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Lietuvos čemp. vidutinė → Split times

LTU
LTU, Girionys, Kaunas, 2016-05-21

Split times of participant Karaša Darius

Class V

Course 11.8 km 31 C

Cabsolute intervalbestdifference * Mistake **PlaceSuperman
 Sta12:39:00         
13112:41:052:051:33 0:3234%  13
16
Maišelis J.
23212:45:224:173:14 1:0332%  18
22
Maišelis J.
33312:48:223:001:45 1:1571% 0:3216
19
Dmukauskas Š.
43412:50:382:161:46 0:3028%  18
21
Petrulis V.
53512:52:582:201:33 0:4751%  23
25
Maišelis J.
63612:54:131:151:01 0:1423%  10
11
Dmukauskas Š.
73712:57:493:362:21 1:1553% 0:1719
23
Maišelis J.
83812:59:101:210:55 0:2647%  14
15
Hallik M.
93913:02:143:042:25 0:3927%  14
15
Maišelis J.
104013:05:122:581:57 1:0152% 0:1326
29
Andrašiūnas P., Juodišius J.
Kalvaitis N.
114113:06:331:211:01 0:2033%  20
24
Krūmiņš E.
124213:08:422:091:35 0:3436%  13
16
Dmukauskas Š.
134313:12:584:163:07 1:0937%  14
17
Maišelis J.
144413:13:360:380:24 0:1458%  19
22
Dmukauskas Š., Kavaliauskas R.
154513:17:484:123:10 1:0233%  20
24
Dmukauskas Š.
164613:19:051:170:58 0:1933%  15
17
Maišelis J.
174713:20:191:140:58 0:1628%  12
15
Kavaliauskas R.
184813:26:526:333:33 3:0085% 1:3327
31
Maišelis J.
194913:27:581:060:31 0:35113% 0:2225
28
Kavaliauskas R.
205013:29:111:130:43 0:3070% 0:1218
21
Hallik M.
215113:31:372:262:06
2:04
0:20
0:22
16%
18%
 13
16
Krūmiņš E.
Kavaliauskas V.
225213:34:142:371:37 1:0062% 0:2024
28
Dmukauskas Š.
235313:36:011:471:16 0:3141%  18
21
Hallik M., Kavaliauskas R.
245413:40:524:513:28 1:2340%  19
22
Maišelis J.
255513:43:342:422:11
2:10
0:31
0:32
24%
25%
 12
13
Maišelis J.
Kalvaitis N.
265613:44:501:160:56 0:2036%  22
24
Mickus D.
275713:45:360:460:36 0:1028%  15
17
Kavaliauskas R.
285813:46:290:530:27 0:2696% 0:1530
34
Juodišius J., Maišelis J.
Kalvaitis N.
295913:48:382:091:27 0:4248%  16
19
Maišelis J.
306013:52:504:122:52 1:2047% 0:1020
24
Maišelis J.
3110013:53:160:260:16 0:1063%  25
29
Hallik M.
 Fin13:53:420:260:17 0:0953%  26
29
Maišelis J., Krūmiņš E.
Result1:14:4251:59
51:56
22:43
22:46
44%
44%
3:5416
21

* the positive difference is between the participants time and the best time, the negative difference is between the participants time if best and the second best time.

** mistake is recorded, if participant is more than 10 seconds behind his graph. Mistakes of more than 1 minute are ignored to calculate graph.