Competition Analysis for Swoop in and Solve Oxford 2023: Choose a Report to View Below

#	Competitor	Best	Average	1	2	3	4	5
1	Luke Griesser	5.74	5.96	5.95	5.92	6.01	5.74	6.43
2	Luke Garrett	5.84	6.89	6.50	6.25	8.52	7.91	5.84
3	Brian Johnson	6.72	7.32	6.72	6.85	7.49	8.84	7.61
4	Carter Kucala	7.01	7.49	7.89	8.23	7.01	7.35	7.23
5	Stanley Chapel	7.49	7.70	7.84	7.97	7.49	7.66	7.60
6	Jacob Dyland Bennett	6.91	7.84	8.00	8.82	8.33	7.19	6.91
7	Luke Van Laningham	7.05	8.55	7.89	9.78	7.05	10.50	7.97
8	Simon Kellum	8.52	8.94	9.99	8.52	8.76	9.42	8.63
9	Nolan Wood	8.12	9.12	8.12	8.89	8.64	9.82	11.28
10	Jack Bohning	8.25	9.13	8.79	8.78	8.25	9.81	10.81
11	Braden Richards	9.34	10.29	10.78	10.12	9.34	9.96	13.20
12	Sujan Feist	9.18	10.67	11.65	9.18	11.18	12.52	9.18
13	Harsha Paladugu	9.39	11.01	14.95	9.39	11.08	11.13	10.81
14	Liam Kim	9.36	11.14	10.60	9.36	13.61	12.95	9.87
15	Ivan Krueger	10.02	11.50	13.06	10.02	11.27	10.86	12.37
16	Carson Clark (张卡森)	10.92	11.64	11.20	11.72	13.44	10.92	11.99
17	Hillary Yang	9.84	11.73	26.43	9.84	12.28	10.47	12.43
18	Andrew Sotto	11.34	12.39	11.34	12.07	14.86	13.41	11.70
19	Quinn Lawson	11.16	12.73	11.47	12.44	14.27	17.52	11.16
20	Jayden Clark	9.93	12.97	9.93	11.30	12.25	DNF	15.36
21	Collin Roberts	11.31	13.16	16.72	12.04	13.92	13.52	11.31
22	Layne Harrier	11.11	13.23	13.08	11.11	13.25	16.02	13.37
23	Aaron Feng	11.14	13.39	14.11	12.50	16.06	13.55	11.14
24	Brenden Vaughn	12.13	13.40	12.13	12.84	12.63	14.74	17.44
25	Mat Taylor	13.03	13.60	13.27	14.20	15.14	13.03	13.33
26	Keenan Darkins	12.47	13.71	13.39	13.53	16.04	12.47	14.21
27	Tommy Kolocouris	11.91	13.92	13.24	11.91	13.12	15.52	15.41
28	Nikash Vari	12.66	14.16	13.42	12.66	14.24	15.66	14.81
29	Steven Wintringham	12.73	15.31	16.15	16.44	12.73	14.48	15.29
30	Cliford Samuel Pradeep Jelin	9.58	15.43	17.94	9.58	14.38	24.54	13.96
31	Jack Hamilton	13.54	15.59	17.56	13.54	20.14	14.65	14.57
32	Justin Sui	15.12	17.22	15.12	15.73	20.67	16.64	19.29

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.