example.seq

# Pulseq sequence file
# Created by PyPulseq

[VERSION]
major 1
minor 4
revision 2

[DEFINITIONS]
AdcRasterTime 1e-07 
BlockDurationRaster 1e-05 
FOV 0.256 0.256 0.003 
GradientRasterTime 1e-05 
Name gre 
RadiofrequencyRasterTime 1e-06 
TotalDuration 1.536 

# Format of blocks:
# NUM DUR RF  GX  GY  GZ  ADC  EXT
[BLOCKS]
  1 317   1   0   0   1  0  0
  2 100   0   2   3   4  0  0
  3  80   0   0   0   0  0  0
  4 326   0   5   0   0  1  0
  5 377   0   6   7   8  0  0
  6 317   2   0   0   1  0  0
  7 100   0   2   9   4  0  0
  8  80   0   0   0   0  0  0
  9 326   0   5   0   0  2  0
 10 377   0   6  10   8  0  0
 11 317   3   0   0   1  0  0
 12 100   0   2  11   4  0  0
 13  80   0   0   0   0  0  0
 14 326   0   5   0   0  3  0
 15 377   0   6  12   8  0  0
 16 317   4   0   0   1  0  0
 17 100   0   2  13   4  0  0
 18  80   0   0   0   0  0  0
 19 326   0   5   0   0  4  0
 20 377   0   6  14   8  0  0
 21 317   5   0   0   1  0  0
 22 100   0   2  15   4  0  0
 23  80   0   0   0   0  0  0
 24 326   0   5   0   0  5  0
 25 377   0   6  16   8  0  0
 26 317   6   0   0   1  0  0
 27 100   0   2  17   4  0  0
 28  80   0   0   0   0  0  0
 29 326   0   5   0   0  6  0
 30 377   0   6  18   8  0  0
 31 317   7   0   0   1  0  0
 32 100   0   2  19   4  0  0
 33  80   0   0   0   0  0  0
 34 326   0   5   0   0  7  0
 35 377   0   6  20   8  0  0
 36 317   8   0   0   1  0  0
 37 100   0   2  21   4  0  0
 38  80   0   0   0   0  0  0
 39 326   0   5   0   0  8  0
 40 377   0   6  22   8  0  0
 41 317   9   0   0   1  0  0
 42 100   0   2  23   4  0  0
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 44 326   0   5   0   0  9  0
 45 377   0   6  24   8  0  0
 46 317  10   0   0   1  0  0
 47 100   0   2  25   4  0  0
 48  80   0   0   0   0  0  0
 49 326   0   5   0   0 10  0
 50 377   0   6  26   8  0  0
 51 317   6   0   0   1  0  0
 52 100   0   2  27   4  0  0
 53  80   0   0   0   0  0  0
 54 326   0   5   0   0  6  0
 55 377   0   6  28   8  0  0
 56 317  11   0   0   1  0  0
 57 100   0   2  29   4  0  0
 58  80   0   0   0   0  0  0
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 61 317  12   0   0   1  0  0
 62 100   0   2  31   4  0  0
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 65 377   0   6  32   8  0  0
 66 317  13   0   0   1  0  0
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 70 377   0   6  34   8  0  0
 71 317  14   0   0   1  0  0
 72 100   0   2  35   4  0  0
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 75 377   0   6  36   8  0  0
 76 317   1   0   0   1  0  0
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 79 326   0   5   0   0  1  0
 80 377   0   6  38   8  0  0
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 84 326   0   5   0   0 15  0
 85 377   0   6  40   8  0  0
 86 317  16   0   0   1  0  0
 87 100   0   2  41   4  0  0
 88  80   0   0   0   0  0  0
 89 326   0   5   0   0 16  0
 90 377   0   6  42   8  0  0
 91 317  13   0   0   1  0  0
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 94 326   0   5   0   0 13  0
 95 377   0   6  44   8  0  0
 96 317  17   0   0   1  0  0
 97 100   0   2  45   4  0  0
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 99 326   0   5   0   0 17  0
100 377   0   6  46   8  0  0
101 317   5   0   0   1  0  0
102 100   0   2  47   4  0  0
103  80   0   0   0   0  0  0
104 326   0   5   0   0  5  0
105 377   0   6  48   8  0  0
106 317  18   0   0   1  0  0
107 100   0   2  49   4  0  0
108  80   0   0   0   0  0  0
109 326   0   5   0   0 18  0
110 377   0   6  50   8  0  0
111 317  19   0   0   1  0  0
112 100   0   2  51   4  0  0
113  80   0   0   0   0  0  0
114 326   0   5   0   0 19  0
115 377   0   6  52   8  0  0
116 317   9   0   0   1  0  0
117 100   0   2  53   4  0  0
118  80   0   0   0   0  0  0
119 326   0   5   0   0  9  0
120 377   0   6  54   8  0  0
121 317  20   0   0   1  0  0
122 100   0   2  55   4  0  0
123  80   0   0   0   0  0  0
124 326   0   5   0   0 20  0
125 377   0   6  56   8  0  0
126 317  10   0   0   1  0  0
127 100   0   2  57   4  0  0
128  80   0   0   0   0  0  0
129 326   0   5   0   0 10  0
130 377   0   6  58   8  0  0
131 317  18   0   0   1  0  0
132 100   0   2  59   4  0  0
133  80   0   0   0   0  0  0
134 326   0   5   0   0 18  0
135 377   0   6  60   8  0  0
136 317  21   0   0   1  0  0
137 100   0   2  61   4  0  0
138  80   0   0   0   0  0  0
139 326   0   5   0   0 21  0
140 377   0   6  62   8  0  0
141 317   4   0   0   1  0  0
142 100   0   2  63   4  0  0
143  80   0   0   0   0  0  0
144 326   0   5   0   0  4  0
145 377   0   6  64   8  0  0
146 317  22   0   0   1  0  0
147 100   0   2  65   4  0  0
148  80   0   0   0   0  0  0
149 326   0   5   0   0 22  0
150 377   0   6  66   8  0  0
151 317  14   0   0   1  0  0
152 100   0   2  67   4  0  0
153  80   0   0   0   0  0  0
154 326   0   5   0   0 14  0
155 377   0   6  68   8  0  0
156 317  15   0   0   1  0  0
157 100   0   2  69   4  0  0
158  80   0   0   0   0  0  0
159 326   0   5   0   0 15  0
160 377   0   6  70   8  0  0
161 317  23   0   0   1  0  0
162 100   0   2  71   4  0  0
163  80   0   0   0   0  0  0
164 326   0   5   0   0 23  0
165 377   0   6  72   8  0  0
166 317   2   0   0   1  0  0
167 100   0   2  73   4  0  0
168  80   0   0   0   0  0  0
169 326   0   5   0   0  2  0
170 377   0   6  74   8  0  0
171 317  22   0   0   1  0  0
172 100   0   2  75   4  0  0
173  80   0   0   0   0  0  0
174 326   0   5   0   0 22  0
175 377   0   6  76   8  0  0
176 317  17   0   0   1  0  0
177 100   0   2  77   4  0  0
178  80   0   0   0   0  0  0
179 326   0   5   0   0 17  0
180 377   0   6  78   8  0  0
181 317  11   0   0   1  0  0
182 100   0   2  79   4  0  0
183  80   0   0   0   0  0  0
184 326   0   5   0   0 11  0
185 377   0   6  80   8  0  0
186 317  24   0   0   1  0  0
187 100   0   2  81   4  0  0
188  80   0   0   0   0  0  0
189 326   0   5   0   0 24  0
190 377   0   6  82   8  0  0
191 317   7   0   0   1  0  0
192 100   0   2  83   4  0  0
193  80   0   0   0   0  0  0
194 326   0   5   0   0  7  0
195 377   0   6  84   8  0  0
196 317  20   0   0   1  0  0
197 100   0   2  85   4  0  0
198  80   0   0   0   0  0  0
199 326   0   5   0   0 20  0
200 377   0   6  86   8  0  0
201 317  20   0   0   1  0  0
202 100   0   2  87   4  0  0
203  80   0   0   0   0  0  0
204 326   0   5   0   0 20  0
205 377   0   6  88   8  0  0
206 317   7   0   0   1  0  0
207 100   0   2  89   4  0  0
208  80   0   0   0   0  0  0
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210 377   0   6  90   8  0  0
211 317  24   0   0   1  0  0
212 100   0   2  91   4  0  0
213  80   0   0   0   0  0  0
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215 377   0   6  92   8  0  0
216 317  11   0   0   1  0  0
217 100   0   2  93   4  0  0
218  80   0   0   0   0  0  0
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220 377   0   6  94   8  0  0
221 317  17   0   0   1  0  0
222 100   0   2  95   4  0  0
223  80   0   0   0   0  0  0
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225 377   0   6  96   8  0  0
226 317  22   0   0   1  0  0
227 100   0   2  97   4  0  0
228  80   0   0   0   0  0  0
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230 377   0   6  98   8  0  0
231 317   2   0   0   1  0  0
232 100   0   2  99   4  0  0
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235 377   0   6 100   8  0  0
236 317  23   0   0   1  0  0
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238  80   0   0   0   0  0  0
239 326   0   5   0   0 23  0
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241 317  15   0   0   1  0  0
242 100   0   2 103   4  0  0
243  80   0   0   0   0  0  0
244 326   0   5   0   0 15  0
245 377   0   6 104   8  0  0
246 317  14   0   0   1  0  0
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248  80   0   0   0   0  0  0
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250 377   0   6 106   8  0  0
251 317  22   0   0   1  0  0
252 100   0   2 107   4  0  0
253  80   0   0   0   0  0  0
254 326   0   5   0   0 22  0
255 377   0   6 108   8  0  0
256 317   4   0   0   1  0  0
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261 317  21   0   0   1  0  0
262 100   0   2 111   4  0  0
263  80   0   0   0   0  0  0
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266 317  18   0   0   1  0  0
267 100   0   2 113   4  0  0
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276 317  20   0   0   1  0  0
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306 317  13   0   0   1  0  0
307 100   0   2 129   4  0  0
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312 100   0   2 131   4  0  0
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315 377   0   6 132   8  0  0
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317 100   0   2 133   4  0  0
318  80   0   0   0   0  0  0
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326 317  14   0   0   1  0  0
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332 100   0   2 132   4  0  0
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459 326   0   5   0   0 11  0
460 377   0   6  81   8  0  0
461 317  12   0   0   1  0  0
462 100   0   2  80   4  0  0
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466 317  13   0   0   1  0  0
467 100   0   2  78   4  0  0
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484 326   0   5   0   0 15  0
485 377   0   6  71   8  0  0
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501 317   5   0   0   1  0  0
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503  80   0   0   0   0  0  0
504 326   0   5   0   0  5  0
505 377   0   6  63   8  0  0
506 317  18   0   0   1  0  0
507 100   0   2  62   4  0  0
508  80   0   0   0   0  0  0
509 326   0   5   0   0 18  0
510 377   0   6  61   8  0  0
511 317  19   0   0   1  0  0
512 100   0   2  60   4  0  0
513  80   0   0   0   0  0  0
514 326   0   5   0   0 19  0
515 377   0   6  59   8  0  0
516 317   9   0   0   1  0  0
517 100   0   2  58   4  0  0
518  80   0   0   0   0  0  0
519 326   0   5   0   0  9  0
520 377   0   6  57   8  0  0
521 317  20   0   0   1  0  0
522 100   0   2  56   4  0  0
523  80   0   0   0   0  0  0
524 326   0   5   0   0 20  0
525 377   0   6  55   8  0  0
526 317  10   0   0   1  0  0
527 100   0   2  54   4  0  0
528  80   0   0   0   0  0  0
529 326   0   5   0   0 10  0
530 377   0   6  53   8  0  0
531 317  18   0   0   1  0  0
532 100   0   2  52   4  0  0
533  80   0   0   0   0  0  0
534 326   0   5   0   0 18  0
535 377   0   6  51   8  0  0
536 317  21   0   0   1  0  0
537 100   0   2  50   4  0  0
538  80   0   0   0   0  0  0
539 326   0   5   0   0 21  0
540 377   0   6  49   8  0  0
541 317   4   0   0   1  0  0
542 100   0   2  48   4  0  0
543  80   0   0   0   0  0  0
544 326   0   5   0   0  4  0
545 377   0   6  47   8  0  0
546 317  22   0   0   1  0  0
547 100   0   2  46   4  0  0
548  80   0   0   0   0  0  0
549 326   0   5   0   0 22  0
550 377   0   6  45   8  0  0
551 317  14   0   0   1  0  0
552 100   0   2  44   4  0  0
553  80   0   0   0   0  0  0
554 326   0   5   0   0 14  0
555 377   0   6  43   8  0  0
556 317  15   0   0   1  0  0
557 100   0   2  42   4  0  0
558  80   0   0   0   0  0  0
559 326   0   5   0   0 15  0
560 377   0   6  41   8  0  0
561 317  23   0   0   1  0  0
562 100   0   2  40   4  0  0
563  80   0   0   0   0  0  0
564 326   0   5   0   0 23  0
565 377   0   6  39   8  0  0
566 317   2   0   0   1  0  0
567 100   0   2  38   4  0  0
568  80   0   0   0   0  0  0
569 326   0   5   0   0  2  0
570 377   0   6  37   8  0  0
571 317  22   0   0   1  0  0
572 100   0   2  36   4  0  0
573  80   0   0   0   0  0  0
574 326   0   5   0   0 22  0
575 377   0   6  35   8  0  0
576 317  17   0   0   1  0  0
577 100   0   2  34   4  0  0
578  80   0   0   0   0  0  0
579 326   0   5   0   0 17  0
580 377   0   6  33   8  0  0
581 317  11   0   0   1  0  0
582 100   0   2  32   4  0  0
583  80   0   0   0   0  0  0
584 326   0   5   0   0 11  0
585 377   0   6  31   8  0  0
586 317  24   0   0   1  0  0
587 100   0   2  30   4  0  0
588  80   0   0   0   0  0  0
589 326   0   5   0   0 24  0
590 377   0   6  29   8  0  0
591 317   7   0   0   1  0  0
592 100   0   2  28   4  0  0
593  80   0   0   0   0  0  0
594 326   0   5   0   0  7  0
595 377   0   6  27   8  0  0
596 317  20   0   0   1  0  0
597 100   0   2  26   4  0  0
598  80   0   0   0   0  0  0
599 326   0   5   0   0 20  0
600 377   0   6  25   8  0  0
601 317  20   0   0   1  0  0
602 100   0   2  24   4  0  0
603  80   0   0   0   0  0  0
604 326   0   5   0   0 20  0
605 377   0   6  23   8  0  0
606 317   7   0   0   1  0  0
607 100   0   2  22   4  0  0
608  80   0   0   0   0  0  0
609 326   0   5   0   0  7  0
610 377   0   6  21   8  0  0
611 317  24   0   0   1  0  0
612 100   0   2  20   4  0  0
613  80   0   0   0   0  0  0
614 326   0   5   0   0 24  0
615 377   0   6  19   8  0  0
616 317  11   0   0   1  0  0
617 100   0   2  18   4  0  0
618  80   0   0   0   0  0  0
619 326   0   5   0   0 11  0
620 377   0   6  17   8  0  0
621 317  17   0   0   1  0  0
622 100   0   2  16   4  0  0
623  80   0   0   0   0  0  0
624 326   0   5   0   0 17  0
625 377   0   6  15   8  0  0
626 317  22   0   0   1  0  0
627 100   0   2  14   4  0  0
628  80   0   0   0   0  0  0
629 326   0   5   0   0 22  0
630 377   0   6  13   8  0  0
631 317   2   0   0   1  0  0
632 100   0   2  12   4  0  0
633  80   0   0   0   0  0  0
634 326   0   5   0   0  2  0
635 377   0   6  11   8  0  0
636 317  23   0   0   1  0  0
637 100   0   2  10   4  0  0
638  80   0   0   0   0  0  0
639 326   0   5   0   0 23  0
640 377   0   6   9   8  0  0

# Format of RF events:
# id amplitude mag_id phase_id time_shape_id delay freq phase
# ..        Hz   ....     ....          ....    us   Hz   rad
[RF]
1      74.4371 1 2 0 100 0 0
2      74.4371 1 2 0 100 0 2.04204
3      74.4371 1 2 0 100 0 6.12611
4      74.4371 1 2 0 100 0 5.96903
5      74.4371 1 2 0 100 0 1.5708
6      74.4371 1 2 0 100 0 5.49779
7      74.4371 1 2 0 100 0 5.18363
8      74.4371 1 2 0 100 0 0.628319
9      74.4371 1 2 0 100 0 4.39823
10      74.4371 1 2 0 100 0 3.92699
11      74.4371 1 2 0 100 0 2.82743
12      74.4371 1 2 0 100 0 2.19911
13      74.4371 1 2 0 100 0 3.61283
14      74.4371 1 2 0 100 0 0.785398
15      74.4371 1 2 0 100 0 1.25664
16      74.4371 1 2 0 100 0 4.55531
17      74.4371 1 2 0 100 0 4.71239
18      74.4371 1 2 0 100 0 0.471239
19      74.4371 1 2 0 100 0 1.41372
20      74.4371 1 2 0 100 0 3.14159
21      74.4371 1 2 0 100 0 5.34071
22      74.4371 1 2 0 100 0 2.35619
23      74.4371 1 2 0 100 0 3.76991
24      74.4371 1 2 0 100 0 2.98451

# Format of trapezoid gradients:
# id amplitude rise flat fall delay
# ..      Hz/m   us   us   us    us
[TRAP]
 1       444444  70 3000  70  30
 2      -307736 180  640 180   0
 3      -308642 190  620 190   0
 4      -842250 190  620 190   0
 5       156250  30 3200  30   0
 6  1.19048e+06 190  650 190   0
 7       308642 190  620 190   0
 8  1.19048e+06 190  930 190   0
 9      -303819 190  620 190   0
10       303819 190  620 190   0
11      -298997 190  620 190   0
12       298997 190  620 190   0
13      -297852 200  600 200   0
14       297852 200  600 200   0
15      -292969 200  600 200   0
16       292969 200  600 200   0
17      -284529 190  620 190   0
18       284529 190  620 190   0
19      -276296 180  640 180   0
20       276296 180  640 180   0
21      -274884 190  620 190   0
22       274884 190  620 190   0
23      -270062 190  620 190   0
24       270062 190  620 190   0
25      -265239 190  620 190   0
26       265239 190  620 190   0
27      -260417 190  620 190   0
28       260417 190  620 190   0
29      -255594 190  620 190   0
30       255594 190  620 190   0
31      -247713 180  640 180   0
32       247713 180  640 180   0
33      -242950 180  640 180   0
34       242950 180  640 180   0
35      -238186 180  640 180   0
36       238186 180  640 180   0
37      -233422 180  640 180   0
38       233422 180  640 180   0
39      -228659 180  640 180   0
40       228659 180  640 180   0
41      -221197 170  660 170   0
42       221197 170  660 170   0
43      -216491 170  660 170   0
44       216491 170  660 170   0
45      -211785 170  660 170   0
46       211785 170  660 170   0
47      -207078 170  660 170   0
48       207078 170  660 170   0
49      -202372 170  660 170   0
50       202372 170  660 170   0
51      -197666 170  660 170   0
52       197666 170  660 170   0
53      -190662 160  680 160   0
54       190662 160  680 160   0
55      -186012 160  680 160   0
56       186012 160  680 160   0
57      -181362 160  680 160   0
58       181362 160  680 160   0
59      -176711 160  680 160   0
60       176711 160  680 160   0
61      -172061 160  680 160   0
62       172061 160  680 160   0
63      -165441 150  700 150   0
64       165441 150  700 150   0
65      -160846 150  700 150   0
66       160846 150  700 150   0
67      -156250 150  700 150   0
68       156250 150  700 150   0
69      -151654 150  700 150   0
70       151654 150  700 150   0
71      -145349 140  720 140   0
72       145349 140  720 140   0
73      -140807 140  720 140   0
74       140807 140  720 140   0
75      -136265 140  720 140   0
76       136265 140  720 140   0
77      -131722 140  720 140   0
78       131722 140  720 140   0
79      -127180 140  720 140   0
80       127180 140  720 140   0
81      -121228 130  740 130   0
82       121228 130  740 130   0
83      -116739 130  740 130   0
84       116739 130  740 130   0
85      -112249 130  740 130   0
86       112249 130  740 130   0
87      -107759 130  740 130   0
88       107759 130  740 130   0
89      -102095 120  760 120   0
90       102095 120  760 120   0
91     -97656.2 120  760 120   0
92      97656.2 120  760 120   0
93     -93217.3 120  760 120   0
94      93217.3 120  760 120   0
95     -88778.4 120  760 120   0
96      88778.4 120  760 120   0
97     -83391.9 110  780 110   0
98      83391.9 110  780 110   0
99     -79002.8 110  780 110   0
100      79002.8 110  780 110   0
101     -74613.8 110  780 110   0
102      74613.8 110  780 110   0
103     -69444.4 100  800 100   0
104      69444.4 100  800 100   0
105     -65104.2 100  800 100   0
106      65104.2 100  800 100   0
107     -60763.9 100  800 100   0
108      60763.9 100  800 100   0
109     -55803.6  90  820  90   0
110      55803.6  90  820  90   0
111       -51511  90  820  90   0
112        51511  90  820  90   0
113     -47218.4  90  820  90   0
114      47218.4  90  820  90   0
115     -42459.2  80  840  80   0
116      42459.2  80  840  80   0
117     -38213.3  80  840  80   0
118      38213.3  80  840  80   0
119     -33602.2  70  860  70   0
120      33602.2  70  860  70   0
121     -29401.9  70  860  70   0
122      29401.9  70  860  70   0
123     -25201.6  70  860  70   0
124      25201.6  70  860  70   0
125     -20777.9  60  880  60   0
126      20777.9  60  880  60   0
127     -16447.4  50  900  50   0
128      16447.4  50  900  50   0
129     -12335.5  50  900  50   0
130      12335.5  50  900  50   0
131     -8138.02  40  920  40   0
132      8138.02  40  920  40   0
133     -4027.06  30  940  30   0
134      4027.06  30  940  30   0
135            0  10  980  10   0

# Format of ADC events:
# id num dwell delay freq phase
# ..  ..    ns    us   Hz   rad
[ADC]
1 128 25000 30 0 0
2 128 25000 30 0 2.04204
3 128 25000 30 0 6.12611
4 128 25000 30 0 5.96903
5 128 25000 30 0 1.5708
6 128 25000 30 0 5.49779
7 128 25000 30 0 5.18363
8 128 25000 30 0 0.628319
9 128 25000 30 0 4.39823
10 128 25000 30 0 3.92699
11 128 25000 30 0 2.82743
12 128 25000 30 0 2.19911
13 128 25000 30 0 3.61283
14 128 25000 30 0 0.785398
15 128 25000 30 0 1.25664
16 128 25000 30 0 4.55531
17 128 25000 30 0 4.71239
18 128 25000 30 0 0.471239
19 128 25000 30 0 1.41372
20 128 25000 30 0 3.14159
21 128 25000 30 0 5.34071
22 128 25000 30 0 2.35619
23 128 25000 30 0 3.76991
24 128 25000 30 0 2.98451

# Sequence Shapes
[SHAPES]

shape_id 1
num_samples 3000
5.33512061e-05
0.000160161335
0.000267116839
0.000374219827
0.000481472412
0.000588876712
0.00069643485
0.000804148955
0.000912021157
0.00102005359
0.0011282484
0.00123660773
0.00134513373
0.00145382854
0.00156269432
0.00167173322
0.00178094741
0.00189033905
0.0019999103
0.00210966333
0.00221960031
0.00232972341
0.00244003479
0.00255053664
0.00266123112
0.00277212042
0.0028832067
0.00299449215
0.00310597893
0.00321766924
0.00332956523
0.0034416691
0.00355398301
0.00366650915
0.00377924967
0.00389220677
0.0040053826
0.00411877934
0.00423239915
0.00434624421
0.00446031667
0.0045746187
0.00468915245
0.00480392009
0.00491892375
0.0050341656
0.00514964778
0.00526537242
0.00538134167
0.00549755767
0.00561402253
0.00573073839
0.00584770736
0.00596493156
0.0060824131
0.00620015408
0.0063181566
0.00643642275
0.00655495462
0.00667375429
0.00679282382
0.0069121653
0.00703178077
0.00715167228
0.00727184189
0.00739229163
0.00751302352
0.00763403959
0.00775534184
0.00787693229
0.00799881293
0.00812098573
0.00824345268
0.00836621575
0.00848927689
0.00861263804
0.00873630115
0.00886026813
0.00898454092
0.0091091214
0.00923401147
0.00935921303
0.00948472792
0.00961055802
0.00973670518
0.00986317122
0.00998995796
0.0101170672
0.0102445008
0.0103722605
0.010500348
0.0106287652
0.0107575137
0.0108865953
0.0110160118
0.0111457647
0.0112758559
0.0114062868
0.0115370594
0.011668175
0.0117996355
0.0119314423
0.0120635972
0.0121961015
0.012328957
0.0124621652
0.0125957275
0.0127296456
0.0128639208
0.0129985546
0.0131335486
0.0132689041
0.0134046226
0.0135407055
0.013677154
0.0138139698
0.0139511539
0.0140887078
0.0142266329
0.0143649302
0.0145036012
0.0146426471
0.0147820691
0.0149218683
0.0150620461
0.0152026035
0.0153435416
0.0154848617
0.0156265647
0.0157686518
0.015911124
0.0160539824
0.0161972279
0.0163408615
0.0164848842
0.016629297
0.0167741007
0.0169192962
0.0170648843
0.0172108661
0.0173572421
0.0175040133
0.0176511804
0.0177987441
0.0179467052
0.0180950644
0.0182438222
0.0183929794
0.0185425366
0.0186924943
0.0188428531
0.0189936136
0.0191447761
0.0192963414
0.0194483097
0.0196006814
0.0197534571
0.019906637
0.0200602216
0.020214211
0.0203686056
0.0205234057
0.0206786114
0.020834223
0.0209902406
0.0211466644
0.0213034945
0.0214607308
0.0216183736
0.0217764228
0.0219348784
0.0220937403
0.0222530084
0.0224126827
0.0225727631
0.0227332492
0.022894141
0.0230554382
0.0232171406
0.0233792478
0.0235417594
0.0237046752
0.0238679948
0.0240317176
0.0241958433
0.0243603714
0.0245253012
0.0246906323
0.0248563641
0.0250224958
0.0251890269
0.0253559566
0.0255232843
0.025691009
0.0258591301
0.0260276467
0.0261965579
0.0263658627
0.0265355603
0.0267056496
0.0268761297
0.0270469995
0.0272182578
0.0273899036
0.0275619356
0.0277343527
0.0279071537
0.0280803372
0.028253902
0.0284278466
0.0286021697
0.0287768699
0.0289519457
0.0291273956
0.029303218
0.0294794114
0.0296559741
0.0298329045
0.0300102009
0.0301878615
0.0303658846
0.0305442683
0.0307230109
0.0309021103
0.0310815647
0.0312613721
0.0314415304
0.0316220377
0.0318028918
0.0319840905
0.0321656318
0.0323475134
0.032529733
0.0327122883
0.032895177
0.0330783967
0.033261945
0.0334458194
0.0336300174
0.0338145364
0.033999374
0.0341845274
0.0343699939
0.0345557709
0.0347418555
0.0349282451
0.0351149367
0.0353019274
0.0354892144
0.0356767946
0.035864665
0.0360528226
0.0362412643
0.036429987
0.0366189873
0.0368082622
0.0369978083
0.0371876223
0.0373777009
0.0375680406
0.037758638
0.0379494896
0.0381405919
0.0383319412
0.038523534
0.0387153666
0.0389074352
0.0390997361
0.0392922655
0.0394850196
0.0396779943
0.0398711859
0.0400645904
0.0402582036
0.0404520215
0.04064604
0.0408402549
0.0410346621
0.0412292572
0.041424036
0.0416189941
0.0418141271
0.0420094306
0.0422049002
0.0424005311
0.042596319
0.0427922591
0.0429883469
0.0431845775
0.0433809463
0.0435774484
0.043774079
0.0439708332
0.044167706
0.0443646925
0.0445617876
0.0447589862
0.0449562833
0.0451536736
0.0453511519
0.0455487129
0.0457463514
0.045944062
0.0461418393
0.0463396777
0.0465375719
0.0467355163
0.0469335053
0.0471315333
0.0473295945
0.0475276832
0.0477257938
0.0479239202
0.0481220568
0.0483201975
0.0485183364
0.0487164674
0.0489145847
0.0491126819
0.0493107531
0.0495087919
0.0497067922
0.0499047476
0.0501026519
0.0503004986
0.0504982813
0.0506959936
0.0508936289
0.0510911807
0.0512886424
0.0514860072
0.0516832685
0.0518804196
0.0520774536
0.0522743638
0.0524711431
0.0526677847
0.0528642817
0.0530606269
0.0532568133
0.0534528338
0.0536486812
0.0538443484
0.054039828
0.0542351127
0.0544301953
0.0546250683
0.0548197242
0.0550141557
0.0552083552
0.055402315
0.0555960276
0.0557894854
0.0559826805
0.0561756053
0.056368252
0.0565606126
0.0567526794
0.0569444444
0.0571358996
0.057327037
0.0575178486
0.0577083261
0.0578984615
0.0580882466
0.058277673
0.0584667326
0.0586554171
0.0588437179
0.0590316268
0.0592191352
0.0594062346
0.0595929165
0.0597791724
0.0599649935
0.0601503711
0.0603352967
0.0605197613
0.0607037563
0.0608872727
0.0610703017
0.0612528342
0.0614348615
0.0616163743
0.0617973638
0.0619778207
0.0621577359
0.0623371003
0.0625159045
0.0626941395
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[SIGNATURE]
# This is the hash of the Pulseq file, calculated right before the [SIGNATURE] section was added
# It can be reproduced/verified with md5sum if the file trimmed to the position right above [SIGNATURE]
# The new line character preceding [SIGNATURE] BELONGS to the signature (and needs to be stripped away for recalculating/verification)
Type md5
Hash 0e860b544fd35fb4464c9f06f11eac43
# Pulseq sequence file
# Created by PyPulseq