Competition Analysis for Dubuque Winter 2023: Choose a Report to View Below

#	Competitor	Best	Average	1	2	3	4	5
1	Brian Johnson	5.85	6.55	5.85	6.18	6.89	8.09	6.57
2	Carter Kucala	5.70	7.43	6.75	6.87	5.70	8.67	9.29
3	Ben Zhao	7.25	7.73	8.36	8.09	7.72	7.39	7.25
4	Ellery Dillon	7.40	8.96	8.05	7.40	9.83	11.25	8.99
5	Cale Schoon	8.29	9.18	9.91	8.41	10.57	8.29	9.23
6	Tyler Schepanski	8.02	9.44	10.44	8.60	9.28	12.51	8.02
7	Will Cerne	8.52	9.78	9.29	10.38	10.66	8.52	9.66
8	Evan Brown	8.19	9.87	12.63	9.67	10.07	9.88	8.19
9	Sebastian Carrillo	9.10	9.87	10.26	9.92	9.43	11.20	9.10
10	Simon Kellum	7.50	10.04	8.93	7.50	12.62	10.58	10.60
11	Trevor Schepanski	9.23	10.16	10.21	9.78	10.48	11.43	9.23
12	Noel Long	10.09	10.58	10.37	11.28	10.10	10.09	11.39
13	Joshua Feran	10.36	10.89	11.03	11.75	11.02	10.36	10.61
14	Isaac James Dunn	10.45	11.56	10.45	14.01	10.52	11.07	13.09
15	Raymond Goslow	9.45	11.63	13.56	10.26	9.45	11.45	13.17
16	Nathaniel Gee	10.07	11.65	10.07	12.76	13.66	11.96	10.23
17	James Elliott	9.28	12.12	9.28	11.22	12.59	17.70	12.54
18	Ezra Lauritzson	11.05	12.19	11.05	11.76	11.80	13.01	13.18
19	Chris Van Der Brink	10.26	12.33	13.93	13.93	10.50	10.26	12.55
20	Ant Irizarry	8.83	12.44	15.02	8.83	17.24	11.56	10.74
21	Lucas Stambaugh	11.27	13.12	14.33	12.13	11.27	14.02	13.21
22	Seth Boyle	11.27	13.37	14.49	12.54	13.50	14.08	11.27
23	Kayden Yang	12.83	14.03	14.69	15.53	12.83	13.14	14.27
24	Dylan Powell	14.19	15.13	15.54	14.27	15.59	14.19	16.74
25	Tanish Premnath	12.50	15.20	15.96	18.21	12.50	15.12	14.53
26	Mateo Duarte	11.77	15.49	11.77	18.08	14.28	14.12	18.31
27	Eric Pfaffenbach	14.41	15.60	14.41	16.54	19.40	14.54	15.73
28	Zach Metzler	14.63	15.96	21.87	17.08	14.63	15.85	14.96
29	Thomas Reinke	16.12	16.93	16.76	16.12	16.51	19.11	17.51
30	Joshua Block	13.97	17.11	16.89	18.34	13.97	16.88	17.56
31	Ian Terrones	15.64	17.17	18.51	16.24	16.76	15.64	20.45
32	Ashley Gray	15.30	17.61	17.95	15.30	18.98	16.45	18.44

Placement, best single and official average with every attempt in order. Best and worst counting solves are marked. DNF and DNS are never treated as times.