pl1->betx*epsx),
1210
1211	sigy=sqrt(r1ip1pl1->bety*epsy),
1212
1213	xma=r1ip1pl1->x,yma=r1ip1pl1->y,
1214
1215	charge:=on_lr1l;
1216
1217	bbip1pl2: beambeam, sigx=sqrt(r1ip1pl2->betx*epsx),
1218
1219	sigy=sqrt(r1ip1pl2->bety*epsy),
1220
1221	xma=r1ip1pl2->x,yma=r1ip1pl2->y,
1222
1223	charge:=on_lr1l;
1224
1225	bbip1pl3: beambeam, sigx=sqrt(r1ip1pl3->betx*epsx),
1226
1227	sigy=sqrt(r1ip1pl3->bety*epsy),
1228
1229	xma=r1ip1pl3->x,yma=r1ip1pl3->y,
1230
1231	charge:=on_lr1l;
1232
1233	bbip1pl4: beambeam, sigx=sqrt(r1ip1pl4->betx*epsx),
1234
1235	sigy=sqrt(r1ip1pl4->bety*epsy),
1236
1237	xma=r1ip1pl4->x,yma=r1ip1pl4->y,
1238
1239	charge:=on_lr1l;
1240
1241	bbip1pl5: beambeam, sigx=sqrt(r1ip1pl5->betx*epsx),
1242
1243	sigy=sqrt(r1ip1pl5->bety*epsy),
1244
1245	xma=r1ip1pl5->x,yma=r1ip1pl5->y,
1246
1247	charge:=on_lr1l;
1248
1249	bbip1pl6: beambeam, sigx=sqrt(r1ip1pl6->betx*epsx),
1250
1251	sigy=sqrt(r1ip1pl6->bety*epsy),
1252
1253	xma=r1ip1pl6->x,yma=r1ip1pl6->y,
1254
1255	charge:=on_lr1l;
1256
1257	bbip1pl7: beambeam, sigx=sqrt(r1ip1pl7->betx*epsx),
1258
1259	sigy=sqrt(r1ip1pl7->bety*epsy),
1260
1261	xma=r1ip1pl7->x,yma=r1ip1pl7->y,
1262
1263	charge:=on_lr1l;
1264
1265	bbip1pl8: beambeam, sigx=sqrt(r1ip1pl8->betx*epsx),
1266
1267	sigy=sqrt(r1ip1pl8->bety*epsy),
1268
1269	xma=r1ip1pl8->x,yma=r1ip1pl8->y,
1270
1271	charge:=on_lr1l;
1272
1273	bbip1pl9: beambeam, sigx=sqrt(r1ip1pl9->betx*epsx),
1274
1275	sigy=sqrt(r1ip1pl9->bety*epsy),
1276
1277	xma=r1ip1pl9->x,yma=r1ip1pl9->y,
1278
1279	charge:=on_lr1l;
1280
1281	bbip1pl10: beambeam, sigx=sqrt(r1ip1pl10->betx*epsx),
1282
1283	sigy=sqrt(r1ip1pl10->bety*epsy),
1284
1285	xma=r1ip1pl10->x,yma=r1ip1pl10->y,
1286
1287	charge:=on_lr1l;
1288
1289	bbip1pl11: beambeam, sigx=sqrt(r1ip1pl11->betx*epsx),
1290
1291	sigy=sqrt(r1ip1pl11->bety*epsy),
1292
1293	xma=r1ip1pl11->x,yma=r1ip1pl11->y,
1294
1295	charge:=on_lr1l;
1296
1297	bbip1pl12: beambeam, sigx=sqrt(r1ip1pl12->betx*epsx),
1298
1299	sigy=sqrt(r1ip1pl12->bety*epsy),
1300
1301	xma=r1ip1pl12->x,yma=r1ip1pl12->y,
1302
1303	charge:=on_lr1l;
1304
1305	bbip1pl13: beambeam, sigx=sqrt(r1ip1pl13->betx*epsx),
1306
1307	sigy=sqrt(r1ip1pl13->bety*epsy),
1308
1309	xma=r1ip1pl13->x,yma=r1ip1pl13->y,
1310
1311	charge:=on_lr1l;
1312
1313	bbip1pl14: beambeam, sigx=sqrt(r1ip1pl14->betx*epsx),
1314
1315	sigy=sqrt(r1ip1pl14->bety*epsy),
1316
1317	xma=r1ip1pl14->x,yma=r1ip1pl14->y,
1318
1319	charge:=on_lr1l;
1320
1321	bbip1pl15: beambeam, sigx=sqrt(r1ip1pl15->betx*epsx),
1322
1323	sigy=sqrt(r1ip1pl15->bety*epsy),
1324
1325	xma=r1ip1pl15->x,yma=r1ip1pl15->y,
1326
1327	charge:=on_lr1l;
1328
1329	bbip1pr1: beambeam, sigx=sqrt(r1ip1pr1->betx*epsx),
1330
1331	sigy=sqrt(r1ip1pr1->bety*epsy),
1332
1333	xma=r1ip1pr1->x,yma=r1ip1pr1->y,
1334
1335	charge:=on_lr1r;
1336
1337	bbip1pr2: beambeam, sigx=sqrt(r1ip1pr2->betx*epsx),
1338
1339	sigy=sqrt(r1ip1pr2->bety*epsy),
1340
1341	xma=r1ip1pr2->x,yma=r1ip1pr2->y,
1342
1343	charge:=on_lr1r;
1344
1345	bbip1pr3: beambeam, sigx=sqrt(r1ip1pr3->betx*epsx),
1346
1347	sigy=sqrt(r1ip1pr3->bety*epsy),
1348
1349	xma=r1ip1pr3->x,yma=r1ip1pr3->y,
1350
1351	charge:=on_lr1r;
1352
1353	bbip1pr4: beambeam, sigx=sqrt(r1ip1pr4->betx*epsx),
1354
1355	sigy=sqrt(r1ip1pr4->bety*epsy),
1356
1357	xma=r1ip1pr4->x,yma=r1ip1pr4->y,
1358
1359	charge:=on_lr1r;
1360
1361	bbip1pr5: beambeam, sigx=sqrt(r1ip1pr5->betx*epsx),
1362
1363	sigy=sqrt(r1ip1pr5->bety*epsy),
1364
1365	xma=r1ip1pr5->x,yma=r1ip1pr5->y,
1366
1367	charge:=on_lr1r;
1368
1369	bbip1pr6: beambeam, sigx=sqrt(r1ip1pr6->betx*epsx),
1370
1371	sigy=sqrt(r1ip1pr6->bety*epsy),
1372
1373	xma=r1ip1pr6->x,yma=r1ip1pr6->y,
1374
1375	charge:=on_lr1r;
1376
1377	bbip1pr7: beambeam, sigx=sqrt(r1ip1pr7->betx*epsx),
1378
1379	sigy=sqrt(r1ip1pr7->bety*epsy),
1380
1381	xma=r1ip1pr7->x,yma=r1ip1pr7->y,
1382
1383	charge:=on_lr1r;
1384
1385	bbip1pr8: beambeam, sigx=sqrt(r1ip1pr8->betx*epsx),
1386
1387	sigy=sqrt(r1ip1pr8->bety*epsy),
1388
1389	xma=r1ip1pr8->x,yma=r1ip1pr8->y,
1390
1391	charge:=on_lr1r;
1392
1393	bbip1pr9: beambeam, sigx=sqrt(r1ip1pr9->betx*epsx),
1394
1395	sigy=sqrt(r1ip1pr9->bety*epsy),
1396
1397	xma=r1ip1pr9->x,yma=r1ip1pr9->y,
1398
1399	charge:=on_lr1r;
1400
1401	bbip1pr10: beambeam, sigx=sqrt(r1ip1pr10->betx*epsx),
1402
1403	sigy=sqrt(r1ip1pr10->bety*epsy),
1404
1405	xma=r1ip1pr10->x,yma=r1ip1pr10->y,
1406
1407	charge:=on_lr1r;
1408
1409	bbip1pr11: beambeam, sigx=sqrt(r1ip1pr11->betx*epsx),
1410
1411	sigy=sqrt(r1ip1pr11->bety*epsy),
1412
1413	xma=r1ip1pr11->x,yma=r1ip1pr11->y,
1414
1415	charge:=on_lr1r;
1416
1417	bbip1pr12: beambeam, sigx=sqrt(r1ip1pr12->betx*epsx),
1418
1419	sigy=sqrt(r1ip1pr12->bety*epsy),
1420
1421	xma=r1ip1pr12->x,yma=r1ip1pr12->y,
1422
1423	charge:=on_lr1r;
1424
1425	bbip1pr13: beambeam, sigx=sqrt(r1ip1pr13->betx*epsx),
1426
1427	sigy=sqrt(r1ip1pr13->bety*epsy),
1428
1429	xma=r1ip1pr13->x,yma=r1ip1pr13->y,
1430
1431	charge:=on_lr1r;
1432
1433	bbip1pr14: beambeam, sigx=sqrt(r1ip1pr14->betx*epsx),
1434
1435	sigy=sqrt(r1ip1pr14->bety*epsy),
1436
1437	xma=r1ip1pr14->x,yma=r1ip1pr14->y,
1438
1439	charge:=on_lr1r;
1440
1441	bbip1pr15: beambeam, sigx=sqrt(r1ip1pr15->betx*epsx),
1442
1443	sigy=sqrt(r1ip1pr15->bety*epsy),
1444
1445	xma=r1ip1pr15->x,yma=r1ip1pr15->y,
1446
1447	charge:=on_lr1r;
1448
1449	bbip5l2: beambeam, sigx=sqrt(r5ip5l2->betx*epsx),
1450
1451	sigy=sqrt(r5ip5l2->bety*epsy),
1452
1453	xma=r5ip5l2->x,yma=r5ip5l2->y,
1454
1455	charge:=on_ho5;
1456
1457	bbip5l1: beambeam, sigx=sqrt(r5ip5l1->betx*epsx),
1458
1459	sigy=sqrt(r5ip5l1->bety*epsy),
1460
1461	xma=r5ip5l1->x,yma=r5ip5l1->y,
1462
1463	charge:=on_ho5;
1464
1465	bbip5: beambeam, sigx=sqrt(r5ip5->betx*epsx),
1466
1467	sigy=sqrt(r5ip5->bety*epsy),
1468
1469	xma=r5ip5->x,yma=r5ip5->y,
1470
1471	charge:=on_ho5;
1472
1473	bbip5r1: beambeam, sigx=sqrt(r5ip5r1->betx*epsx),
1474
1475	sigy=sqrt(r5ip5r1->bety*epsy),
1476
1477	xma=r5ip5r1->x,yma=r5ip5r1->y,
1478
1479	charge:=on_ho5;
1480
1481	bbip5r2: beambeam, sigx=sqrt(r5ip5r2->betx*epsx),
1482
1483	sigy=sqrt(r5ip5r2->bety*epsy),
1484
1485	xma=r5ip5r2->x,yma=r5ip5r2->y,
1486
1487	charge:=on_ho5;
1488
1489	bbip5pl1: beambeam, sigx=sqrt(r5ip5pl1->betx*epsx),
1490
1491	sigy=sqrt(r5ip5pl1->bety*epsy),
1492
1493	xma=r5ip5pl1->x,yma=r5ip5pl1->y,
1494
1495	charge:=on_lr5l;
1496
1497	bbip5pl2: beambeam, sigx=sqrt(r5ip5pl2->betx*epsx),
1498
1499	sigy=sqrt(r5ip5pl2->bety*epsy),
1500
1501	xma=r5ip5pl2->x,yma=r5ip5pl2->y,
1502
1503	charge:=on_lr5l;
1504
1505	bbip5pl3: beambeam, sigx=sqrt(r5ip5pl3->betx*epsx),
1506
1507	sigy=sqrt(r5ip5pl3->bety*epsy),
1508
1509	xma=r5ip5pl3->x,yma=r5ip5pl3->y,
1510
1511	charge:=on_lr5l;
1512
1513	bbip5pl4: beambeam, sigx=sqrt(r5ip5pl4->betx*epsx),
1514
1515	sigy=sqrt(r5ip5pl4->bety*epsy),
1516
1517	xma=r5ip5pl4->x,yma=r5ip5pl4->y,
1518
1519	charge:=on_lr5l;
1520
1521	bbip5pl5: beambeam, sigx=sqrt(r5ip5pl5->betx*epsx),
1522
1523	sigy=sqrt(r5ip5pl5->bety*epsy),
1524
1525	xma=r5ip5pl5->x,yma=r5ip5pl5->y,
1526
1527	charge:=on_lr5l;
1528
1529	bbip5pl6: beambeam, sigx=sqrt(r5ip5pl6->betx*epsx),
1530
1531	sigy=sqrt(r5ip5pl6->bety*epsy),
1532
1533	xma=r5ip5pl6->x,yma=r5ip5pl6->y,
1534
1535	charge:=on_lr5l;
1536
1537	bbip5pl7: beambeam, sigx=sqrt(r5ip5pl7->betx*epsx),
1538
1539	sigy=sqrt(r5ip5pl7->bety*epsy),
1540
1541	xma=r5ip5pl7->x,yma=r5ip5pl7->y,
1542
1543	charge:=on_lr5l;
1544
1545	bbip5pl8: beambeam, sigx=sqrt(r5ip5pl8->betx*epsx),
1546
1547	sigy=sqrt(r5ip5pl8->bety*epsy),
1548
1549	xma=r5ip5pl8->x,yma=r5ip5pl8->y,
1550
1551	charge:=on_lr5l;
1552
1553	bbip5pl9: beambeam, sigx=sqrt(r5ip5pl9->betx*epsx),
1554
1555	sigy=sqrt(r5ip5pl9->bety*epsy),
1556
1557	xma=r5ip5pl9->x,yma=r5ip5pl9->y,
1558
1559	charge:=on_lr5l;
1560
1561	bbip5pl10: beambeam, sigx=sqrt(r5ip5pl10->betx*epsx),
1562
1563	sigy=sqrt(r5ip5pl10->bety*epsy),
1564
1565	xma=r5ip5pl10->x,yma=r5ip5pl10->y,
1566
1567	charge:=on_lr5l;
1568
1569	bbip5pl11: beambeam, sigx=sqrt(r5ip5pl11->betx*epsx),
1570
1571	sigy=sqrt(r5ip5pl11->bety*epsy),
1572
1573	xma=r5ip5pl11->x,yma=r5ip5pl11->y,
1574
1575	charge:=on_lr5l;
1576
1577	bbip5pl12: beambeam, sigx=sqrt(r5ip5pl12->betx*epsx),
1578
1579	sigy=sqrt(r5ip5pl12->bety*epsy),
1580
1581	xma=r5ip5pl12->x,yma=r5ip5pl12->y,
1582
1583	charge:=on_lr5l;
1584
1585	bbip5pl13: beambeam, sigx=sqrt(r5ip5pl13->betx*epsx),
1586
1587	sigy=sqrt(r5ip5pl13->bety*epsy),
1588
1589	xma=r5ip5pl13->x,yma=r5ip5pl13->y,
1590
1591	charge:=on_lr5l;
1592
1593	bbip5pl14: beambeam, sigx=sqrt(r5ip5pl14->betx*epsx),
1594
1595	sigy=sqrt(r5ip5pl14->bety*epsy),
1596
1597	xma=r5ip5pl14->x,yma=r5ip5pl14->y,
1598
1599	charge:=on_lr5l;
1600
1601	bbip5pl15: beambeam, sigx=sqrt(r5ip5pl15->betx*epsx),
1602
1603	sigy=sqrt(r5ip5pl15->bety*epsy),
1604
1605	xma=r5ip5pl15->x,yma=r5ip5pl15->y,
1606
1607	charge:=on_lr5l;
1608
1609	bbip5pr1: beambeam, sigx=sqrt(r5ip5pr1->betx*epsx),
1610
1611	sigy=sqrt(r5ip5pr1->bety*epsy),
1612
1613	xma=r5ip5pr1->x,yma=r5ip5pr1->y,
1614
1615	charge:=on_lr5r;
1616
1617	bbip5pr2: beambeam, sigx=sqrt(r5ip5pr2->betx*epsx),
1618
1619	sigy=sqrt(r5ip5pr2->bety*epsy),
1620
1621	xma=r5ip5pr2->x,yma=r5ip5pr2->y,
1622
1623	charge:=on_lr5r;
1624
1625	bbip5pr3: beambeam, sigx=sqrt(r5ip5pr3->betx*epsx),
1626
1627	sigy=sqrt(r5ip5pr3->bety*epsy),
1628
1629	xma=r5ip5pr3->x,yma=r5ip5pr3->y,
1630
1631	charge:=on_lr5r;
1632
1633	bbip5pr4: beambeam, sigx=sqrt(r5ip5pr4->betx*epsx),
1634
1635	sigy=sqrt(r5ip5pr4->bety*epsy),
1636
1637	xma=r5ip5pr4->x,yma=r5ip5pr4->y,
1638
1639	charge:=on_lr5r;
1640
1641	bbip5pr5: beambeam, sigx=sqrt(r5ip5pr5->betx*epsx),
1642
1643	sigy=sqrt(r5ip5pr5->bety*epsy),
1644
1645	xma=r5ip5pr5->x,yma=r5ip5pr5->y,
1646
1647	charge:=on_lr5r;
1648
1649	bbip5pr6: beambeam, sigx=sqrt(r5ip5pr6->betx*epsx),
1650
1651	sigy=sqrt(r5ip5pr6->bety*epsy),
1652
1653	xma=r5ip5pr6->x,yma=r5ip5pr6->y,
1654
1655	charge:=on_lr5r;
1656
1657	bbip5pr7: beambeam, sigx=sqrt(r5ip5pr7->betx*epsx),
1658
1659	sigy=sqrt(r5ip5pr7->bety*epsy),
1660
1661	xma=r5ip5pr7->x,yma=r5ip5pr7->y,
1662
1663	charge:=on_lr5r;
1664
1665	bbip5pr8: beambeam, sigx=sqrt(r5ip5pr8->betx*epsx),
1666
1667	sigy=sqrt(r5ip5pr8->bety*epsy),
1668
1669	xma=r5ip5pr8->x,yma=r5ip5pr8->y,
1670
1671	charge:=on_lr5r;
1672
1673	bbip5pr9: beambeam, sigx=sqrt(r5ip5pr9->betx*epsx),
1674
1675	sigy=sqrt(r5ip5pr9->bety*epsy),
1676
1677	xma=r5ip5pr9->x,yma=r5ip5pr9->y,
1678
1679	charge:=on_lr5r;
1680
1681	bbip5pr10: beambeam, sigx=sqrt(r5ip5pr10->betx*epsx),
1682
1683	sigy=sqrt(r5ip5pr10->bety*epsy),
1684
1685	xma=r5ip5pr10->x,yma=r5ip5pr10->y,
1686
1687	charge:=on_lr5r;
1688
1689	bbip5pr11: beambeam, sigx=sqrt(r5ip5pr11->betx*epsx),
1690
1691	sigy=sqrt(r5ip5pr11->bety*epsy),
1692
1693	xma=r5ip5pr11->x,yma=r5ip5pr11->y,
1694
1695	charge:=on_lr5r;
1696
1697	bbip5pr12: beambeam, sigx=sqrt(r5ip5pr12->betx*epsx),
1698
1699	sigy=sqrt(r5ip5pr12->bety*epsy),
1700
1701	xma=r5ip5pr12->x,yma=r5ip5pr12->y,
1702
1703	charge:=on_lr5r;
1704
1705	bbip5pr13: beambeam, sigx=sqrt(r5ip5pr13->betx*epsx),
1706
1707	sigy=sqrt(r5ip5pr13->bety*epsy),
1708
1709	xma=r5ip5pr13->x,yma=r5ip5pr13->y,
1710
1711	charge:=on_lr5r;
1712
1713	bbip5pr14: beambeam, sigx=sqrt(r5ip5pr14->betx*epsx),
1714
1715	sigy=sqrt(r5ip5pr14->bety*epsy),
1716
1717	xma=r5ip5pr14->x,yma=r5ip5pr14->y,
1718
1719	charge:=on_lr5r;
1720
1721	bbip5pr15: beambeam, sigx=sqrt(r5ip5pr15->betx*epsx),
1722
1723	sigy=sqrt(r5ip5pr15->bety*epsy),
1724
1725	xma=r5ip5pr15->x,yma=r5ip5pr15->y,
1726
1727	charge:=on_lr5r;
1728
1729
1730
1731	!
1732
1733	!===========================================================
1734
1735	! install bb elements
1736
1737
1738
1739	assign,echo="temp.bb.install",truncate;
1740
1741
1742
1743	!--- ip1
1744
1745	if (on_ho1 <> 0)
1746
1747	{
1748
1749	exec, inho(bb,1);
1750
1751	}
1752
1753	if (on_lr1l <> 0)
1754
1755	{
1756
1757	n=1; ! counter
1758
1759	while (n < npara_1)
1760
1761	{
1762
1763	exec, inl(bb,1,$n);
1764
1765	n=n+1;
1766
1767	};
1768
1769	}
1770
1771	if (on_lr1r <> 0)
1772
1773	{
1774
1775	n=1; ! counter
1776
1777	while (n < npara_1)
1778
1779	{
1780
1781	exec, inr(bb,1,$n);
1782
1783	n=n+1;
1784
1785	};
1786
1787	}
1788
1789	!--- ip5
1790
1791	if (on_ho5 <> 0)
1792
1793	{
1794
1795	exec, inho(bb,5);
1796
1797	}
1798
1799	if (on_lr5l <> 0)
1800
1801	{
1802
1803	n=1; ! counter
1804
1805	while (n < npara_5)
1806
1807	{
1808
1809	exec, inl(bb,5,$n);
1810
1811	n=n+1;
1812
1813	};
1814
1815	}
1816
1817	if (on_lr5r <> 0)
1818
1819	{
1820
1821	n=1; ! counter
1822
1823	while (n < npara_5)
1824
1825	{
1826
1827	exec, inr(bb,5,$n);
1828
1829	n=n+1;
1830
1831	};
1832
1833	}
1834
1835	!--- ip2
1836
1837	if (on_ho2 <> 0)
1838
1839	{
1840
1841	exec, inho(bb,2);
1842
1843	}
1844
1845	if (on_lr2l <> 0)
1846
1847	{
1848
1849	n=1; ! counter
1850
1851	while (n < npara_2)
1852
1853	{
1854
1855	exec, inl(bb,2,$n);
1856
1857	n=n+1;
1858
1859	};
1860
1861	}
1862
1863	if (on_lr2r <> 0)
1864
1865	{
1866
1867	n=1; ! counter
1868
1869	while (n < npara_2)
1870
1871	{
1872
1873	exec, inr(bb,2,$n);
1874
1875	n=n+1;
1876
1877	};
1878
1879	}
1880
1881	!--- ip8
1882
1883	if (on_ho8 <> 0)
1884
1885	{
1886
1887	exec, inho(bb,8);
1888
1889	}
1890
1891	if (on_lr8l <> 0)
1892
1893	{
1894
1895	n=1; ! counter
1896
1897	while (n < npara_8)
1898
1899	{
1900
1901	exec, inl(bb,8,$n);
1902
1903	n=n+1;
1904
1905	};
1906
1907	}
1908
1909	if (on_lr8r <> 0)
1910
1911	{
1912
1913	n=1; ! counter
1914
1915	while (n < npara_8)
1916
1917	{
1918
1919	exec, inr(bb,8,$n);
1920
1921	n=n+1;
1922
1923	};
1924
1925	}
1926
1927
1928
1929	assign,echo=terminal;
1930
1931	select,flag=seqedit,class=bbmarker;
1932
1933	seqedit,sequence=lhcb2;
1934
1935	remove,element=selected;
1936
1937	endedit;
1938
1939	select,flag=seqedit,clear;
1940
1941
1942
1943	seqedit,sequence=lhcb1;
1944
1945	call,file="temp.bb.install";
1946
1947	install, element= bbip1l2, at=-long_b, from=ip1;
1948
1949	install, element= bbip1l1, at=-long_a, from=ip1;
1950
1951	install, element= bbip1, at=1.e-9, from=ip1;
1952
1953	install, element= bbip1r1, at=+long_a, from=ip1;
1954
1955	install, element= bbip1r2, at=+long_b, from=ip1;
1956
1957	install, element= bbip1pl1, at=-1*b_h_dist, from=ip1;
1958
1959	install, element= bbip1pl2, at=-2*b_h_dist, from=ip1;
1960
1961	install, element= bbip1pl3, at=-3*b_h_dist, from=ip1;
1962
1963	install, element= bbip1pl4, at=-4*b_h_dist, from=ip1;
1964
1965	install, element= bbip1pl5, at=-5*b_h_dist, from=ip1;
1966
1967	install, element= bbip1pl6, at=-6*b_h_dist, from=ip1;
1968
1969	install, element= bbip1pl7, at=-7*b_h_dist, from=ip1;
1970
1971	install, element= bbip1pl8, at=-8*b_h_dist, from=ip1;
1972
1973	install, element= bbip1pl9, at=-9*b_h_dist, from=ip1;
1974
1975	install, element= bbip1pl10, at=-10*b_h_dist, from=ip1;
1976
1977	install, element= bbip1pl11, at=-11*b_h_dist, from=ip1;
1978
1979	install, element= bbip1pl12, at=-12*b_h_dist, from=ip1;
1980
1981	install, element= bbip1pl13, at=-13*b_h_dist, from=ip1;
1982
1983	install, element= bbip1pl14, at=-14*b_h_dist, from=ip1;
1984
1985	install, element= bbip1pl15, at=-15*b_h_dist, from=ip1;
1986
1987	install, element= bbip1pr1, at=1*b_h_dist, from=ip1;
1988
1989	install, element= bbip1pr2, at=2*b_h_dist, from=ip1;
1990
1991	install, element= bbip1pr3, at=3*b_h_dist, from=ip1;
1992
1993	install, element= bbip1pr4, at=4*b_h_dist, from=ip1;
1994
1995	install, element= bbip1pr5, at=5*b_h_dist, from=ip1;
1996
1997	install, element= bbip1pr6, at=6*b_h_dist, from=ip1;
1998
1999	install, element= bbip1pr7, at=7*b_h_dist, from=ip1;
2000
2001	install, element= bbip1pr8, at=8*b_h_dist, from=ip1;
2002
2003	install, element= bbip1pr9, at=9*b_h_dist, from=ip1;
2004
2005	install, element= bbip1pr10, at=10*b_h_dist, from=ip1;
2006
2007	install, element= bbip1pr11, at=11*b_h_dist, from=ip1;
2008
2009	install, element= bbip1pr12, at=12*b_h_dist, from=ip1;
2010
2011	install, element= bbip1pr13, at=13*b_h_dist, from=ip1;
2012
2013	install, element= bbip1pr14, at=14*b_h_dist, from=ip1;
2014
2015	install, element= bbip1pr15, at=15*b_h_dist, from=ip1;
2016
2017	install, element= bbip5l2, at=-long_b, from=ip5;
2018
2019	install, element= bbip5l1, at=-long_a, from=ip5;
2020
2021	install, element= bbip5, at=1.e-9, from=ip5;
2022
2023	install, element= bbip5r1, at=+long_a, from=ip5;
2024
2025	install, element= bbip5r2, at=+long_b, from=ip5;
2026
2027	install, element= bbip5pl1, at=-1*b_h_dist, from=ip5;
2028
2029	install, element= bbip5pl2, at=-2*b_h_dist, from=ip5;
2030
2031	install, element= bbip5pl3, at=-3*b_h_dist, from=ip5;
2032
2033	install, element= bbip5pl4, at=-4*b_h_dist, from=ip5;
2034
2035	install, element= bbip5pl5, at=-5*b_h_dist, from=ip5;
2036
2037	install, element= bbip5pl6, at=-6*b_h_dist, from=ip5;
2038
2039	install, element= bbip5pl7, at=-7*b_h_dist, from=ip5;
2040
2041	install, element= bbip5pl8, at=-8*b_h_dist, from=ip5;
2042
2043	install, element= bbip5pl9, at=-9*b_h_dist, from=ip5;
2044
2045	install, element= bbip5pl10, at=-10*b_h_dist, from=ip5;
2046
2047	install, element= bbip5pl11, at=-11*b_h_dist, from=ip5;
2048
2049	install, element= bbip5pl12, at=-12*b_h_dist, from=ip5;
2050
2051	install, element= bbip5pl13, at=-13*b_h_dist, from=ip5;
2052
2053	install, element= bbip5pl14, at=-14*b_h_dist, from=ip5;
2054
2055	install, element= bbip5pl15, at=-15*b_h_dist, from=ip5;
2056
2057	install, element= bbip5pr1, at=1*b_h_dist, from=ip5;
2058
2059	install, element= bbip5pr2, at=2*b_h_dist, from=ip5;
2060
2061	install, element= bbip5pr3, at=3*b_h_dist, from=ip5;
2062
2063	install, element= bbip5pr4, at=4*b_h_dist, from=ip5;
2064
2065	install, element= bbip5pr5, at=5*b_h_dist, from=ip5;
2066
2067	install, element= bbip5pr6, at=6*b_h_dist, from=ip5;
2068
2069	install, element= bbip5pr7, at=7*b_h_dist, from=ip5;
2070
2071	install, element= bbip5pr8, at=8*b_h_dist, from=ip5;
2072
2073	install, element= bbip5pr9, at=9*b_h_dist, from=ip5;
2074
2075	install, element= bbip5pr10, at=10*b_h_dist, from=ip5;
2076
2077	install, element= bbip5pr11, at=11*b_h_dist, from=ip5;
2078
2079	install, element= bbip5pr12, at=12*b_h_dist, from=ip5;
2080
2081	install, element= bbip5pr13, at=13*b_h_dist, from=ip5;
2082
2083	install, element= bbip5pr14, at=14*b_h_dist, from=ip5;
2084
2085	install, element= bbip5pr15, at=15*b_h_dist, from=ip5;
2086
2087	endedit;
2088
2089	removefile, file="temp.bb.install";
2090
2091
2092
2093	!--- Now the beam-beam element installation is complete
2094
2095
2096
2097	seqedit,sequence=lhcb1;
2098
2099	cycle,start=ip1;
2100
2101	endedit;
2102
2103
2104
2105	use,period=lhcb1;
2106
2107	!twiss, sequence=lhcb1;
2108
2109
2110
2111	!
2112
2113	! make footprint
2114
2115	!
2116
2117
2118
2119	option,trace;
2120
2121	small=0.05;
2122
2123	big=sqrt(1.-small^2);
2124
2125	track;
2126
2127	sec.s since start: 7 since last call: 7
2128	enter TRACK module
2129	xs=small; ys=small;
2130
2131	value,xs,ys;
2132
2133	xs = 0.05 ;
2134	ys = 0.05 ;
2135	start,fx=xs,fy=ys; // zero amplitude
2136
2137	sec.s since start: 7 since last call: 0
2138	nsigmax=6;
2139
2140	n=1; // sigma multiplier
2141
2142	m=0; // angle multiplier
2143
2144	while (n <= nsigmax)
2145
2146	{
2147
2148	angle = 15mpi/180;
2149
2150	if (m == 0) {xs=nbig; ys=nsmall;}
2151
2152	elseif (m == 6) {xs=nsmall; ys=nbig;}
2153
2154	else
2155
2156	{
2157
2158	xs=n*cos(angle);
2159
2160	ys=n*sin(angle);
2161
2162	}
2163
2164	value,xs,ys;
2165
2166	start,fx=xs,fy=ys;
2167
2168	m=m+1;
2169
2170	if (m == 7) { m=0; n=n+1;}
2171
2172	};
2173
2174	xs = 0.9987492178 ;
2175	ys = 0.05 ;
2176	sec.s since start: 7 since last call: 0
2177	xs = 0.9659258263 ;
2178	ys = 0.2588190451 ;
2179	sec.s since start: 7 since last call: 0
2180	xs = 0.8660254038 ;
2181	ys = 0.5 ;
2182	sec.s since start: 7 since last call: 0
2183	xs = 0.7071067812 ;
2184	ys = 0.7071067812 ;
2185	sec.s since start: 7 since last call: 0
2186	xs = 0.5 ;
2187	ys = 0.8660254038 ;
2188	sec.s since start: 7 since last call: 0
2189	xs = 0.2588190451 ;
2190	ys = 0.9659258263 ;
2191	sec.s since start: 7 since last call: 0
2192	xs = 0.05 ;
2193	ys = 0.9987492178 ;
2194	sec.s since start: 7 since last call: 0
2195	xs = 1.997498436 ;
2196	ys = 0.1 ;
2197	sec.s since start: 7 since last call: 0
2198	xs = 1.931851653 ;
2199	ys = 0.5176380902 ;
2200	sec.s since start: 7 since last call: 0
2201	xs = 1.732050808 ;
2202	ys = 1 ;
2203	sec.s since start: 7 since last call: 0
2204	xs = 1.414213562 ;
2205	ys = 1.414213562 ;
2206	sec.s since start: 7 since last call: 0
2207	xs = 1 ;
2208	ys = 1.732050808 ;
2209	sec.s since start: 7 since last call: 0
2210	xs = 0.5176380902 ;
2211	ys = 1.931851653 ;
2212	sec.s since start: 7 since last call: 0
2213	xs = 0.1 ;
2214	ys = 1.997498436 ;
2215	sec.s since start: 7 since last call: 0
2216	xs = 2.996247653 ;
2217	ys = 0.15 ;
2218	sec.s since start: 7 since last call: 0
2219	xs = 2.897777479 ;
2220	ys = 0.7764571353 ;
2221	sec.s since start: 7 since last call: 0
2222	xs = 2.598076211 ;
2223	ys = 1.5 ;
2224	sec.s since start: 7 since last call: 0
2225	xs = 2.121320344 ;
2226	ys = 2.121320344 ;
2227	sec.s since start: 7 since last call: 0
2228	xs = 1.5 ;
2229	ys = 2.598076211 ;
2230	sec.s since start: 7 since last call: 0
2231	xs = 0.7764571353 ;
2232	ys = 2.897777479 ;
2233	sec.s since start: 7 since last call: 0
2234	xs = 0.15 ;
2235	ys = 2.996247653 ;
2236	sec.s since start: 7 since last call: 0
2237	xs = 3.994996871 ;
2238	ys = 0.2 ;
2239	sec.s since start: 7 since last call: 0
2240	xs = 3.863703305 ;
2241	ys = 1.03527618 ;
2242	sec.s since start: 7 since last call: 0
2243	xs = 3.464101615 ;
2244	ys = 2 ;
2245	sec.s since start: 7 since last call: 0
2246	xs = 2.828427125 ;
2247	ys = 2.828427125 ;
2248	sec.s since start: 7 since last call: 0
2249	xs = 2 ;
2250	ys = 3.464101615 ;
2251	sec.s since start: 7 since last call: 0
2252	xs = 1.03527618 ;
2253	ys = 3.863703305 ;
2254	sec.s since start: 7 since last call: 0
2255	xs = 0.2 ;
2256	ys = 3.994996871 ;
2257	sec.s since start: 7 since last call: 0
2258	xs = 4.993746089 ;
2259	ys = 0.25 ;
2260	sec.s since start: 7 since last call: 0
2261	xs = 4.829629131 ;
2262	ys = 1.294095226 ;
2263	sec.s since start: 7 since last call: 0
2264	xs = 4.330127019 ;
2265	ys = 2.5 ;
2266	sec.s since start: 7 since last call: 0
2267	xs = 3.535533906 ;
2268	ys = 3.535533906 ;
2269	sec.s since start: 7 since last call: 0
2270	xs = 2.5 ;
2271	ys = 4.330127019 ;
2272	sec.s since start: 7 since last call: 0
2273	xs = 1.294095226 ;
2274	ys = 4.829629131 ;
2275	sec.s since start: 7 since last call: 0
2276	xs = 0.25 ;
2277	ys = 4.993746089 ;
2278	sec.s since start: 7 since last call: 0
2279	xs = 5.992495307 ;
2280	ys = 0.3 ;
2281	sec.s since start: 7 since last call: 0
2282	xs = 5.795554958 ;
2283	ys = 1.552914271 ;
2284	sec.s since start: 7 since last call: 0
2285	xs = 5.196152423 ;
2286	ys = 3 ;
2287	sec.s since start: 7 since last call: 0
2288	xs = 4.242640687 ;
2289	ys = 4.242640687 ;
2290	sec.s since start: 7 since last call: 0
2291	xs = 3 ;
2292	ys = 5.196152423 ;
2293	sec.s since start: 7 since last call: 0
2294	xs = 1.552914271 ;
2295	ys = 5.795554958 ;
2296	sec.s since start: 7 since last call: 0
2297	xs = 0.3 ;
2298	ys = 5.992495307 ;
2299	sec.s since start: 7 since last call: 0
2300	dynap,fastune,turns=1024;
2301
2302	sec.s since start: 7 since last call: 0
2303
2304	iteration: 1 error: 8.750387E-04 deltap: 0.000000E+00
2305	orbit: -4.912200E-04 1.221052E-05 -1.026010E-06 1.418253E-04 0.000000E+00 0.000000E+00
2306
2307	iteration: 2 error: 3.154322E-05 deltap: 0.000000E+00
2308	orbit: -5.000265E-04 1.426134E-07 -9.934771E-09 1.424566E-04 0.000000E+00 0.000000E+00
2309
2310	iteration: 3 error: 1.503362E-07 deltap: 0.000000E+00
2311	orbit: -4.999994E-04 5.687285E-10 -4.737468E-10 1.424999E-04 0.000000E+00 0.000000E+00
2312
2313	Full 6D closed orbit search.
2314	Initial value of 6-D closed orbit from Twiss:
2315	orbit0 -4.999994337700015E-004 5.687285445479818E-010 -4.737468090792007E-010 1.424999163038001E-004 0.000000000000000E+000 0.000000000000000E+000
2316	Singular matrix occurred during closed orbit search.
2317
2318	6D closed orbit found by subroutine trclor
2319	iteration: 2 error: 7.152176E-06 deltap: 0.000000E+00
2320	orbit: -4.999994E-04 5.687285E-10 -4.737468E-10 1.424999E-04 0.000000E+00 0.000000E+00
2321
2322	++++++ table: tracksumm
2323
2324	number turn x px
2325	1 0 8.306578034e-07 -1.875986013e-08
2326	2 0 9.306578034e-07 -1.875986013e-08
2327	3 0 1.658367368e-05 -3.921700183e-07
2328	4 0 1.668367368e-05 -3.921700183e-07
2329	5 0 1.604059016e-05 -3.754123427e-07
2330	6 0 1.614059016e-05 -3.754123427e-07
2331	7 0 1.438405761e-05 -3.316594357e-07
2332	8 0 1.448405761e-05 -3.316594357e-07
2333	9 0 1.174727531e-05 -2.653044863e-07
2334	10 0 1.184727531e-05 -2.653044863e-07
2335	11 0 8.309935611e-06 -1.808694745e-07
2336	12 0 8.409935611e-06 -1.808694745e-07
2337	13 0 4.30628753e-06 -8.410850702e-08
2338	14 0 4.40628753e-06 -8.410850702e-08
2339	15 0 8.39360747e-07 -1.317754462e-09
2340	16 0 9.39360747e-07 -1.317754462e-09
2341	17 0 3.316734737e-05 -7.843400367e-07
2342	18 0 3.326734737e-05 -7.843400367e-07
2343	19 0 3.208118032e-05 -7.508246854e-07
2344	20 0 3.218118032e-05 -7.508246854e-07
2345	21 0 2.876811523e-05 -6.633188714e-07
2346	22 0 2.886811523e-05 -6.633188714e-07
2347	23 0 2.349455062e-05 -5.306089726e-07
2348	24 0 2.359455062e-05 -5.306089726e-07
2349	25 0 1.661987122e-05 -3.617389491e-07
2350	26 0 1.671987122e-05 -3.617389491e-07
2351	27 0 8.61257506e-06 -1.68217014e-07
2352	28 0 8.71257506e-06 -1.68217014e-07
2353	29 0 1.678721494e-06 -2.635508925e-09
2354	30 0 1.778721494e-06 -2.635508925e-09
2355	31 0 4.975102105e-05 -1.176510055e-06
2356	32 0 4.985102105e-05 -1.176510055e-06
2357	33 0 4.812177048e-05 -1.126237028e-06
2358	34 0 4.822177048e-05 -1.126237028e-06
2359	35 0 4.315217284e-05 -9.949783071e-07
2360	36 0 4.325217284e-05 -9.949783071e-07
2361	37 0 3.524182594e-05 -7.959134588e-07
2362	38 0 3.534182594e-05 -7.959134588e-07
2363	39 0 2.492980683e-05 -5.426084236e-07
2364	40 0 2.502980683e-05 -5.426084236e-07
2365	41 0 1.291886259e-05 -2.523255211e-07
2366	42 0 1.301886259e-05 -2.523255211e-07
2367	43 0 2.518082241e-06 -3.953263387e-09
2368	44 0 2.618082241e-06 -3.953263387e-09
2369	45 0 6.633469473e-05 -1.568680073e-06
2370	46 0 6.643469473e-05 -1.568680073e-06
2371	47 0 6.416236065e-05 -1.501649371e-06
2372	48 0 6.426236065e-05 -1.501649371e-06
2373	49 0 5.753623046e-05 -1.326637743e-06
2374	50 0 5.763623046e-05 -1.326637743e-06
2375	51 0 4.698910125e-05 -1.061217945e-06
2376	52 0 4.708910125e-05 -1.061217945e-06
2377	53 0 3.323974244e-05 -7.234778982e-07
2378	54 0 3.333974244e-05 -7.234778982e-07
2379	55 0 1.722515012e-05 -3.364340281e-07
2380	56 0 1.732515012e-05 -3.364340281e-07
2381	57 0 3.357442988e-06 -5.271017849e-09
2382	58 0 3.457442988e-06 -5.271017849e-09
2383	59 0 8.291836842e-05 -1.960850092e-06
2384	60 0 8.301836842e-05 -1.960850092e-06
2385	61 0 8.020295081e-05 -1.877061713e-06
2386	62 0 8.030295081e-05 -1.877061713e-06
2387	63 0 7.192028807e-05 -1.658297179e-06
2388	64 0 7.202028807e-05 -1.658297179e-06
2389	65 0 5.873637656e-05 -1.326522431e-06
2390	66 0 5.883637656e-05 -1.326522431e-06
2391	67 0 4.154967805e-05 -9.043473727e-07
2392	68 0 4.164967805e-05 -9.043473727e-07
2393	69 0 2.153143765e-05 -4.205425351e-07
2394	70 0 2.163143765e-05 -4.205425351e-07
2395	71 0 4.196803735e-06 -6.588772311e-09
2396	72 0 4.296803735e-06 -6.588772311e-09
2397	73 0 9.95020421e-05 -2.35302011e-06
2398	74 0 9.96020421e-05 -2.35302011e-06
2399	75 0 9.624354097e-05 -2.252474056e-06
2400	76 0 9.634354097e-05 -2.252474056e-06
2401	77 0 8.630434569e-05 -1.989956614e-06
2402	78 0 8.640434569e-05 -1.989956614e-06
2403	79 0 7.048365187e-05 -1.591826918e-06
2404	80 0 7.058365187e-05 -1.591826918e-06
2405	81 0 4.985961366e-05 -1.085216847e-06
2406	82 0 4.995961366e-05 -1.085216847e-06
2407	83 0 2.583772518e-05 -5.046510421e-07
2408	84 0 2.593772518e-05 -5.046510421e-07
2409	85 0 5.036164482e-06 -7.906526774e-09
2410	86 0 5.136164482e-06 -7.906526774e-09
2411	1 1024 -6.827957788e-07 -8.411179079e-07
2412	2 1024 -7.645452879e-07 -9.440403091e-07
2413	3 1024 -1.545033135e-05 -1.01651309e-05
2414	4 1024 -1.555985332e-05 -1.014391325e-05
2415	5 1024 -1.469962577e-05 -1.092318263e-05
2416	6 1024 -1.480820647e-05 -1.091536851e-05
2417	7 1024 -1.248692759e-05 -1.241078502e-05
2418	8 1024 -1.259078168e-05 -1.243944144e-05
2419	9 1024 -9.238432005e-06 -1.283397385e-05
2420	10 1024 -9.3312504e-06 -1.290888044e-05
2421	11 1024 -5.709942391e-06 -1.078130923e-05
2422	12 1024 -5.786840704e-06 -1.089686926e-05
2423	13 1024 -2.594357536e-06 -6.148363548e-06
2424	14 1024 -2.6567799e-06 -6.289286295e-06
2425	15 1024 -4.619034558e-07 -1.213901058e-06
2426	16 1024 -5.186479076e-07 -1.362909617e-06
2427	17 1024 -3.1014193e-05 2.258679063e-05
2428	18 1024 -3.104142936e-05 2.297939158e-05
2429	19 1024 -3.129071632e-05 1.327738947e-05
2430	20 1024 -3.135258752e-05 1.363939632e-05
2431	21 1024 -2.784293801e-05 -1.068001563e-05
2432	22 1024 -2.79717073e-05 -1.045589407e-05
2433	23 1024 -1.603704915e-05 -3.073167576e-05
2434	24 1024 -1.61750247e-05 -3.073703281e-05
2435	25 1024 -2.695673366e-06 -3.008341363e-05
2436	26 1024 -2.760555735e-06 -3.024652965e-05
2437	27 1024 2.403546565e-06 -1.551497827e-05
2438	28 1024 2.418260386e-06 -1.569858445e-05
2439	29 1024 7.690517185e-07 -3.059033422e-06
2440	30 1024 8.121666518e-07 -3.226605743e-06
2441	31 1024 -2.917359919e-08 8.935391761e-05
2442	32 1024 4.191284222e-07 8.951153506e-05
2443	33 1024 -1.653810999e-05 8.206278063e-05
2444	34 1024 -1.618349614e-05 8.245536228e-05
2445	35 1024 -4.159730004e-05 2.175239954e-05
2446	36 1024 -4.161577804e-05 2.237982245e-05
2447	37 1024 -1.731551311e-05 -5.574076446e-05
2448	38 1024 -1.755302555e-05 -5.56947432e-05
2449	39 1024 1.815028743e-05 -3.247980555e-05
2450	40 1024 1.814213329e-05 -3.275699407e-05
2451	41 1024 1.253548287e-05 5.630043922e-06
2452	42 1024 1.264128342e-05 5.613300055e-06
2453	43 1024 1.907314489e-06 2.877110399e-06
2454	44 1024 1.988189559e-06 2.982880848e-06
2455	45 1024 6.509993232e-05 -1.94801493e-05
2456	46 1024 6.5032175e-05 -2.097371034e-05
2457	47 1024 5.816852892e-05 5.086078794e-05
2458	48 1024 5.857458268e-05 4.974684146e-05
2459	49 1024 -3.488212569e-05 8.548081031e-05
2460	50 1024 -3.446577562e-05 8.620294472e-05
2461	51 1024 -9.506960117e-06 -8.420909216e-05
2462	52 1024 -9.900537378e-06 -8.425899106e-05
2463	53 1024 2.722822804e-05 3.313272197e-05
2464	54 1024 2.742896302e-05 3.289676553e-05
2465	55 1024 -1.552742384e-05 1.838902282e-05
2466	56 1024 -1.5570712e-05 1.859975312e-05
2467	57 1024 -4.055623744e-06 -1.351179481e-06
2468	58 1024 -4.159141006e-06 -1.364826245e-06
2469	59 1024 -6.798259272e-05 -7.758792166e-05
2470	60 1024 -6.883362399e-05 -7.531962663e-05
2471	61 1024 5.601495779e-06 -0.0001481956186
2472	62 1024 4.41940508e-06 -0.0001485469339
2473	63 1024 1.892691746e-05 0.0001234767727
2474	64 1024 1.983779752e-05 0.0001231818997
2475	65 1024 9.458477405e-06 -0.0001064048776
2476	66 1024 8.88932132e-06 -0.000106831154
2477	67 1024 -2.970127835e-05 5.592936864e-05
2478	68 1024 -2.949087353e-05 5.651454028e-05
2479	69 1024 1.67705043e-05 -2.218005763e-05
2480	70 1024 1.677419643e-05 -2.25062918e-05
2481	71 1024 2.918921037e-06 4.276643598e-06
2482	72 1024 3.001266782e-06 4.39655839e-06
2483	73 1024 9.024618854e-05 8.497292453e-05
2484	74 1024 9.114014107e-05 8.226019201e-05
2485	75 1024 -6.098109663e-05 0.0001401303513
2486	76 1024 -5.968020819e-05 0.0001419651123
2487	77 1024 8.528328529e-05 4.356924097e-05
2488	78 1024 8.560884852e-05 4.144053021e-05
2489	79 1024 3.635977383e-05 -0.0001108344189
2490	80 1024 3.567252959e-05 -0.0001118459826
2491	81 1024 -1.425079336e-05 -8.494168436e-05
2492	82 1024 -1.486447819e-05 -8.482970487e-05
2493	83 1024 -2.112221771e-05 -2.308788609e-05
2494	84 1024 -2.133610267e-05 -2.277541942e-05
2495	85 1024 2.210327876e-06 -5.648408823e-07
2496	86 1024 2.322751327e-06 -5.889111213e-07
2497
2498	y py t pt
2499	8.221271987e-07 2.413099025e-09 0 0
2500	8.221271987e-07 2.413099025e-09 0 0
2501	8.18623952e-07 2.022449552e-08 0 0
2502	8.18623952e-07 2.022449552e-08 0 0
2503	4.253032546e-06 2.576602841e-08 0 0
2504	4.253032546e-06 2.576602841e-08 0 0
2505	8.219920441e-06 3.100258864e-08 0 0
2506	8.219920441e-06 3.100258864e-08 0 0
2507	1.162663434e-05 3.412637369e-08 0 0
2508	1.162663434e-05 3.412637369e-08 0 0
2509	1.424101233e-05 3.492450277e-08 0 0
2510	1.424101233e-05 3.492450277e-08 0 0
2511	1.588488886e-05 3.33425847e-08 0 0
2512	1.588488886e-05 3.33425847e-08 0 0
2513	1.642548118e-05 3.039021878e-08 0 0
2514	1.642548118e-05 3.039021878e-08 0 0
2515	1.637247904e-06 4.044899105e-08 0 0
2516	1.637247904e-06 4.044899105e-08 0 0
2517	8.506065091e-06 5.153205682e-08 0 0
2518	8.506065091e-06 5.153205682e-08 0 0
2519	1.643984088e-05 6.200517728e-08 0 0
2520	1.643984088e-05 6.200517728e-08 0 0
2521	2.325326869e-05 6.825274738e-08 0 0
2522	2.325326869e-05 6.825274738e-08 0 0
2523	2.848202466e-05 6.984900554e-08 0 0
2524	2.848202466e-05 6.984900554e-08 0 0
2525	3.176977772e-05 6.66851694e-08 0 0
2526	3.176977772e-05 6.66851694e-08 0 0
2527	3.285096236e-05 6.078043756e-08 0 0
2528	3.285096236e-05 6.078043756e-08 0 0
2529	2.455871856e-06 6.067348657e-08 0 0
2530	2.455871856e-06 6.067348657e-08 0 0
2531	1.275909764e-05 7.729808523e-08 0 0
2532	1.275909764e-05 7.729808523e-08 0 0
2533	2.465976132e-05 9.300776592e-08 0 0
2534	2.465976132e-05 9.300776592e-08 0 0
2535	3.487990303e-05 1.023791211e-07 0 0
2536	3.487990303e-05 1.023791211e-07 0 0
2537	4.272303699e-05 1.047735083e-07 0 0
2538	4.272303699e-05 1.047735083e-07 0 0
2539	4.765466657e-05 1.000277541e-07 0 0
2540	4.765466657e-05 1.000277541e-07 0 0
2541	4.927644353e-05 9.117065634e-08 0 0
2542	4.927644353e-05 9.117065634e-08 0 0
2543	3.274495808e-06 8.089798209e-08 0 0
2544	3.274495808e-06 8.089798209e-08 0 0
2545	1.701213018e-05 1.030641136e-07 0 0
2546	1.701213018e-05 1.030641136e-07 0 0
2547	3.287968177e-05 1.240103546e-07 0 0
2548	3.287968177e-05 1.240103546e-07 0 0
2549	4.650653737e-05 1.365054948e-07 0 0
2550	4.650653737e-05 1.365054948e-07 0 0
2551	5.696404931e-05 1.396980111e-07 0 0
2552	5.696404931e-05 1.396980111e-07 0 0
2553	6.353955543e-05 1.333703388e-07 0 0
2554	6.353955543e-05 1.333703388e-07 0 0
2555	6.570192471e-05 1.215608751e-07 0 0
2556	6.570192471e-05 1.215608751e-07 0 0
2557	4.09311976e-06 1.011224776e-07 0 0
2558	4.09311976e-06 1.011224776e-07 0 0
2559	2.126516273e-05 1.288301421e-07 0 0
2560	2.126516273e-05 1.288301421e-07 0 0
2561	4.109960221e-05 1.550129432e-07 0 0
2562	4.109960221e-05 1.550129432e-07 0 0
2563	5.813317172e-05 1.706318684e-07 0 0
2564	5.813317172e-05 1.706318684e-07 0 0
2565	7.120506164e-05 1.746225138e-07 0 0
2566	7.120506164e-05 1.746225138e-07 0 0
2567	7.942444429e-05 1.667129235e-07 0 0
2568	7.942444429e-05 1.667129235e-07 0 0
2569	8.212740589e-05 1.519510939e-07 0 0
2570	8.212740589e-05 1.519510939e-07 0 0
2571	4.911743712e-06 1.213469731e-07 0 0
2572	4.911743712e-06 1.213469731e-07 0 0
2573	2.551819527e-05 1.545961705e-07 0 0
2574	2.551819527e-05 1.545961705e-07 0 0
2575	4.931952265e-05 1.860155318e-07 0 0
2576	4.931952265e-05 1.860155318e-07 0 0
2577	6.975980606e-05 2.047582421e-07 0 0
2578	6.975980606e-05 2.047582421e-07 0 0
2579	8.544607397e-05 2.095470166e-07 0 0
2580	8.544607397e-05 2.095470166e-07 0 0
2581	9.530933315e-05 2.000555082e-07 0 0
2582	9.530933315e-05 2.000555082e-07 0 0
2583	9.855288707e-05 1.823413127e-07 0 0
2584	9.855288707e-05 1.823413127e-07 0 0
2585	-2.592050813e-07 1.449484245e-06 0.007464207504 0
2586	-2.595499849e-07 1.449389991e-06 0.007464208562 0
2587	-5.690675232e-07 1.086683288e-06 0.00746719188 0
2588	-5.720003466e-07 1.080964232e-06 0.007467229032 0
2589	-2.538351439e-06 6.309502092e-06 0.007467257166 0
2590	-2.55240984e-06 6.289068684e-06 0.00746729306 0
2591	-4.109378032e-06 1.320174367e-05 0.007467362608 0
2592	-4.135418315e-06 1.317299263e-05 0.007467394581 0
2593	-4.257246825e-06 2.008242986e-05 0.007467488449 0
2594	-4.289653685e-06 2.005847483e-05 0.007467514154 0
2595	-3.206914453e-06 2.5746471e-05 0.007467624583 0
2596	-3.236487681e-06 2.57338875e-05 0.007467642142 0
2597	-1.881733451e-06 2.925110459e-05 0.007467755138 0
2598	-1.899300925e-06 2.924738328e-05 0.0074677633 0
2599	-1.319314528e-06 3.035397754e-05 0.007467841369 0
2600	-1.322975662e-06 3.035355078e-05 0.007467841511 0
2601	-1.461168204e-06 -9.004702384e-07 0.007476564525 0
2602	-1.455680392e-06 -9.256726287e-07 0.007476639958 0
2603	-8.301423749e-06 -1.57539523e-07 0.007476683942 0
2604	-8.298705711e-06 -2.862240342e-07 0.007476756398 0
2605	-1.471004816e-05 1.282541405e-05 0.007476911299 0
2606	-1.475821851e-05 1.262147917e-05 0.007476975841 0
2607	-1.202486145e-05 3.685911688e-05 0.007477212831 0
2608	-1.214204642e-05 3.672444914e-05 0.007477265228 0
2609	1.198255307e-06 5.268222039e-05 0.007477563123 0
2610	1.076218946e-06 5.269095702e-05 0.007477599083 0
2611	1.46486164e-05 5.238811929e-05 0.007477953882 0
2612	1.458461102e-05 5.244691247e-05 0.007477970887 0
2613	1.951061145e-05 4.934424046e-05 0.007478225044 0
2614	1.949799197e-05 4.936030677e-05 0.007478225969 0
2615	1.283938887e-06 -3.484917205e-06 0.007492050486 0
2616	1.30952525e-06 -3.456736571e-06 0.007492157636 0
2617	4.865798653e-07 -2.281201e-05 0.007492179253 0
2618	6.420022623e-07 -2.280701664e-05 0.007492285293 0
2619	-1.983912227e-05 -2.509595581e-05 0.007492508945 0
2620	-1.968368674e-05 -2.550708951e-05 0.007492602984 0
2621	-2.56848198e-05 4.316515982e-05 0.00749326305 0
2622	-2.588543312e-05 4.273392829e-05 0.00749334066 0
2623	1.988696284e-05 6.98169497e-05 0.007494149947 0
2624	1.963865797e-05 7.003976635e-05 0.007494203229 0
2625	4.749042833e-05 1.065252194e-05 0.007495279069 0
2626	4.7474662e-05 1.095524528e-05 0.007495306171 0
2627	4.757690467e-05 -2.169976696e-05 0.007495718725 0
2628	4.758720598e-05 -2.163017287e-05 0.007495723607 0
2629	6.054605288e-07 4.586929446e-06 0.007509526529 0
2630	5.515991509e-07 4.592319277e-06 0.007509631546 0
2631	1.331256264e-05 1.834989683e-05 0.007511578501 0
2632	1.314530045e-05 1.873711198e-05 0.007511683675 0
2633	1.534637435e-05 -5.377383736e-05 0.007513874758 0
2634	1.576982507e-05 -5.337150746e-05 0.007514000661 0
2635	-4.339462729e-05 2.559618627e-05 0.00751546503 0
2636	-4.353645945e-05 2.462119025e-05 0.007515563634 0
2637	4.984918514e-05 5.225985234e-05 0.007518445177 0
2638	4.960628603e-05 5.303116177e-05 0.007518515532 0
2639	1.75079014e-05 -0.0001144359253 0.007520354763 0
2640	1.780907111e-05 -0.0001142632261 0.007520392234 0
2641	-2.559277712e-05 -0.0001127883661 0.007521113575 0
2642	-2.552278035e-05 -0.0001128456043 0.007521117775 0
2643	5.258885106e-07 -7.508369801e-06 0.007532459805 0
2644	6.225706813e-07 -7.440389791e-06 0.007532613515 0
2645	-1.681283299e-05 -2.116478653e-05 0.007533421798 0
2646	-1.653148948e-05 -2.190745889e-05 0.007533577917 0
2647	2.860484666e-05 5.029695398e-05 0.007541194135 0
2648	2.806924759e-05 5.129180103e-05 0.00754134061 0
2649	-5.370549418e-05 -3.054895363e-05 0.007543550234 0
2650	-5.343792869e-05 -3.206835041e-05 0.00754366621 0
2651	6.930191275e-05 -2.011946566e-05 0.007549119124 0
2652	6.944080611e-05 -1.860451906e-05 0.007549210934 0
2653	-7.919645693e-05 9.022348641e-06 0.007552770983 0
2654	-7.919892433e-05 7.96959876e-06 0.00755280463 0
2655	-2.354651512e-05 0.0001441594969 0.00755518595 0
2656	-2.369420684e-05 0.0001440775733 0.007555193132 0
2657	-1.892574956e-06 -1.104888113e-05 0.007558323573 0
2658	-1.748225227e-06 -1.125263868e-05 0.007558412057 0
2659	-4.623398913e-06 4.410838151e-05 0.007562896576 0
2660	-5.472977376e-06 4.389009834e-05 0.007563103566 0
2661	-4.863126853e-05 -2.542127751e-07 0.007570510134 0
2662	-4.872272339e-05 -2.294093763e-06 0.007570611926 0
2663	-3.259771924e-05 -0.0001114941493 0.007577701145 0
2664	-3.15710144e-05 -0.0001124985725 0.007577839962 0
2665	4.888062807e-05 -0.0001239048218 0.00758615911 0
2666	4.981267621e-05 -0.0001223960176 0.007586256521 0
2667	7.63370832e-05 0.0001097341893 0.007592144132 0
2668	7.573807286e-05 0.0001110823488 0.007592209491 0
2669	1.757515026e-05 -0.0001842109706 0.007596485277 0
2670	1.783182462e-05 -0.0001840909327 0.007596488655 0
2671
2672	s e
2673	0 0
2674	0 0
2675	0 0
2676	0 0
2677	0 0
2678	0 0
2679	0 0
2680	0 0
2681	0 0
2682	0 0
2683	0 0
2684	0 0
2685	0 0
2686	0 0
2687	0 0
2688	0 0
2689	0 0
2690	0 0
2691	0 0
2692	0 0
2693	0 0
2694	0 0
2695	0 0
2696	0 0
2697	0 0
2698	0 0
2699	0 0
2700	0 0
2701	0 0
2702	0 0
2703	0 0
2704	0 0
2705	0 0
2706	0 0
2707	0 0
2708	0 0
2709	0 0
2710	0 0
2711	0 0
2712	0 0
2713	0 0
2714	0 0
2715	0 0
2716	0 0
2717	0 0
2718	0 0
2719	0 0
2720	0 0
2721	0 0
2722	0 0
2723	0 0
2724	0 0
2725	0 0
2726	0 0
2727	0 0
2728	0 0
2729	0 0
2730	0 0
2731	0 0
2732	0 0
2733	0 0
2734	0 0
2735	0 0
2736	0 0
2737	0 0
2738	0 0
2739	0 0
2740	0 0
2741	0 0
2742	0 0
2743	0 0
2744	0 0
2745	0 0
2746	0 0
2747	0 0
2748	0 0
2749	0 0
2750	0 0
2751	0 0
2752	0 0
2753	0 0
2754	0 0
2755	0 0
2756	0 0
2757	0 0
2758	0 0
2759	26658.8832 0
2760	26658.8832 0
2761	26658.8832 0
2762	26658.8832 0
2763	26658.8832 0
2764	26658.8832 0
2765	26658.8832 0
2766	26658.8832 0
2767	26658.8832 0
2768	26658.8832 0
2769	26658.8832 0
2770	26658.8832 0
2771	26658.8832 0
2772	26658.8832 0
2773	26658.8832 0
2774	26658.8832 0
2775	26658.8832 0
2776	26658.8832 0
2777	26658.8832 0
2778	26658.8832 0
2779	26658.8832 0
2780	26658.8832 0
2781	26658.8832 0
2782	26658.8832 0
2783	26658.8832 0
2784	26658.8832 0
2785	26658.8832 0
2786	26658.8832 0
2787	26658.8832 0
2788	26658.8832 0
2789	26658.8832 0
2790	26658.8832 0
2791	26658.8832 0
2792	26658.8832 0
2793	26658.8832 0
2794	26658.8832 0
2795	26658.8832 0
2796	26658.8832 0
2797	26658.8832 0
2798	26658.8832 0
2799	26658.8832 0
2800	26658.8832 0
2801	26658.8832 0
2802	26658.8832 0
2803	26658.8832 0
2804	26658.8832 0
2805	26658.8832 0
2806	26658.8832 0
2807	26658.8832 0
2808	26658.8832 0
2809	26658.8832 0
2810	26658.8832 0
2811	26658.8832 0
2812	26658.8832 0
2813	26658.8832 0
2814	26658.8832 0
2815	26658.8832 0
2816	26658.8832 0
2817	26658.8832 0
2818	26658.8832 0
2819	26658.8832 0
2820	26658.8832 0
2821	26658.8832 0
2822	26658.8832 0
2823	26658.8832 0
2824	26658.8832 0
2825	26658.8832 0
2826	26658.8832 0
2827	26658.8832 0
2828	26658.8832 0
2829	26658.8832 0
2830	26658.8832 0
2831	26658.8832 0
2832	26658.8832 0
2833	26658.8832 0
2834	26658.8832 0
2835	26658.8832 0
2836	26658.8832 0
2837	26658.8832 0
2838	26658.8832 0
2839	26658.8832 0
2840	26658.8832 0
2841	26658.8832 0
2842	26658.8832 0
2843	26658.8832 0
2844	26658.8832 0
2845	entered dynap
2846	0.309965151818530 0.309965151824376 0.320018746244777 0.320018746276534
2847	tunes = 0.309965151818007 0.320018746245417 3.229066651158457E-011
2848	yapunov = 0.000000000000000E+000
2849	0.310002460600046 0.310002460607077 0.319964608562590 0.319964622804039
2850	tunes = 0.310002460791216 0.319964642062814 1.424145119934233E-008
2851	yapunov = 0.000000000000000E+000
2852	0.309996568915863 0.309996569233733 0.319970488127768 0.319970490969694
2853	tunes = 0.309996569746790 0.319970494330683 2.859647447120983E-009
2854	yapunov = 0.000000000000000E+000
2855	0.309979818922539 0.309979819655521 0.319987118116202 0.319987119021793
2856	tunes = 0.309979820329230 0.319987121126350 1.165057169771494E-009
2857	yapunov = 0.000000000000000E+000
2858	0.309956884288977 0.309956885296480 0.320009864238592 0.320009864224156
2859	tunes = 0.309956885948723 0.320009866231166 1.007606825495899E-009
2860	yapunov = 0.000000000000000E+000
2861	0.309933871684512 0.309933872518800 0.320032656967429 0.320032656681149
2862	tunes = 0.309933873394456 0.320032658410955 8.820388851721789E-010
2863	yapunov = 0.000000000000000E+000
2864	0.309916938992081 0.309916938833317 0.320049394105355 0.320049394051554
2865	tunes = 0.309916941087741 0.320049395002012 1.676320179675514E-010
2866	yapunov = 0.000000000000000E+000
2867	0.309910896275405 0.309910890628066 0.320055330876598 0.320055331149401
2868	tunes = 0.309910904731717 0.320055331228766 5.653924292218519E-009
2869	yapunov = 0.000000000000000E+000
2870	0.310113930809282 0.310113930985508 0.319802428110438 0.319802436355511
2871	tunes = 0.310113931567550 0.319802537313506 8.246955796780615E-009
2872	yapunov = 0.000000000000000E+000
2873	0.310090572491956 0.310090572527482 0.319825828921355 0.319825828513412
2874	tunes = 0.310090575899561 0.319825849839931 4.094872799982523E-010
2875	yapunov = 0.000000000000000E+000
2876	0.310024048028370 0.310024048440548 0.319892092184450 0.319892091425676
2877	tunes = 0.310024054013218 0.319892102858543 8.634982731795278E-010
2878	yapunov = 0.000000000000000E+000
2879	0.309932789075410 0.309932792700926 0.319982683303269 0.319982682648919
2880	tunes = 0.309932795740333 0.319982691131193 3.684093228995021E-009
2881	yapunov = 0.000000000000000E+000
2882	0.309840711280587 0.309840719258619 0.320073699045179 0.320073700441637
2883	tunes = 0.309840717635103 0.320073705350426 8.099326258233866E-009
2884	yapunov = 0.000000000000000E+000
2885	0.309772321161168 0.309772332695006 0.320140946596654 0.320140949831556
2886	tunes = 0.309772329242357 0.320140950450625 1.197889837818787E-008
2887	yapunov = 0.000000000000000E+000
2888	0.309747563831845 0.309747602826147 0.320165023174980 0.320165023891737
2889	tunes = 0.309747594579442 0.320165024060878 3.900088883134806E-008
2890	yapunov = 0.000000000000000E+000
2891	0.310300715901848 0.310300717324708 0.319530025132623 0.319530233721611
2892	tunes = 0.310300716436370 0.319530093640519 2.085938407236161E-007
2893	yapunov = 0.000000000000000E+000
2894	0.310247998144230 0.310248006180289 0.319583298274657 0.319583336500031
2895	tunes = 0.310248001913903 0.319583309301742 3.906094548204715E-008
2896	yapunov = 0.000000000000000E+000
2897	0.310098625159446 0.310098628397100 0.319733273450976 0.319733284111455
2898	tunes = 0.310098637187210 0.319733287433869 1.114128421814549E-008
2899	yapunov = 0.000000000000000E+000
2900	0.309894720552673 0.309894725801434 0.319936145728641 0.319936145193102
2901	tunes = 0.309894734940646 0.319936164422772 5.276011319571475E-009
2902	yapunov = 0.000000000000000E+000
2903	0.309687197459546 0.309687218585798 0.320140413280311 0.320140436460936
2904	tunes = 0.309687209019181 0.320140428698974 3.136335239636084E-008
2905	yapunov = 0.000000000000000E+000
2906	0.309529706107652 0.309529709681837 0.320293730858729 0.320293746339247
2907	tunes = 0.309529710610423 0.320293738723545 1.588776948880067E-008
2908	yapunov = 0.000000000000000E+000
2909	0.309471315173899 0.309471287596807 0.320349696713425 0.320349696701185
2910	tunes = 0.309471300236425 0.320349696658906 2.757709465938256E-008
2911	yapunov = 0.000000000000000E+000
2912	0.310570232294200 0.310570241775243 0.319133573400510 0.319133630044258
2913	tunes = 0.310570236663463 0.319133615910384 5.743173690202389E-008
2914	yapunov = 0.000000000000000E+000
2915	0.310473028354024 0.310473033610045 0.319234344049870 0.319234331519897
2916	tunes = 0.310473030886195 0.319234343661779 1.358771417272663E-008
2917	yapunov = 0.000000000000000E+000
2918	0.310204172952580 0.310204201571744 0.319509334860866 0.319509367536164
2919	tunes = 0.310204181028745 0.319509322956378 4.343652422376837E-008
2920	yapunov = 0.000000000000000E+000
2921	0.309845153254595 0.309845167851066 0.319868409317655 0.319868395924505
2922	tunes = 0.309845180270649 0.319868441712558 1.980993249561857E-008
2923	yapunov = 0.000000000000000E+000
2924	0.309474912484596 0.309474921130638 0.320229900876617 0.320229942014088
2925	tunes = 0.309474918286819 0.320229920038740 4.203624147982276E-008
2926	yapunov = 0.000000000000000E+000
2927	0.309180716744089 0.309180738040044 0.320511152667827 0.320511155218569
2928	tunes = 0.309180713038314 0.320511150536275 2.144817010969488E-008
2929	yapunov = 0.000000000000000E+000
2930	0.309066293591328 0.309066394655459 0.320618151563772 0.320618148569705
2931	tunes = 0.309066291712613 0.320618150085202 1.011084719176585E-007
2932	yapunov = 0.000000000000000E+000
2933	0.310945259921223 0.310945263375903 0.318570203378521 0.318570629702429
2934	tunes = 0.310945256348700 0.318570467736516 4.263379058530613E-007
2935	yapunov = 0.000000000000000E+000
2936	0.310777267520829 0.310777255594760 0.318753901927937 0.318753876033906
2937	tunes = 0.310777289358999 0.318753962767744 2.850845396727796E-008
2938	yapunov = 0.000000000000000E+000
2939	0.310340516147935 0.310340519950506 0.319217552270297 0.319217525040480
2940	tunes = 0.310340516109647 0.319217529329039 2.749404437863818E-008
2941	yapunov = 0.000000000000000E+000
2942	0.309787194878337 0.309787439023192 0.319776738000996 0.319776350533403
2943	tunes = 0.309787359999797 0.319776595535926 4.579714470798430E-007
2944	yapunov = 0.000000000000000E+000
2945	0.309205160118682 0.309205171360206 0.320336640548584 0.320336642979558
2946	tunes = 0.309205159677287 0.320336640196469 1.150136832073990E-008
2947	yapunov = 0.000000000000000E+000
2948	0.308701321375987 0.308701264792733 0.320804342656568 0.320804157381741
2949	tunes = 0.308701347943395 0.320804045706639 1.937225493201927E-007
2950	yapunov = 0.000000000000000E+000
2951	0.308488276687447 0.308487593445856 0.320997300282716 0.320997301156206
2952	tunes = 0.308487912787679 0.320997302706199 6.832421495498834E-007
2953	yapunov = 0.000000000000000E+000
2954	0.311442391970895 0.311442268643037 0.317730489614196 0.317725077571167
2955	tunes = 0.311442397682079 0.317734366887289 5.413448023932636E-006
2956	yapunov = 0.000000000000000E+000
2957	0.311170975051737 0.311171063874009 0.318085440179694 0.318087491663659
2958	tunes = 0.311171020709766 0.318086435784492 2.053405915973999E-006
2959	yapunov = 0.000000000000000E+000
2960	0.310505645374220 0.310505649184854 0.318854273227390 0.318854413352949
2961	tunes = 0.310505661506042 0.318854422767818 1.401773639168684E-007
2962	yapunov = 0.000000000000000E+000
2963	0.309725138149441 0.309724846857724 0.319657042363883 0.319657582177630
2964	tunes = 0.309725434983833 0.319656761729705 6.133919997798683E-007
2965	yapunov = 0.000000000000000E+000
2966	0.308879310093988 0.308879301133434 0.320449333296426 0.320449404214395
2967	tunes = 0.308879373908658 0.320449265172605 7.148181494435542E-008
2968	yapunov = 0.000000000000000E+000
2969	0.308037742004852 0.308036014710925 0.321182372610896 0.321182494937804
2970	tunes = 0.308036827062949 0.321182428965066 1.731620103564792E-006
2971	yapunov = 0.000000000000000E+000
2972	0.307634458171990 0.307634379280339 0.321498251316342 0.321498254429936
2973	tunes = 0.307634885878987 0.321498256386198 7.895306820489828E-008
2974	yapunov = 0.000000000000000E+000
2975	end dynap
2976	endtrack;
2977
2978	sec.s since start: 41 since last call: 34
2979	exit TRACK module
2980
2981	write,table=dynap,file;
2982
2983	sec.s since start: 41 since last call: 0
2984	write,table=dynaptune,file;
2985
2986	sec.s since start: 41 since last call: 0
2987	!system,"foot < dynaptune > footprint";
2988
2989	!stop;
2990
2991
2992	Number of warnings: 0
2993	sec.s since start: 41 since last call: 0
2994
2995	++++++++++++++++++++++++++++++++++++++++++++
2996	+ MAD-X 5.00.19 (64 bit) finished normally +
2997	++++++++++++++++++++++++++++++++++++++++++++

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