/
Godiva_1.ipynb
874 lines (874 loc) · 149 KB
/
Godiva_1.ipynb
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
180
181
182
183
184
185
186
187
188
189
190
191
192
193
194
195
196
197
198
199
200
201
202
203
204
205
206
207
208
209
210
211
212
213
214
215
216
217
218
219
220
221
222
223
224
225
226
227
228
229
230
231
232
233
234
235
236
237
238
239
240
241
242
243
244
245
246
247
248
249
250
251
252
253
254
255
256
257
258
259
260
261
262
263
264
265
266
267
268
269
270
271
272
273
274
275
276
277
278
279
280
281
282
283
284
285
286
287
288
289
290
291
292
293
294
295
296
297
298
299
300
301
302
303
304
305
306
307
308
309
310
311
312
313
314
315
316
317
318
319
320
321
322
323
324
325
326
327
328
329
330
331
332
333
334
335
336
337
338
339
340
341
342
343
344
345
346
347
348
349
350
351
352
353
354
355
356
357
358
359
360
361
362
363
364
365
366
367
368
369
370
371
372
373
374
375
376
377
378
379
380
381
382
383
384
385
386
387
388
389
390
391
392
393
394
395
396
397
398
399
400
401
402
403
404
405
406
407
408
409
410
411
412
413
414
415
416
417
418
419
420
421
422
423
424
425
426
427
428
429
430
431
432
433
434
435
436
437
438
439
440
441
442
443
444
445
446
447
448
449
450
451
452
453
454
455
456
457
458
459
460
461
462
463
464
465
466
467
468
469
470
471
472
473
474
475
476
477
478
479
480
481
482
483
484
485
486
487
488
489
490
491
492
493
494
495
496
497
498
499
500
501
502
503
504
505
506
507
508
509
510
511
512
513
514
515
516
517
518
519
520
521
522
523
524
525
526
527
528
529
530
531
532
533
534
535
536
537
538
539
540
541
542
543
544
545
546
547
548
549
550
551
552
553
554
555
556
557
558
559
560
561
562
563
564
565
566
567
568
569
570
571
572
573
574
575
576
577
578
579
580
581
582
583
584
585
586
587
588
589
590
591
592
593
594
595
596
597
598
599
600
601
602
603
604
605
606
607
608
609
610
611
612
613
614
615
616
617
618
619
620
621
622
623
624
625
626
627
628
629
630
631
632
633
634
635
636
637
638
639
640
641
642
643
644
645
646
647
648
649
650
651
652
653
654
655
656
657
658
659
660
661
662
663
664
665
666
667
668
669
670
671
672
673
674
675
676
677
678
679
680
681
682
683
684
685
686
687
688
689
690
691
692
693
694
695
696
697
698
699
700
701
702
703
704
705
706
707
708
709
710
711
712
713
714
715
716
717
718
719
720
721
722
723
724
725
726
727
728
729
730
731
732
733
734
735
736
737
738
739
740
741
742
743
744
745
746
747
748
749
750
751
752
753
754
755
756
757
758
759
760
761
762
763
764
765
766
767
768
769
770
771
772
773
774
775
776
777
778
779
780
781
782
783
784
785
786
787
788
789
790
791
792
793
794
795
796
797
798
799
800
801
802
803
804
805
806
807
808
809
810
811
812
813
814
815
816
817
818
819
820
821
822
823
824
825
826
827
828
829
830
831
832
833
834
835
836
837
838
839
840
841
842
843
844
845
846
847
848
849
850
851
852
853
854
855
856
857
858
859
860
861
862
863
864
865
866
867
868
869
870
871
872
873
874
{
"cells": [
{
"cell_type": "code",
"execution_count": 56,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[1] 0\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Expecting 0 so no duplicate distance\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"[1] 0\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"Expecting 0 so no duplicate distance\n",
"Parsed with column specification:\n",
"cols(\n",
" Name = col_character(),\n",
" Sex = col_character(),\n",
" Age = col_integer(),\n",
" Time = col_character(),\n",
" ct_evt = col_integer(),\n",
" Event = col_character(),\n",
" mins = col_integer(),\n",
" secs = col_character(),\n",
" track_time = col_double(),\n",
" temp_dist = col_character(),\n",
" dist_m = col_integer(),\n",
" Place = col_integer(),\n",
" Max_Hamlyn_pts = col_integer(),\n",
" Date_Meet = col_date(format = \"\"),\n",
" agegrp = col_character()\n",
")\n"
]
}
],
"source": [
"# World Masters Athletics (WMA) Age-graded track tables can be found on\n",
"# Howard Grubb's website:\n",
"# http://www.howardgrubb.co.uk/athletics/data/wavacalc06.xls\n",
"\n",
"library(rvest)\n",
"library(readr)\n",
"library(stringr)\n",
"library(dplyr)\n",
"library(tidyr)\n",
"library(readxl)\n",
"library(lubridate)\n",
"library(patchwork)\n",
"library(ggplot2)\n",
"\n",
"setwd('C:/Users/Packr1/Documents/Personal/Track')\n",
"WMA_Women <- read_xls('wavacalc06.xls', sheet = 1) %>%\n",
" select(2:ncol(.)) %>%\n",
" mutate(dist_m = 1000 * `dist(km)`) %>%\n",
" mutate(Sex = 'F') %>%\n",
" dplyr::filter(dist_m > 0 & \n",
" !grepl('Road', Event))\n",
" print(nrow(WMA_Women) - nrow(WMA_Women %>% distinct(dist_m)))\n",
" message(\"Expecting 0 so no duplicate distance\")\n",
"WMA_Men <- read_xls('wavacalc06.xls', sheet = 2) %>%\n",
" select(2:ncol(.)) %>%\n",
" mutate(dist_m = 1000 * `dist(km)`) %>%\n",
" mutate(Sex = 'M') %>%\n",
" dplyr::filter(dist_m > 0 & \n",
" !grepl('Road', Event))\n",
" print(nrow(WMA_Men) - nrow(WMA_Men %>% distinct(dist_m)))\n",
" message(\"Expecting 0 so no duplicate distance\")\n",
"\n",
"track_file <- \"C:/Users/Packr1/Documents/Personal/Track/track_res.csv\"\n",
"track_res <- read_csv(track_file)\n",
"pics_dir <- 'C:/Users/Packr1/Documents/Personal/Track/Godiva/Jupyter_Pics/'"
]
},
{
"cell_type": "code",
"execution_count": 57,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<table>\n",
"<thead><tr><th scope=col>Name</th><th scope=col>Sex</th><th scope=col>Event</th><th scope=col>Date_Meet</th><th scope=col>ct</th></tr></thead>\n",
"<tbody>\n",
"\t<tr><td>Aimee Bazin </td><td>F </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Aimee Bazin </td><td>F </td><td>200m </td><td>2013-07-10 </td><td>2 </td></tr>\n",
"\t<tr><td>Alex Andre </td><td>M </td><td>200m </td><td>2013-07-10 </td><td>2 </td></tr>\n",
"\t<tr><td>Alex Emmons </td><td>M </td><td>Mile Run </td><td>2016-07-13 </td><td>2 </td></tr>\n",
"\t<tr><td>Alex Taylor </td><td>M </td><td>200m </td><td>2009-07-15 </td><td>2 </td></tr>\n",
"\t<tr><td>Aline Lloyd </td><td>F </td><td>200m </td><td>2013-07-10 </td><td>2 </td></tr>\n",
"\t<tr><td>Barbara Hindenach</td><td>F </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Barbara Hindenach</td><td>F </td><td>200m </td><td>2009-07-15 </td><td>2 </td></tr>\n",
"\t<tr><td>Barbara Hindenach</td><td>F </td><td>200m </td><td>2013-07-10 </td><td>2 </td></tr>\n",
"\t<tr><td>Barbara Hindenach</td><td>F </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Barbara Hindenach</td><td>F </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Ben Barker </td><td>M </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Bill Hansley </td><td>M </td><td>200m </td><td>2009-07-15 </td><td>2 </td></tr>\n",
"\t<tr><td>Brendan Murray </td><td>M </td><td>5K Run </td><td>2018-05-30 </td><td>2 </td></tr>\n",
"\t<tr><td>Brian Tajlili </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Brianna Honea </td><td>F </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Carolyn Huettel </td><td>F </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Chris Gould </td><td>M </td><td>200m </td><td>2009-07-15 </td><td>2 </td></tr>\n",
"\t<tr><td>Chris Gould </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Chris Gould </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Dan Woodlief </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Ed Davis </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Ed Davis </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Edwin Harris </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Fabrienne Swepson</td><td>F </td><td>200m </td><td>2009-07-15 </td><td>2 </td></tr>\n",
"\t<tr><td>Gordon Keeler </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Harold Hill </td><td>M </td><td>200m </td><td>2009-07-15 </td><td>2 </td></tr>\n",
"\t<tr><td>Jacob Andre </td><td>M </td><td>200m </td><td>2013-07-10 </td><td>2 </td></tr>\n",
"\t<tr><td>Jacob Sternfeld </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Jason Figge </td><td>M </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>...</td><td>...</td><td>...</td><td>...</td><td>...</td></tr>\n",
"\t<tr><td>Martin Warters </td><td>M </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Mary Szymkowski </td><td>F </td><td>200m </td><td>2013-07-10 </td><td>2 </td></tr>\n",
"\t<tr><td>Matthew Swepson </td><td>M </td><td>200m </td><td>2009-07-15 </td><td>2 </td></tr>\n",
"\t<tr><td>Michelle Hickerson</td><td>F </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Mike Nobles </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Nan Lujan </td><td>F </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Owen Astrachan </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Ray Dooley </td><td>M </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Ray Dooley </td><td>M </td><td>200m </td><td>2009-07-15 </td><td>2 </td></tr>\n",
"\t<tr><td>Ray Dooley </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Ray Dooley </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Richard Kohrman </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Rob McCauley </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Roxanne Springer </td><td>F </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Roxanne Springer </td><td>F </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Sarah Roberts </td><td>F </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Stanton Sarvis </td><td>M </td><td>200m </td><td>2013-07-10 </td><td>2 </td></tr>\n",
"\t<tr><td>Sydney Barker </td><td>F </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Sydney Barker </td><td>F </td><td>200m </td><td>2013-07-10 </td><td>2 </td></tr>\n",
"\t<tr><td>Tim O'Brien </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Tom Hoerger </td><td>M </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>Tom Kirby </td><td>M </td><td>200m </td><td>2013-07-10 </td><td>2 </td></tr>\n",
"\t<tr><td>Tom Kirby </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Tom Kirby </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Tyle Stelzig </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"\t<tr><td>Victoria Swepson </td><td>F </td><td>200m </td><td>2009-07-15 </td><td>2 </td></tr>\n",
"\t<tr><td>W. Patrick Gale </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>William Schmitz </td><td>M </td><td>100m Dash </td><td>2014-07-23 </td><td>2 </td></tr>\n",
"\t<tr><td>William Schmitz </td><td>M </td><td>800 Meter Run </td><td>2016-06-29 </td><td>2 </td></tr>\n",
"\t<tr><td>William Schmitz </td><td>M </td><td>800m </td><td>2013-05-29 </td><td>2 </td></tr>\n",
"</tbody>\n",
"</table>\n"
],
"text/latex": [
"\\begin{tabular}{r|lllll}\n",
" Name & Sex & Event & Date\\_Meet & ct\\\\\n",
"\\hline\n",
"\t Aimee Bazin & F & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Aimee Bazin & F & 200m & 2013-07-10 & 2 \\\\\n",
"\t Alex Andre & M & 200m & 2013-07-10 & 2 \\\\\n",
"\t Alex Emmons & M & Mile Run & 2016-07-13 & 2 \\\\\n",
"\t Alex Taylor & M & 200m & 2009-07-15 & 2 \\\\\n",
"\t Aline Lloyd & F & 200m & 2013-07-10 & 2 \\\\\n",
"\t Barbara Hindenach & F & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Barbara Hindenach & F & 200m & 2009-07-15 & 2 \\\\\n",
"\t Barbara Hindenach & F & 200m & 2013-07-10 & 2 \\\\\n",
"\t Barbara Hindenach & F & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t Barbara Hindenach & F & 800m & 2013-05-29 & 2 \\\\\n",
"\t Ben Barker & M & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Bill Hansley & M & 200m & 2009-07-15 & 2 \\\\\n",
"\t Brendan Murray & M & 5K Run & 2018-05-30 & 2 \\\\\n",
"\t Brian Tajlili & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t Brianna Honea & F & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Carolyn Huettel & F & 800m & 2013-05-29 & 2 \\\\\n",
"\t Chris Gould & M & 200m & 2009-07-15 & 2 \\\\\n",
"\t Chris Gould & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t Chris Gould & M & 800m & 2013-05-29 & 2 \\\\\n",
"\t Dan Woodlief & M & 800m & 2013-05-29 & 2 \\\\\n",
"\t Ed Davis & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t Ed Davis & M & 800m & 2013-05-29 & 2 \\\\\n",
"\t Edwin Harris & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t Fabrienne Swepson & F & 200m & 2009-07-15 & 2 \\\\\n",
"\t Gordon Keeler & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t Harold Hill & M & 200m & 2009-07-15 & 2 \\\\\n",
"\t Jacob Andre & M & 200m & 2013-07-10 & 2 \\\\\n",
"\t Jacob Sternfeld & M & 800m & 2013-05-29 & 2 \\\\\n",
"\t Jason Figge & M & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t ... & ... & ... & ... & ...\\\\\n",
"\t Martin Warters & M & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Mary Szymkowski & F & 200m & 2013-07-10 & 2 \\\\\n",
"\t Matthew Swepson & M & 200m & 2009-07-15 & 2 \\\\\n",
"\t Michelle Hickerson & F & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Mike Nobles & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t Nan Lujan & F & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Owen Astrachan & M & 800m & 2013-05-29 & 2 \\\\\n",
"\t Ray Dooley & M & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Ray Dooley & M & 200m & 2009-07-15 & 2 \\\\\n",
"\t Ray Dooley & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t Ray Dooley & M & 800m & 2013-05-29 & 2 \\\\\n",
"\t Richard Kohrman & M & 800m & 2013-05-29 & 2 \\\\\n",
"\t Rob McCauley & M & 800m & 2013-05-29 & 2 \\\\\n",
"\t Roxanne Springer & F & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Roxanne Springer & F & 800m & 2013-05-29 & 2 \\\\\n",
"\t Sarah Roberts & F & 800m & 2013-05-29 & 2 \\\\\n",
"\t Stanton Sarvis & M & 200m & 2013-07-10 & 2 \\\\\n",
"\t Sydney Barker & F & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Sydney Barker & F & 200m & 2013-07-10 & 2 \\\\\n",
"\t Tim O'Brien & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t Tom Hoerger & M & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t Tom Kirby & M & 200m & 2013-07-10 & 2 \\\\\n",
"\t Tom Kirby & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t Tom Kirby & M & 800m & 2013-05-29 & 2 \\\\\n",
"\t Tyle Stelzig & M & 800m & 2013-05-29 & 2 \\\\\n",
"\t Victoria Swepson & F & 200m & 2009-07-15 & 2 \\\\\n",
"\t W. Patrick Gale & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t William Schmitz & M & 100m Dash & 2014-07-23 & 2 \\\\\n",
"\t William Schmitz & M & 800 Meter Run & 2016-06-29 & 2 \\\\\n",
"\t William Schmitz & M & 800m & 2013-05-29 & 2 \\\\\n",
"\\end{tabular}\n"
],
"text/markdown": [
"\n",
"Name | Sex | Event | Date_Meet | ct | \n",
"|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|\n",
"| Aimee Bazin | F | 100m Dash | 2014-07-23 | 2 | \n",
"| Aimee Bazin | F | 200m | 2013-07-10 | 2 | \n",
"| Alex Andre | M | 200m | 2013-07-10 | 2 | \n",
"| Alex Emmons | M | Mile Run | 2016-07-13 | 2 | \n",
"| Alex Taylor | M | 200m | 2009-07-15 | 2 | \n",
"| Aline Lloyd | F | 200m | 2013-07-10 | 2 | \n",
"| Barbara Hindenach | F | 100m Dash | 2014-07-23 | 2 | \n",
"| Barbara Hindenach | F | 200m | 2009-07-15 | 2 | \n",
"| Barbara Hindenach | F | 200m | 2013-07-10 | 2 | \n",
"| Barbara Hindenach | F | 800 Meter Run | 2016-06-29 | 2 | \n",
"| Barbara Hindenach | F | 800m | 2013-05-29 | 2 | \n",
"| Ben Barker | M | 100m Dash | 2014-07-23 | 2 | \n",
"| Bill Hansley | M | 200m | 2009-07-15 | 2 | \n",
"| Brendan Murray | M | 5K Run | 2018-05-30 | 2 | \n",
"| Brian Tajlili | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| Brianna Honea | F | 100m Dash | 2014-07-23 | 2 | \n",
"| Carolyn Huettel | F | 800m | 2013-05-29 | 2 | \n",
"| Chris Gould | M | 200m | 2009-07-15 | 2 | \n",
"| Chris Gould | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| Chris Gould | M | 800m | 2013-05-29 | 2 | \n",
"| Dan Woodlief | M | 800m | 2013-05-29 | 2 | \n",
"| Ed Davis | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| Ed Davis | M | 800m | 2013-05-29 | 2 | \n",
"| Edwin Harris | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| Fabrienne Swepson | F | 200m | 2009-07-15 | 2 | \n",
"| Gordon Keeler | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| Harold Hill | M | 200m | 2009-07-15 | 2 | \n",
"| Jacob Andre | M | 200m | 2013-07-10 | 2 | \n",
"| Jacob Sternfeld | M | 800m | 2013-05-29 | 2 | \n",
"| Jason Figge | M | 100m Dash | 2014-07-23 | 2 | \n",
"| ... | ... | ... | ... | ... | \n",
"| Martin Warters | M | 100m Dash | 2014-07-23 | 2 | \n",
"| Mary Szymkowski | F | 200m | 2013-07-10 | 2 | \n",
"| Matthew Swepson | M | 200m | 2009-07-15 | 2 | \n",
"| Michelle Hickerson | F | 100m Dash | 2014-07-23 | 2 | \n",
"| Mike Nobles | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| Nan Lujan | F | 100m Dash | 2014-07-23 | 2 | \n",
"| Owen Astrachan | M | 800m | 2013-05-29 | 2 | \n",
"| Ray Dooley | M | 100m Dash | 2014-07-23 | 2 | \n",
"| Ray Dooley | M | 200m | 2009-07-15 | 2 | \n",
"| Ray Dooley | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| Ray Dooley | M | 800m | 2013-05-29 | 2 | \n",
"| Richard Kohrman | M | 800m | 2013-05-29 | 2 | \n",
"| Rob McCauley | M | 800m | 2013-05-29 | 2 | \n",
"| Roxanne Springer | F | 100m Dash | 2014-07-23 | 2 | \n",
"| Roxanne Springer | F | 800m | 2013-05-29 | 2 | \n",
"| Sarah Roberts | F | 800m | 2013-05-29 | 2 | \n",
"| Stanton Sarvis | M | 200m | 2013-07-10 | 2 | \n",
"| Sydney Barker | F | 100m Dash | 2014-07-23 | 2 | \n",
"| Sydney Barker | F | 200m | 2013-07-10 | 2 | \n",
"| Tim O'Brien | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| Tom Hoerger | M | 100m Dash | 2014-07-23 | 2 | \n",
"| Tom Kirby | M | 200m | 2013-07-10 | 2 | \n",
"| Tom Kirby | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| Tom Kirby | M | 800m | 2013-05-29 | 2 | \n",
"| Tyle Stelzig | M | 800m | 2013-05-29 | 2 | \n",
"| Victoria Swepson | F | 200m | 2009-07-15 | 2 | \n",
"| W. Patrick Gale | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| William Schmitz | M | 100m Dash | 2014-07-23 | 2 | \n",
"| William Schmitz | M | 800 Meter Run | 2016-06-29 | 2 | \n",
"| William Schmitz | M | 800m | 2013-05-29 | 2 | \n",
"\n",
"\n"
],
"text/plain": [
" Name Sex Event Date_Meet ct \n",
"1 Aimee Bazin F 100m Dash 2014-07-23 2 \n",
"2 Aimee Bazin F 200m 2013-07-10 2 \n",
"3 Alex Andre M 200m 2013-07-10 2 \n",
"4 Alex Emmons M Mile Run 2016-07-13 2 \n",
"5 Alex Taylor M 200m 2009-07-15 2 \n",
"6 Aline Lloyd F 200m 2013-07-10 2 \n",
"7 Barbara Hindenach F 100m Dash 2014-07-23 2 \n",
"8 Barbara Hindenach F 200m 2009-07-15 2 \n",
"9 Barbara Hindenach F 200m 2013-07-10 2 \n",
"10 Barbara Hindenach F 800 Meter Run 2016-06-29 2 \n",
"11 Barbara Hindenach F 800m 2013-05-29 2 \n",
"12 Ben Barker M 100m Dash 2014-07-23 2 \n",
"13 Bill Hansley M 200m 2009-07-15 2 \n",
"14 Brendan Murray M 5K Run 2018-05-30 2 \n",
"15 Brian Tajlili M 800 Meter Run 2016-06-29 2 \n",
"16 Brianna Honea F 100m Dash 2014-07-23 2 \n",
"17 Carolyn Huettel F 800m 2013-05-29 2 \n",
"18 Chris Gould M 200m 2009-07-15 2 \n",
"19 Chris Gould M 800 Meter Run 2016-06-29 2 \n",
"20 Chris Gould M 800m 2013-05-29 2 \n",
"21 Dan Woodlief M 800m 2013-05-29 2 \n",
"22 Ed Davis M 800 Meter Run 2016-06-29 2 \n",
"23 Ed Davis M 800m 2013-05-29 2 \n",
"24 Edwin Harris M 800 Meter Run 2016-06-29 2 \n",
"25 Fabrienne Swepson F 200m 2009-07-15 2 \n",
"26 Gordon Keeler M 800 Meter Run 2016-06-29 2 \n",
"27 Harold Hill M 200m 2009-07-15 2 \n",
"28 Jacob Andre M 200m 2013-07-10 2 \n",
"29 Jacob Sternfeld M 800m 2013-05-29 2 \n",
"30 Jason Figge M 100m Dash 2014-07-23 2 \n",
"... ... ... ... ... ...\n",
"50 Martin Warters M 100m Dash 2014-07-23 2 \n",
"51 Mary Szymkowski F 200m 2013-07-10 2 \n",
"52 Matthew Swepson M 200m 2009-07-15 2 \n",
"53 Michelle Hickerson F 100m Dash 2014-07-23 2 \n",
"54 Mike Nobles M 800 Meter Run 2016-06-29 2 \n",
"55 Nan Lujan F 100m Dash 2014-07-23 2 \n",
"56 Owen Astrachan M 800m 2013-05-29 2 \n",
"57 Ray Dooley M 100m Dash 2014-07-23 2 \n",
"58 Ray Dooley M 200m 2009-07-15 2 \n",
"59 Ray Dooley M 800 Meter Run 2016-06-29 2 \n",
"60 Ray Dooley M 800m 2013-05-29 2 \n",
"61 Richard Kohrman M 800m 2013-05-29 2 \n",
"62 Rob McCauley M 800m 2013-05-29 2 \n",
"63 Roxanne Springer F 100m Dash 2014-07-23 2 \n",
"64 Roxanne Springer F 800m 2013-05-29 2 \n",
"65 Sarah Roberts F 800m 2013-05-29 2 \n",
"66 Stanton Sarvis M 200m 2013-07-10 2 \n",
"67 Sydney Barker F 100m Dash 2014-07-23 2 \n",
"68 Sydney Barker F 200m 2013-07-10 2 \n",
"69 Tim O'Brien M 800 Meter Run 2016-06-29 2 \n",
"70 Tom Hoerger M 100m Dash 2014-07-23 2 \n",
"71 Tom Kirby M 200m 2013-07-10 2 \n",
"72 Tom Kirby M 800 Meter Run 2016-06-29 2 \n",
"73 Tom Kirby M 800m 2013-05-29 2 \n",
"74 Tyle Stelzig M 800m 2013-05-29 2 \n",
"75 Victoria Swepson F 200m 2009-07-15 2 \n",
"76 W. Patrick Gale M 800 Meter Run 2016-06-29 2 \n",
"77 William Schmitz M 100m Dash 2014-07-23 2 \n",
"78 William Schmitz M 800 Meter Run 2016-06-29 2 \n",
"79 William Schmitz M 800m 2013-05-29 2 "
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"track_res %>% group_by(Name, Sex, Event, Date_Meet) %>% \n",
" summarise(ct = n()) %>% dplyr::filter(ct > 1) %>% ungroup()"
]
},
{
"cell_type": "code",
"execution_count": 58,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<table>\n",
"<thead><tr><th scope=col>Name</th><th scope=col>Sex</th><th scope=col>Age</th><th scope=col>Time</th><th scope=col>ct_evt</th><th scope=col>Event</th><th scope=col>mins</th><th scope=col>secs</th><th scope=col>track_time</th><th scope=col>temp_dist</th><th scope=col>dist_m</th><th scope=col>Place</th><th scope=col>Max_Hamlyn_pts</th><th scope=col>Date_Meet</th><th scope=col>agegrp</th></tr></thead>\n",
"<tbody>\n",
"\t<tr><td>Aimee Bazin</td><td>F </td><td>31 </td><td>18.1 </td><td>2000 </td><td>100m Dash </td><td> 0 </td><td>18.1 </td><td> 18.1 </td><td>100m </td><td>NA </td><td> 6 </td><td>0 </td><td>2014-07-23 </td><td>Age 30 - 34</td></tr>\n",
"\t<tr><td>Aimee Bazin</td><td>F </td><td>31 </td><td>11:14 </td><td>2000 </td><td>100m Dash </td><td>11 </td><td>14 </td><td>674.0 </td><td>100m </td><td>NA </td><td>21 </td><td>0 </td><td>2014-07-23 </td><td>Age 30 - 34</td></tr>\n",
"</tbody>\n",
"</table>\n"
],
"text/latex": [
"\\begin{tabular}{r|lllllllllllllll}\n",
" Name & Sex & Age & Time & ct\\_evt & Event & mins & secs & track\\_time & temp\\_dist & dist\\_m & Place & Max\\_Hamlyn\\_pts & Date\\_Meet & agegrp\\\\\n",
"\\hline\n",
"\t Aimee Bazin & F & 31 & 18.1 & 2000 & 100m Dash & 0 & 18.1 & 18.1 & 100m & NA & 6 & 0 & 2014-07-23 & Age 30 - 34\\\\\n",
"\t Aimee Bazin & F & 31 & 11:14 & 2000 & 100m Dash & 11 & 14 & 674.0 & 100m & NA & 21 & 0 & 2014-07-23 & Age 30 - 34\\\\\n",
"\\end{tabular}\n"
],
"text/markdown": [
"\n",
"Name | Sex | Age | Time | ct_evt | Event | mins | secs | track_time | temp_dist | dist_m | Place | Max_Hamlyn_pts | Date_Meet | agegrp | \n",
"|---|---|\n",
"| Aimee Bazin | F | 31 | 18.1 | 2000 | 100m Dash | 0 | 18.1 | 18.1 | 100m | NA | 6 | 0 | 2014-07-23 | Age 30 - 34 | \n",
"| Aimee Bazin | F | 31 | 11:14 | 2000 | 100m Dash | 11 | 14 | 674.0 | 100m | NA | 21 | 0 | 2014-07-23 | Age 30 - 34 | \n",
"\n",
"\n"
],
"text/plain": [
" Name Sex Age Time ct_evt Event mins secs track_time temp_dist\n",
"1 Aimee Bazin F 31 18.1 2000 100m Dash 0 18.1 18.1 100m \n",
"2 Aimee Bazin F 31 11:14 2000 100m Dash 11 14 674.0 100m \n",
" dist_m Place Max_Hamlyn_pts Date_Meet agegrp \n",
"1 NA 6 0 2014-07-23 Age 30 - 34\n",
"2 NA 21 0 2014-07-23 Age 30 - 34"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"track_res %>% dplyr::filter(str_trim(Name) == 'Aimee Bazin' & \n",
" str_trim(toupper(Event)) == '100M DASH' &\n",
" Date_Meet == '2014-07-23')"
]
},
{
"cell_type": "code",
"execution_count": 59,
"metadata": {},
"outputs": [],
"source": [
"# Use of :: means object on the left is a package\n",
"png(paste0(pics_dir, \"dupe_name_no_strong_tag.PNG\"))\n"
]
},
{
"cell_type": "code",
"execution_count": 60,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<table>\n",
"<thead><tr><th scope=col>Name</th><th scope=col>Sex</th><th scope=col>Event</th><th scope=col>Date_Meet</th><th scope=col>ct</th></tr></thead>\n",
"<tbody>\n",
"</tbody>\n",
"</table>\n"
],
"text/latex": [
"\\begin{tabular}{r|lllll}\n",
" Name & Sex & Event & Date\\_Meet & ct\\\\\n",
"\\hline\n",
"\\end{tabular}\n"
],
"text/markdown": [
"\n",
"Name | Sex | Event | Date_Meet | ct | \n",
"||\n",
"\n",
"\n"
],
"text/plain": [
" Name Sex Event Date_Meet ct"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Select the fastest time whenever there are duplicates per name, event, date\n",
"track_res <- track_res %>% \n",
" group_by(Name, Event, Date_Meet) %>%\n",
" slice(which.min(track_time)) %>% ungroup()\n",
"track_res %>% group_by(Name, Sex, Event, Date_Meet) %>% \n",
" summarise(ct = n()) %>% dplyr::filter(ct > 1)"
]
},
{
"cell_type": "code",
"execution_count": 61,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<table>\n",
"<thead><tr><th scope=col>Name</th><th scope=col>Sex</th><th scope=col>Age</th><th scope=col>Time</th><th scope=col>ct_evt</th><th scope=col>Event</th><th scope=col>mins</th><th scope=col>secs</th><th scope=col>track_time</th><th scope=col>temp_dist</th><th scope=col>dist_m</th><th scope=col>Place</th><th scope=col>Max_Hamlyn_pts</th><th scope=col>Date_Meet</th><th scope=col>agegrp</th></tr></thead>\n",
"<tbody>\n",
"\t<tr><td>Aimee Bazin</td><td>F </td><td>31 </td><td>18.1 </td><td>2000 </td><td>100m Dash </td><td>0 </td><td>18.1 </td><td>18.1 </td><td>100m </td><td>NA </td><td>6 </td><td>0 </td><td>2014-07-23 </td><td>Age 30 - 34</td></tr>\n",
"</tbody>\n",
"</table>\n"
],
"text/latex": [
"\\begin{tabular}{r|lllllllllllllll}\n",
" Name & Sex & Age & Time & ct\\_evt & Event & mins & secs & track\\_time & temp\\_dist & dist\\_m & Place & Max\\_Hamlyn\\_pts & Date\\_Meet & agegrp\\\\\n",
"\\hline\n",
"\t Aimee Bazin & F & 31 & 18.1 & 2000 & 100m Dash & 0 & 18.1 & 18.1 & 100m & NA & 6 & 0 & 2014-07-23 & Age 30 - 34\\\\\n",
"\\end{tabular}\n"
],
"text/markdown": [
"\n",
"Name | Sex | Age | Time | ct_evt | Event | mins | secs | track_time | temp_dist | dist_m | Place | Max_Hamlyn_pts | Date_Meet | agegrp | \n",
"|---|\n",
"| Aimee Bazin | F | 31 | 18.1 | 2000 | 100m Dash | 0 | 18.1 | 18.1 | 100m | NA | 6 | 0 | 2014-07-23 | Age 30 - 34 | \n",
"\n",
"\n"
],
"text/plain": [
" Name Sex Age Time ct_evt Event mins secs track_time temp_dist\n",
"1 Aimee Bazin F 31 18.1 2000 100m Dash 0 18.1 18.1 100m \n",
" dist_m Place Max_Hamlyn_pts Date_Meet agegrp \n",
"1 NA 6 0 2014-07-23 Age 30 - 34"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"track_res %>% dplyr::filter(str_trim(Name) == 'Aimee Bazin' & \n",
" str_trim(toupper(Event)) == '100M DASH' &\n",
" Date_Meet == '2014-07-23')"
]
},
{
"cell_type": "code",
"execution_count": 62,
"metadata": {},
"outputs": [],
"source": [
"track_res <- track_res %>% dplyr::filter(!is.na(Age)) %>%\n",
" distinct(Name, Sex, Event, Date_Meet, .keep_all = TRUE)\n",
"track_res <- track_res %>% dplyr::filter(!is.na(agegrp)) %>%\n",
" # Age-graded track tables start at age 4\n",
" dplyr::filter(Age > 4) "
]
},
{
"cell_type": "code",
"execution_count": 63,
"metadata": {},
"outputs": [],
"source": [
"m_ages_l <- length(unique(track_res %>% dplyr::filter(Sex=='M') %>% pull(Age)))\n",
"f_ages_l <- length(unique(track_res %>% dplyr::filter(Sex=='F') %>% pull(Age)))\n",
"m_ages <- unique(track_res %>% dplyr::filter(Sex=='M') %>% pull(Age))\n",
"f_ages <- unique(track_res %>% dplyr::filter(Sex=='F') %>% pull(Age))\n",
"dat_m1 <- data.frame()\n",
"dat_f1 <- data.frame()\n",
"\n",
"for(m_age in 1:m_ages_l){\n",
" m_age_in <- m_ages[m_age]\n",
" # Notice need sym instead of enquo and as.character because sym \n",
" # requires string\n",
" m_age_nam <- sym(as.character(m_age_in))\n",
" WMA_Men_in <- WMA_Men %>% mutate(agefactor := !!m_age_nam) %>%\n",
" select(agefactor, dist_m, Sex)\n",
" dat_m1_0 <- track_res %>% dplyr::filter(Age == m_age_in) %>%\n",
" inner_join(., WMA_Men_in, by = c(\"Sex\", \"dist_m\")) %>%\n",
" mutate(age_grade_track_time = track_time * agefactor) %>%\n",
" select(Name, Sex, Date_Meet, dist_m, age_grade_track_time, agefactor)\n",
" dat_m1 <- bind_rows(dat_m1, dat_m1_0)\n",
"}\n",
"\n",
"for(f_age in 1:f_ages_l){\n",
" f_age_in <- f_ages[f_age]\n",
" # Notice need sym instead of enquo and as.character because sym \n",
" # requires string\n",
" f_age_nam <- sym(as.character(f_age_in))\n",
" WMA_Women_in <- WMA_Women %>% mutate(agefactor := !!f_age_nam) %>%\n",
" select(agefactor, dist_m, Sex)\n",
" dat_f1_0 <- track_res %>% dplyr::filter(Age == f_age_in) %>%\n",
" inner_join(., WMA_Women_in, by = c(\"Sex\", \"dist_m\")) %>%\n",
" mutate(age_grade_track_time = track_time * agefactor) %>%\n",
" select(Name, Sex, Date_Meet, dist_m, age_grade_track_time, agefactor)\n",
" dat_f1 <- bind_rows(dat_f1, dat_f1_0)\n",
"}\n",
"\n",
"dat_all <- bind_rows(dat_m1, dat_f1)\n",
"track_res_all <- left_join(track_res, dat_all, by = c(\"Name\", \"Sex\", \"Date_Meet\", \"dist_m\"))\n",
"\n",
"track_res_all <- track_res_all %>% dplyr::filter(!is.na(agegrp)) %>%\n",
" arrange(track_time) \n",
"\n",
"track_res_age <- track_res_all %>%\n",
" group_by(dist_m, agegrp) %>%\n",
" summarise(median_age = median(track_time)) %>%\n",
" ungroup()\n",
"\n",
"track_res_ind <- track_res_all %>%\n",
" group_by(dist_m, Name) %>%\n",
" summarise(median_ind = median(track_time)) %>%\n",
" ungroup()\n",
"\n",
"track_res_age_age <- track_res_all %>%\n",
" group_by(dist_m, agegrp) %>%\n",
" summarise(median_age = median(age_grade_track_time)) %>%\n",
" ungroup()\n",
"\n",
"track_res_ind_age <- track_res_all %>%\n",
" group_by(dist_m, Name) %>%\n",
" summarise(median_ind = median(age_grade_track_time)) %>%\n",
" ungroup()"
]
},
{
"cell_type": "code",
"execution_count": 64,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<table>\n",
"<thead><tr><th scope=col>dist_m</th><th scope=col>n</th><th scope=col>percent</th><th scope=col>valid_percent</th></tr></thead>\n",
"<tbody>\n",
"\t<tr><td> NA </td><td>13 </td><td>0.325 </td><td> NA</td></tr>\n",
"\t<tr><td> 3 </td><td>12 </td><td>0.300 </td><td>0.44444444</td></tr>\n",
"\t<tr><td> 5 </td><td>10 </td><td>0.250 </td><td>0.37037037</td></tr>\n",
"\t<tr><td>1609 </td><td> 3 </td><td>0.075 </td><td>0.11111111</td></tr>\n",
"\t<tr><td> 200 </td><td> 1 </td><td>0.025 </td><td>0.03703704</td></tr>\n",
"\t<tr><td> 800 </td><td> 1 </td><td>0.025 </td><td>0.03703704</td></tr>\n",
"</tbody>\n",
"</table>\n"
],
"text/latex": [
"\\begin{tabular}{r|llll}\n",
" dist\\_m & n & percent & valid\\_percent\\\\\n",
"\\hline\n",
"\t NA & 13 & 0.325 & NA\\\\\n",
"\t 3 & 12 & 0.300 & 0.44444444\\\\\n",
"\t 5 & 10 & 0.250 & 0.37037037\\\\\n",
"\t 1609 & 3 & 0.075 & 0.11111111\\\\\n",
"\t 200 & 1 & 0.025 & 0.03703704\\\\\n",
"\t 800 & 1 & 0.025 & 0.03703704\\\\\n",
"\\end{tabular}\n"
],
"text/markdown": [
"\n",
"dist_m | n | percent | valid_percent | \n",
"|---|---|---|---|---|---|\n",
"| NA | 13 | 0.325 | NA | \n",
"| 3 | 12 | 0.300 | 0.44444444 | \n",
"| 5 | 10 | 0.250 | 0.37037037 | \n",
"| 1609 | 3 | 0.075 | 0.11111111 | \n",
"| 200 | 1 | 0.025 | 0.03703704 | \n",
"| 800 | 1 | 0.025 | 0.03703704 | \n",
"\n",
"\n"
],
"text/plain": [
" dist_m n percent valid_percent\n",
"1 NA 13 0.325 NA \n",
"2 3 12 0.300 0.44444444 \n",
"3 5 10 0.250 0.37037037 \n",
"4 1609 3 0.075 0.11111111 \n",
"5 200 1 0.025 0.03703704 \n",
"6 800 1 0.025 0.03703704 "
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"track_res_age_age %>% dplyr::filter(is.na(median_age)) %>% janitor::tabyl(dist_m) %>% arrange(desc(n))"
]
},
{
"cell_type": "code",
"execution_count": 82,
"metadata": {},
"outputs": [],
"source": [
"plotfunc <- function(dist=100, subtitl_txt=\"\", gender=c(\"M\", \"F\"), sz = 16, yr = 2018){\n",
" \n",
" track_res_all_top3age <-\n",
" track_res_all %>%\n",
" dplyr::filter(Sex %in% gender & dist_m == dist) %>%\n",
" dplyr::filter(year(Date_Meet)==yr) %>%\n",
" group_by(Name) %>%\n",
" slice(which.min(track_time)) %>%\n",
" group_by(agegrp) %>%\n",
" top_n(-3, track_time) %>%\n",
" mutate(Name = paste0(Name, \" (\", Age, \")\")) %>%\n",
" ungroup() %>%\n",
" arrange(track_time)\n",
" \n",
" ggplot(track_res_all_top3age, aes(x = reorder(Name, desc(track_time)), y = track_time)) +\n",
" geom_point(stat='identity', aes(col=agegrp), size = 6) +\n",
" scale_color_viridis_d(name='Age Group') +\n",
" xlab(\"Runner's Name (Age)\") +\n",
" ylab(\"Run time (seconds)\") +\n",
" ggtitle(paste0(\"Carolina Godiva Track Club Summer Track Series (\", yr, \")\"),\n",
" subtitle = subtitl_txt) +\n",
" theme(plot.title = element_text(hjust = 0.5, color = '#EEEEEE',\n",
" size = sz),\n",
" plot.subtitle = element_text(hjust = 0.5, color = '#EEEEEE',\n",
" size = sz * 20/28),\n",
" text = element_text(size = 14, color = '#EEEEEE'),\n",
" axis.text = element_text(size = 10, color = '#EEEEEE'),\n",
" legend.text = element_text(size = 12, color = '#EEEEEE'),\n",
" legend.background = element_rect(fill = '#333333'),\n",
" panel.background = element_rect(fill = '#333333'),\n",
" strip.background = element_rect(fill = '#333333'),\n",
" plot.background = element_rect(fill = '#333333')) +\n",
" coord_flip()\n",
"}"
]
},
{
"cell_type": "code",
"execution_count": 72,
"metadata": {},
"outputs": [],
"source": [
"plotfunc_grade <- function(dist=100, subtitl_txt=\"\", gender=c(\"M\", \"F\"), sz = 16, yr = 2018){\n",
" \n",
" track_res_all_top3age_grade <-\n",
" track_res_all %>%\n",
" dplyr::filter(Sex %in% gender & dist_m == dist) %>%\n",
" dplyr::filter(year(Date_Meet)==yr) %>%\n",
" group_by(Name) %>%\n",
" slice(which.min(track_time)) %>%\n",
" group_by(agegrp) %>%\n",
" top_n(-3, age_grade_track_time) %>%\n",
" mutate(Name = paste0(Name, \" (\", Age, \")\")) %>%\n",
" ungroup() %>%\n",
" arrange(age_grade_track_time)\n",
" \n",
" ggplot(track_res_all_top3age_grade, aes(x = reorder(Name, desc(age_grade_track_time)), y = age_grade_track_time)) +\n",
" geom_point(stat='identity', aes(col=agegrp), size = 6) +\n",
" scale_color_viridis_d(name='Age Group') +\n",
" xlab(\"Runner's Name (Age)\") +\n",
" ylab(\"Age-Graded run time (seconds)\") +\n",
" ggtitle(paste0(\"Carolina Godiva Track Club Summer Track Series (\", yr, \")\"),\n",
" subtitle = subtitl_txt) +\n",
" theme(plot.title = element_text(hjust = 0.5, color = '#EEEEEE',\n",
" size = sz),\n",
" plot.subtitle = element_text(hjust = 0.5, color = '#EEEEEE',\n",
" size = sz * 20/28),\n",
" text = element_text(size = 14, color = '#EEEEEE'),\n",
" axis.text = element_text(size = 10, color = '#EEEEEE'),\n",
" legend.text = element_text(size = 12, color = '#EEEEEE'),\n",
" legend.background = element_rect(fill = '#333333'),\n",
" panel.background = element_rect(fill = '#333333'),\n",
" strip.background = element_rect(fill = '#333333'),\n",
" plot.background = element_rect(fill = '#333333')) +\n",
" coord_flip()\n",
"}"
]
},
{
"cell_type": "code",
"execution_count": 83,
"metadata": {},
"outputs": [
{
"data": {},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAAA0gAAANICAMAAADKOT/pAAAAWlBMVEUem4olhY4rsH8tcI4z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",
"text/plain": [
"plot without title"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plotfunc(dist=100, \"100 Meter: dot plot [top 3 per age group]\", c(\"M\", \"F\"), yr = 2018)"
]
},
{
"cell_type": "code",
"execution_count": 85,
"metadata": {},
"outputs": [
{
"data": {},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAAA0gAAANICAMAAADKOT/pAAAAWlBMVEUem4olhY4rsH8tcI4z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\n/3v9ok/Z1vZ4AAAAAElFTkSuQmCC",
"text/plain": [
"plot without title"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plotfunc(dist=100, \"100 Meter: dot plot [top 3 Males per age group]\", c(\"M\"), yr = 2018)"
]
},
{
"cell_type": "code",
"execution_count": 86,
"metadata": {},
"outputs": [
{
"data": {},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAAA0gAAANICAMAAADKOT/pAAAAVFBMVEUfnokmgo4xaI4zMzM1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\nQQkEkCAogQASBCUQQIKgBHqCBEHQ2/r/OHRcVtqwwU8AAAAASUVORK5CYII=",
"text/plain": [
"plot without title"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plotfunc(dist=100, \"100 Meter: dot plot [top 3 Females per age group]\", c(\"F\"), yr = 2018)"
]
},
{
"cell_type": "code",
"execution_count": 87,
"metadata": {},
"outputs": [
{
"ename": "ERROR",
"evalue": "Error in parse(text = x, srcfile = src): <text>:1:1: unexpected input\n1: %R X=c(1,4,5,7); sd(X); mean(X)\n ^\n",
"output_type": "error",
"traceback": [
"Error in parse(text = x, srcfile = src): <text>:1:1: unexpected input\n1: %R X=c(1,4,5,7); sd(X); mean(X)\n ^\nTraceback:\n"
]
}
],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "R",
"language": "R",
"name": "ir"
},
"language_info": {
"codemirror_mode": "r",
"file_extension": ".r",
"mimetype": "text/x-r-source",
"name": "R",
"pygments_lexer": "r",
"version": "3.5.1"
}
},
"nbformat": 4,
"nbformat_minor": 2
}