ANOVA Model
30monthIQ ~ MUMIQ
means	30	1	2	4	6	7	9	11	12	13	14	15	16	18	19	20	21	22	24	25	26	27	28	29	30	32	36

ANOVA Statistics
	Df	Sum Sq	Mean Sq	F value	Pr(>F)
MUMIQ	26	11417.975	439.153	2.52716011192561e+31	0
Residuals	133	0	0

Tukey Honest Significant Difference Comparisons
	diff	lwr	upr	p adj
31-30	1	1	1	0
32-30	2	2	2	0
34-30	4	4	4	0
36-30	6	6	6	0
37-30	7	7	7	0
39-30	9	9	9	0
41-30	11	11	11	0
42-30	12	12	12	0
43-30	13	13	13	0
44-30	14	14	14	0
45-30	15	15	15	0
46-30	16	16	16	0
48-30	18	18	18	0
49-30	19	19	19	0
50-30	20	20	20	0
51-30	21	21	21	0
52-30	22	22	22	0
54-30	24	24	24	0
55-30	25	25	25	0
56-30	26	26	26	0
57-30	27	27	27	0
58-30	28	28	28	0
59-30	29	29	29	0
60-30	30	30	30	0
62-30	32	32	32	0
66-30	36	36	36	0
32-31	1	1	1	0
34-31	3	3	3	0
36-31	5	5	5	0
37-31	6	6	6	0
39-31	8	8	8	0
41-31	10	10	10	0
42-31	11	11	11	0
43-31	12	12	12	0
44-31	13	13	13	0
45-31	14	14	14	0
46-31	15	15	15	0
48-31	17	17	17	0
49-31	18	18	18	0
50-31	19	19	19	0
51-31	20	20	20	0
52-31	21	21	21	0
54-31	23	23	23	0
55-31	24	24	24	0
56-31	25	25	25	0
57-31	26	26	26	0
58-31	27	27	27	0
59-31	28	28	28	0
60-31	29	29	29	0
62-31	31	31	31	0
66-31	35	35	35	0
34-32	2	2	2	0
36-32	4	4	4	0
37-32	5	5	5	0
39-32	7	7	7	0
41-32	9	9	9	0
42-32	10	10	10	0
43-32	11	11	11	0
44-32	12	12	12	0
45-32	13	13	13	0
46-32	14	14	14	0
48-32	16	16	16	0
49-32	17	17	17	0
50-32	18	18	18	0
51-32	19	19	19	0
52-32	20	20	20	0
54-32	22	22	22	0
55-32	23	23	23	0
56-32	24	24	24	0
57-32	25	25	25	0
58-32	26	26	26	0
59-32	27	27	27	0
60-32	28	28	28	0
62-32	30	30	30	0
66-32	34	34	34	0
36-34	2	2	2	0
37-34	3	3	3	0
39-34	5	5	5	0
41-34	7	7	7	0
42-34	8	8	8	0
43-34	9	9	9	0
44-34	10	10	10	0
45-34	11	11	11	0
46-34	12	12	12	0
48-34	14	14	14	0
49-34	15	15	15	0
50-34	16	16	16	0
51-34	17	17	17	0
52-34	18	18	18	0
54-34	20	20	20	0
55-34	21	21	21	0
56-34	22	22	22	0
57-34	23	23	23	0
58-34	24	24	24	0
59-34	25	25	25	0
60-34	26	26	26	0
62-34	28	28	28	0
66-34	32	32	32	0
37-36	1	1	1	0
39-36	3	3	3	0
41-36	5	5	5	0
42-36	6	6	6	0
43-36	7	7	7	0
44-36	8	8	8	0
45-36	9	9	9	0
46-36	10	10	10	0
48-36	12	12	12	0
49-36	13	13	13	0
50-36	14	14	14	0
51-36	15	15	15	0
52-36	16	16	16	0
54-36	18	18	18	0
55-36	19	19	19	0
56-36	20	20	20	0
57-36	21	21	21	0
58-36	22	22	22	0
59-36	23	23	23	0
60-36	24	24	24	0
62-36	26	26	26	0
66-36	30	30	30	0
39-37	2	2	2	0
41-37	4	4	4	0
42-37	5	5	5	0
43-37	6	6	6	0
44-37	7	7	7	0
45-37	8	8	8	0
46-37	9	9	9	0
48-37	11	11	11	0
49-37	12	12	12	0
50-37	13	13	13	0
51-37	14	14	14	0
52-37	15	15	15	0
54-37	17	17	17	0
55-37	18	18	18	0
56-37	19	19	19	0
57-37	20	20	20	0
58-37	21	21	21	0
59-37	22	22	22	0
60-37	23	23	23	0
62-37	25	25	25	0
66-37	29	29	29	0
41-39	2	2	2	0
42-39	3	3	3	0
43-39	4	4	4	0
44-39	5	5	5	0
45-39	6	6	6	0
46-39	7	7	7	0
48-39	9	9	9	0
49-39	10	10	10	0
50-39	11	11	11	0
51-39	12	12	12	0
52-39	13	13	13	0
54-39	15	15	15	0
55-39	16	16	16	0
56-39	17	17	17	0
57-39	18	18	18	0
58-39	19	19	19	0
59-39	20	20	20	0
60-39	21	21	21	0
62-39	23	23	23	0
66-39	27	27	27	0
42-41	1	1	1	0
43-41	2	2	2	0
44-41	3	3	3	0
45-41	4	4	4	0
46-41	5	5	5	0
48-41	7	7	7	0
49-41	8	8	8	0
50-41	9	9	9	0
51-41	10	10	10	0
52-41	11	11	11	0
54-41	13	13	13	0
55-41	14	14	14	0
56-41	15	15	15	0
57-41	16	16	16	0
58-41	17	17	17	0
59-41	18	18	18	0
60-41	19	19	19	0
62-41	21	21	21	0
66-41	25	25	25	0
43-42	1	1	1	0
44-42	2	2	2	0
45-42	3	3	3	0
46-42	4	4	4	0
48-42	6	6	6	0
49-42	7	7	7	0
50-42	8	8	8	0
51-42	9	9	9	0
52-42	10	10	10	0
54-42	12	12	12	0
55-42	13	13	13	0
56-42	14	14	14	0
57-42	15	15	15	0
58-42	16	16	16	0
59-42	17	17	17	0
60-42	18	18	18	0
62-42	20	20	20	0
66-42	24	24	24	0
44-43	1	1	1	0
45-43	2	2	2	0
46-43	3	3	3	0
48-43	5	5	5	0
49-43	6	6	6	0
50-43	7	7	7	0
51-43	8	8	8	0
52-43	9	9	9	0
54-43	11	11	11	0
55-43	12	12	12	0
56-43	13	13	13	0
57-43	14	14	14	0
58-43	15	15	15	0
59-43	16	16	16	0
60-43	17	17	17	0
62-43	19	19	19	0
66-43	23	23	23	0
45-44	1	1	1	0
46-44	2	2	2	0
48-44	4	4	4	0
49-44	5	5	5	0
50-44	6	6	6	0
51-44	7	7	7	0
52-44	8	8	8	0
54-44	10	10	10	0
55-44	11	11	11	0
56-44	12	12	12	0
57-44	13	13	13	0
58-44	14	14	14	0
59-44	15	15	15	0
60-44	16	16	16	0
62-44	18	18	18	0
66-44	22	22	22	0
46-45	1	1	1	0
48-45	3	3	3	0
49-45	4	4	4	0
50-45	5	5	5	0
51-45	6	6	6	0
52-45	7	7	7	0
54-45	9	9	9	0
55-45	10	10	10	0
56-45	11	11	11	0
57-45	12	12	12	0
58-45	13	13	13	0
59-45	14	14	14	0
60-45	15	15	15	0
62-45	17	17	17	0
66-45	21	21	21	0
48-46	2	2	2	0
49-46	3	3	3	0
50-46	4	4	4	0
51-46	5	5	5	0
52-46	6	6	6	0
54-46	8	8	8	0
55-46	9	9	9	0
56-46	10	10	10	0
57-46	11	11	11	0
58-46	12	12	12	0
59-46	13	13	13	0
60-46	14	14	14	0
62-46	16	16	16	0
66-46	20	20	20	0
49-48	1	1	1	0
50-48	2	2	2	0
51-48	3	3	3	0
52-48	4	4	4	0
54-48	6	6	6	0
55-48	7	7	7	0
56-48	8	8	8	0
57-48	9	9	9	0
58-48	10	10	10	0
59-48	11	11	11	0
60-48	12	12	12	0
62-48	14	14	14	0
66-48	18	18	18	0
50-49	1	1	1	0
51-49	2	2	2	0
52-49	3	3	3	0
54-49	5	5	5	0
55-49	6	6	6	0
56-49	7	7	7	0
57-49	8	8	8	0
58-49	9	9	9	0
59-49	10	10	10	0
60-49	11	11	11	0
62-49	13	13	13	0
66-49	17	17	17	0
51-50	1	1	1	0
52-50	2	2	2	0
54-50	4	4	4	0
55-50	5	5	5	0
56-50	6	6	6	0
57-50	7	7	7	0
58-50	8	8	8	0
59-50	9	9	9	0
60-50	10	10	10	0
62-50	12	12	12	0
66-50	16	16	16	0
52-51	1	1	1	0
54-51	3	3	3	0
55-51	4	4	4	0
56-51	5	5	5	0
57-51	6	6	6	0
58-51	7	7	7	0
59-51	8	8	8	0
60-51	9	9	9	0
62-51	11	11	11	0
66-51	15	15	15	0
54-52	2	2	2	0
55-52	3	3	3	0
56-52	4	4	4	0
57-52	5	5	5	0
58-52	6	6	6	0
59-52	7	7	7	0
60-52	8	8	8	0
62-52	10	10	10	0
66-52	14	14	14	0
55-54	1	1	1	0
56-54	2	2	2	0
57-54	3	3	3	0
58-54	4	4	4	0
59-54	5	5	5	0
60-54	6	6	6	0
62-54	8	8	8	0
66-54	12	12	12	0
56-55	1	1	1	0
57-55	2	2	2	0
58-55	3	3	3	0
59-55	4	4	4	0
60-55	5	5	5	0
62-55	7	7	7	0
66-55	11	11	11	0
57-56	1	1	1	0
58-56	2	2	2	0
59-56	3	3	3	0
60-56	4	4	4	0
62-56	6	6	6	0
66-56	10	10	10	0
58-57	1	1	1	0
59-57	2	2	2	0
60-57	3	3	3	0
62-57	5	5	5	0
66-57	9	9	9	0
59-58	1	1	1	0
60-58	2	2	2	0
62-58	4	4	4	0
66-58	8	8	8	0
60-59	1	1	1	0
62-59	3	3	3	0
66-59	7	7	7	0
62-60	2	2	2	0
66-60	6	6	6	0
66-62	4	4	4	0

Levenes Test for Homogeneity of Variance
	Df	F value	Pr(>F)
Group	26	NaN	NaN
	133