Race Analysis for Girl's Varsity 3 Mile

2015 Region 6 Championships Cottonwood Complex Murray, UT October 09, 2015

1.	1	-	OLYM	1	(1,15)
2.	1	-	OLYM	1	(1,19)	,	2	-	SKYL	2	(1,20)
3.	1	-	SKYL	5	(2,20)	,	2	-	OLYM	1	(1,23)
4.	1	-	SKYL	5	(2,23)	,	1	-	OLYM	5	(2,23)
5.	1	-	SKYL	10	(3,23)	,	2	-	OLYM	5	(2,26)
6.	1	-	SKYL	16	(4,23)	,	2	-	OLYM	5	(2,29)
7.	1	-	SKYL	23	(5,23)	,	2	-	OLYM	5	(2,32)
8.	1	-	SKYL	23	(6,23)	,	2	-	OLYM	5	(2,35)
9.	1	-	SKYL	23	(6,23)	,	2	-	OLYM	14	(3,35)
10.	1	-	SKYL	23	(6,23)	,	2	-	OLYM	14	(3,37)	,	3	-	MURY	10	(1,60)
11.	1	-	SKYL	23	(6,23)	,	2	-	OLYM	25	(4,37)	,	3	-	MURY	10	(1,64)
12.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	25	(4,38)	,	3	-	MURY	10	(1,68)
13.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	25	(4,39)	,	3	-	MURY	10	(1,72)	,	4	-	HILL	13	(1,75)
14.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	25	(4,40)	,	3	-	MURY	24	(2,72)	,	4	-	HILL	13	(1,79)
15.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	25	(4,41)	,	3	-	MURY	24	(2,75)	,	4	-	HILL	28	(2,79)
16.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(5,41)	,	3	-	MURY	24	(2,78)	,	4	-	HILL	28	(2,82)
17.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(5,41)	,	3	-	MURY	24	(2,81)	,	4	-	HILL	28	(2,85)	,	5	-	JUDG	17	(1,95)
18.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(5,41)	,	3	-	MURY	24	(2,84)	,	4	-	HILL	28	(2,88)	,	5	-	JUDG	35	(2,95)
19.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(6,41)	,	3	-	MURY	24	(2,87)	,	4	-	HILL	28	(2,91)	,	5	-	JUDG	35	(2,98)
20.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	MURY	24	(2,90)	,	4	-	HILL	28	(2,94)	,	5	-	JUDG	35	(2,101)
21.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	JUDG	56	(3,101)	,	4	-	MURY	24	(2,93)	,	5	-	HILL	28	(2,97)
22.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	MURY	46	(3,93)	,	4	-	JUDG	56	(3,103)	,	5	-	HILL	28	(2,100)
23.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	MURY	46	(3,95)	,	4	-	JUDG	56	(3,105)	,	5	-	HILL	28	(2,103)	,	6	-	KEAR	23	(1,125)
24.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	MURY	46	(3,97)	,	4	-	HILL	52	(3,103)	,	5	-	JUDG	56	(3,107)	,	6	-	KEAR	23	(1,129)
25.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	77	(4,103)	,	4	-	MURY	46	(3,99)	,	5	-	JUDG	56	(3,109)	,	6	-	KEAR	23	(1,133)
26.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(5,103)	,	4	-	MURY	46	(3,101)	,	5	-	JUDG	56	(3,111)	,	6	-	KEAR	23	(1,137)
27.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(5,103)	,	4	-	MURY	46	(3,103)	,	5	-	JUDG	56	(3,113)	,	6	-	KEAR	50	(2,137)
28.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(5,103)	,	4	-	MURY	74	(4,103)	,	5	-	JUDG	56	(3,115)	,	6	-	KEAR	50	(2,140)
29.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(6,103)	,	4	-	MURY	74	(4,104)	,	5	-	JUDG	56	(3,117)	,	6	-	KEAR	50	(2,143)
30.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(6,103)	,	4	-	MURY	74	(4,105)	,	5	-	JUDG	56	(3,119)	,	6	-	KEAR	80	(3,143)
31.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(6,103)	,	4	-	MURY	105	(5,105)	,	5	-	JUDG	56	(3,121)	,	6	-	KEAR	80	(3,145)
32.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(6,103)	,	4	-	MURY	105	(6,105)	,	5	-	JUDG	56	(3,123)	,	6	-	KEAR	80	(3,147)
33.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(6,103)	,	4	-	MURY	105	(7,105)	,	5	-	JUDG	56	(3,125)	,	6	-	KEAR	80	(3,149)
34.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(6,103)	,	4	-	MURY	105	(7,105)	,	5	-	KEAR	114	(4,149)	,	6	-	JUDG	56	(3,127)
35.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(6,103)	,	4	-	MURY	105	(7,105)	,	5	-	JUDG	91	(4,127)	,	6	-	KEAR	114	(4,150)
36.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(6,103)	,	4	-	MURY	105	(7,105)	,	5	-	JUDG	127	(5,127)	,	6	-	KEAR	114	(4,151)
37.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(7,103)	,	4	-	MURY	105	(7,105)	,	5	-	JUDG	127	(5,127)	,	6	-	KEAR	114	(4,152)
38.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(7,103)	,	4	-	MURY	105	(7,105)	,	5	-	JUDG	127	(5,127)	,	6	-	KEAR	152	(5,152)
39.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(7,103)	,	4	-	MURY	105	(7,105)	,	5	-	JUDG	127	(6,127)	,	6	-	KEAR	152	(5,152)
40.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(7,103)	,	4	-	MURY	105	(7,105)	,	5	-	JUDG	127	(7,127)	,	6	-	KEAR	152	(5,152)
41.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(7,103)	,	4	-	MURY	105	(7,105)	,	5	-	JUDG	127	(7,127)	,	6	-	KEAR	152	(6,152)
42.	1	-	SKYL	23	(7,23)	,	2	-	OLYM	41	(7,41)	,	3	-	HILL	103	(7,103)	,	4	-	MURY	105	(7,105)	,	5	-	JUDG	127	(7,127)	,	6	-	KEAR	152	(7,152)

Scoring 1:	1	-	OLYM	1	(1)	,	2	-	SKYL	2	(2)	,	3	-	MURY	10	(10)	,	4	-	HILL	13	(13)	,	5	-	JUDG	17	(17)	,	6	-	KEAR	23	(23)
Scoring 2:	1	-	SKYL	5	(3)	,	1	-	OLYM	5	(4)	,	3	-	MURY	24	(14)	,	4	-	HILL	28	(15)	,	5	-	JUDG	35	(18)	,	6	-	KEAR	50	(27)
Scoring 3:	1	-	SKYL	10	(5)	,	2	-	OLYM	14	(9)	,	3	-	MURY	46	(22)	,	4	-	HILL	52	(24)	,	5	-	JUDG	56	(21)	,	6	-	KEAR	80	(30)
Scoring 4:	1	-	SKYL	16	(6)	,	2	-	OLYM	25	(11)	,	3	-	MURY	74	(28)	,	4	-	HILL	77	(25)	,	5	-	JUDG	91	(35)	,	6	-	KEAR	114	(34)
Scoring 5:	1	-	SKYL	23	(7)	,	2	-	OLYM	41	(16)	,	3	-	HILL	103	(26)	,	4	-	MURY	105	(31)	,	5	-	JUDG	127	(36)	,	6	-	KEAR	152	(38)

Explanation
This analysis is a series of snapshots through-out the race, which allows for a comparison of each team's relative position as the race unfolds.

Each time that a runner finishes the race, the team standings change. Thus, each line represents a runner finishing and a view of the team standings at that particular moment in time.

Key
Each line will have a team underlined, which is the designation of the team for that runner. The line number is the team scoring position for the runner that finished. The number before the team abbreviation is the current position of that team. The number after the team abbreviation is the team's current score. The first number inside the parenthesis is the number of runners from that team that have finished so far. The second number inside the parenthesis is the best possible score that the team is still able to achieve.

The color of the team is a representation of their final team position in the race. When 5 runners have finished from a team, the team score is final and it is displayed in bold type. When the team place number is bolded, the team position is final.

Analyze
If you hover your mouse over a team anywhere in the list, all of the entries for that team are temporarily bolded, making it easier to follow the progress of that team. A team that has a final team score, but their team position is not yet final, has team(s) that threaten their position. This means that, depending on the place of runners that have not yet finished, a threatening team can still mathematically surpass the position of the threatened team. While a team is highlighted, any teams that threaten their position will be listed in italics, starting from the position where their team score is final.