Columbus Blue Jackets Playoff Chances 2010 50/50

Plays at Edmonton Oilers, playoff odds up 0.2 to 97.1%

37 points 17 5-3 0

Big Games

How we did yesterday and who we should root for today. Explain

If winner is:HomeHome OTTieAway OTAway
Sunday	100.0*	Chance in playoffs	100.0*	Average seed
Boston Bruins vs Columbus Blue J	-1.5-0.3+0.3+0.7+0.8		-0.3-0.1+0.0+0.2+0.2
Chicago Blackha vs Winnipeg Jets	+0.2+0.0-0.1-0.1-0.0
Calgary Flames vs Vancouver Canuc	-0.1-0.1-0.0+0.1+0.1		+0.1+0.0-0.0-0.0-0.0
Edmonton Oilers vs Quebec Nordique	+0.1-0.1-0.1*-0.0+0.1
Toronto Maple L vs Washington Capi	+0.1-0.1-0.1-0.0*+0.0

* A starred number could be exactly 0 or just really small. The simulation did not run long enough to know.

What If

Chances based on how well the Columbus Blue J finish out the regular season. Explain

											100	100	100	100	100	100	100	100	100	100
If finish:									Chance in		Chance will finish regular season at seed
TP		W		L	-	OT		T	playoffs		1	2	3	4	5	6	7	8	9	10	Count

126	-149								In		100										1,873	*
125	.5	27	4		-	6	19		In		100	0									567	*
124.5	-125								In		100										1,920	*
124		26	5		-	5	20		In		100	0									1,552	*
123	.5	26	5		-	6	19		In		100	0									1,979	*
123		26	5		-	7	18		In		100	0									2,573	*
122	.5	27	6		-	6	17		In		100	0									3,398	*
122		26	6		-	6	18		In		100	0									4,261	*
121	.5	25	6		-	6	19		In		99	1									5,246	*
121		26	7		-	5	18		In		99	1									6,541	*
120	.5	26	7		-	6	17		In		98	2									8,224	*
120		25	7		-	6	18		In		98	2									9,776	*
119	.5	25	7		-	7	17		In		97	3	0								12,053	*
119		24	7		-	7	18		In		96	4	0								14,374	*
118	.5	25	8		-	6	17		In		95	5	0								17,092	*
118		24	8		-	6	18		In		94	5	0								19,873	*
117	.5	23	8		-	6	19		In		93	7	0								22,972	*
117		23	8		-	7	18		In		91	9	0								26,703	*
116	.5	24	9		-	6	17		In		89	11	0								30,118	*
116		23	9		-	6	18		In		87	13	0								33,751	*
115	.5	23	9		-	7	17		In		84	16	0								37,810	*
115		22	9		-	7	18		In		81	19	1	0							41,686	*
114	.5	23	10		-	6	17		In		77	22	1	0							45,923	*
114		22	10		-	6	18		In		72	26	1	0							50,195	*
113	.5	22	10		-	7	17		In		68	30	2	0							53,998	*
113		21	10		-	7	18		In		63	34	3	0	0						57,736	*
112	.5	21	10		-	8	17		In		59	37	4	0							60,897	*
112		22	11		-	7	16		In		54	41	5	0							64,361	*
111	.5	21	11		-	7	17		In		48	44	7	0	0						67,135	*
111		20	11		-	7	18		In		42	47	10	1	0						69,457	*
110	.5	20	11		-	8	17		In		37	49	13	1	0	0					71,070	*
110		21	12		-	7	16		In		31	51	17	1	0						72,661	*
109	.5	20	12		-	7	17		In		26	51	21	2	0						72,838	*
109		19	12		-	7	18		In		21	50	26	4	0	0					73,684	*
108	.5	19	12		-	8	17		In		17	48	30	5	0	0					73,090	*
108		20	13		-	7	16		In		13	45	34	8	0	0					72,044	*
107	.5	19	13		-	7	17		In		10	42	37	10	1	0					71,054	*
107		19	13		-	8	16		100.0	%	7	38	41	13	1	0	0				68,627	*
106	.5	18	13		-	8	17		In		5	32	43	18	2	0					65,445	*
106		19	14		-	7	16		In		3	26	44	23	3	0					63,227	*
105	.5	18	14		-	7	17		100.0		2	21	43	28	6	0	0				59,459	*
105		18	14		-	8	16		100.0		1	16	41	33	8	1	0				56,424	*
104	.5	17	14		-	8	17		100.0		1	12	37	37	12	1	0				53,010	*
104		18	15		-	7	16		99.9		0	8	32	40	17	2	0				49,128	*
103	.5	17	15		-	7	17		99.9		0	6	28	42	21	3	0				45,613	*
103		17	15		-	8	16		99.8		0	4	23	42	25	5	0	0			41,786	*
102	.5	16	15		-	8	17		99.5		0	2	18	41	31	8	0	0			37,707	*
102		17	16		-	7	16		99.1		0	1	13	37	36	11	1	0			34,387	*
101	.5	16	16		-	7	17		98.2		0	1	9	32	40	16	2	0			30,760	*
101		16	16		-	8	16		96.5			0	6	27	42	22	3	0			27,342	*
100	.5	17	17		-	7	15		93.8			0	4	21	41	28	6	0	0		24,323	*
100		16	17		-	7	16		90.3			0	2	16	39	33	9	1	0		21,337	*
99	.5	16	17		-	8	15		85.0			0	1	11	35	38	13	1	0		18,509	*
99		15	17		-	8	16		79.4			0	1	8	30	41	18	2	0		16,078	*
98	.5	16	18		-	7	15		72.1			0	1	5	25	41	24	4	0		13,751	*
98		15	18		-	7	16		63.9			0	1	3	19	41	29	7	0	0	11,808	*
97	.5	15	18		-	8	15		53.3			0	0	2	14	37	35	10	1	0	10,053	*
97		14	18		-	8	16		44.7			0	0	2	10	33	38	15	2	0	8,486	*
96	.5	15	19		-	7	15		36.3			0	0	1	7	28	40	20	3	0	6,900	*
96		14	19		-	7	16		28.3			0	0	1	5	23	41	25	5	0	5,913	*
95	.5	14	19		-	8	15		21.1				0	1	3	17	40	31	7	1	4,776	*
95		15	20		-	7	14		16.5			0	0	1	2	13	35	36	12	1	4,031	*
94	.5	14	20		-	7	15		11.4				0	1	2	9	30	40	16	2	3,331	*
94		14	20		-	8	14		8.1				0	1	1	6	27	41	21	3	2,685	*
93	.5	13	20		-	8	15		6.1				0	1	1	5	23	42	25	4	2,171	*
93		13	20		-	9	14		5.3				0	1	1	3	17	40	31	6	1,726	*
92	.5	13	21		-	7	15		3.9					0	1	3	13	39	35	9	1,372	*
92		13	21		-	8	14		3.5					0	1	2	9	33	41	13	1,145	*
91	.5	14	22		-	7	13		3.0					0	1	2	8	30	44	15	842	*
91		12	21		-	9	14		2.7						1	2	5	27	43	22	662	*
90	.5	11	21		-	9	15		4.2						0	4	3	20	45	28	503	*
90		12	22		-	8	14		2.4						1	2	1	18	42	36	414	*
89	.5	13	23		-	7	13		0.6							1	6	17	42	35	308	*
89		11	22		-	9	14		1.6						1	0	2	10	41	44	254	*
88	.5	11	23		-	7	15		1.6							2	5	9	34	50	187	*
88		11	23		-	8	14		1.5							2	5	10	35	49	133	*
87	.5	13	24		-	8	11		Out								2	7	32	58	96	*
87		12	24		-	8	12		Out									12	32	56	68	*
86	.5	13	25		-	7	11		Out									2	33	65	46	*
86		12	25		-	7	12		Out									6	25	69	36	*
85	.5	13	25		-	9	9		Out								3	10	26	61	31	*
85		10	25		-	7	14		Out									13	26	61	23	*
84	.5	12	26		-	7	11		Out										8	92	13	*
84		9	25		-	8	14		Out										10	90	10	*
83	.5	13	27		-	7	9		Out										25	75	4	*
37	-83								Out											100	530	*

Total:									97.1	%	33	26	17	11	6	4	2	1	0	0	2,075,955

* Row combines multiple less frequent records.

Points

Chance Will Make Playoffs