GSOC Tour Challenge Tier 1: Steve Laycock vs. Niklas Edin

Draw Dec 31 - 7:00 pm		HMR	1	2	3	4	5	6	7	8	Score
	Steve Laycock Saskatoon, SK		1	0	2	1	0	2	0	3	9
	Niklas Edin Karlstad, SWE		0	1	0	0	3	0	2	0	6

Skip:

Steve
Laycock

Third:

Kirk
Muyres

Second:

Colton
Flasch

Lead:

Dallan
Muyres

Fourth:

Niklas
Edin

Third:

Oskar
Eriksson

Second:

Rasmus
Wrana

Lead:

Christoffer
Sundgren

		#Shots	Points	Diff /5	Sweep /10	PCT
4:	Steve Laycock	14	56	1.80	3.8	83%
3:	Kirk Muyres	15	51	1.68	2.7	71%
2:	Colton Flasch	15	63	1.42	2.9	86%
1:	Dallan Muyres	18	63	1.48	3.9	72%
	TEAM TOTALS	62	233	1.58	3.3	77%

		#Shots	Points	Diff /5	Sweep /10	PCT
4:	Niklas Edin	16	60	1.56	5.8	77%
3:	Oskar Eriksson	15	56	1.64	4.4	77%
2:	Rasmus Wrana	15	58	1.66	3.8	80%
1:	Christoffer Sundgren	17	77	1.34	4.5	92%
	TEAM TOTALS	63	251	1.54	4.7	82%

		#Shots	Points	Diff /5	Sweep /10	PCT
4:	Steve Laycock	8	35	1.26	4.2	89%
3:	Kirk Muyres	3	7	1.66	2.2	49%
2:	Colton Flasch	7	28	1.14	3.3	81%
1:	Dallan Muyres	17	59	1.50	4.1	71%
	TEAM TOTALS	35	129	1.38	3.8	75%

		#Shots	Points	Diff /5	Sweep /10	PCT
4:	Niklas Edin	9	32	1.44	6.7	72%
3:	Oskar Eriksson	8	31	1.38	4.6	79%
2:	Rasmus Wrana	8	33	1.62	3.7	85%
1:	Christoffer Sundgren	16	73	1.30	4.6	93%
	TEAM TOTALS	41	169	1.40	4.9	84%

		#Shots	Points	Diff /5	Sweep /10	PCT
4:	Steve Laycock	6	21	2.56	3.3	75%
3:	Kirk Muyres	12	44	1.68	2.8	76%
2:	Colton Flasch	8	35	1.64	2.5	90%
1:	Dallan Muyres	1	4	1.00	0.0	80%
	TEAM TOTALS	27	104	1.84	2.7	80%

		#Shots	Points	Diff /5	Sweep /10	PCT
4:	Niklas Edin	7	28	1.72	4.8	83%
3:	Oskar Eriksson	7	25	1.92	4.3	75%
2:	Rasmus Wrana	7	25	1.68	3.8	74%
1:	Christoffer Sundgren	1	4	2.00	3.3	84%
	TEAM TOTALS	22	82	1.78	4.2	78%

Steve Laycock

Games:	5
Record:	2W - 3L
Extra Ends:	0W - 0L
One-Point Games:	1W - 0L
PF/G:	6.49
PA/G:	9.46
Hammer Efficiency:	0.33
Steal Defense:	0.28
Force Efficiency:	0.43
Steal Efficiency:	0.21

Niklas Edin

Games:	8
Record:	6W - 2L
Extra Ends:	1W - 0L
One-Point Games:	2W - 0L
PF/G:	7.70
PA/G:	5.74
Hammer Efficiency:	0.50
Steal Defense:	0.17
Force Efficiency:	0.67
Steal Efficiency:	0.16

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