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The following Tables provide an analysis of all Winning Numbers that have started with '1'. The other numbers drawn with '1' are shown in the Positions 2 to 6 along with the number of times they have appeared in the 'Bonus' position.
The Tables below the Position Frequency Table add additional analysis based on Odd/Even and Sums for those numbers only appearing with '1'.

Position Frequencies starting with
1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13

Position Frequency Numbers with First Number '1' 1982 to Present
Number	num1	num2	num3	num4	num5	num6	Bonus	Total w/o Bonus	Total with Bonus
1	334
2		35					2	35	37
3		34	2				5	36	41
4		24	3	1			4	28	32
5		26	7				10	33	43
6		23	10	1			3	34	37
7		23	15	1			10	39	49
8		15	17	2			7	34	41
9		12	6	5			8	23	31
10		18	6	8			12	32	44
11		13	7	8	1		7	29	36
12		10	8	2			8	20	28
13		10	14	3	1	1	10	29	39
14		15	22	8	2		3	47	50
15		12	15	7	1		5	35	40
16		7	15	10	2		9	34	43
17		8	14	7	2		1	31	32
18		8	16	10	1		6	35	41
19		7	16	12	3	1	7	39	46
20		5	17	10	7	1	10	40	50
21		5	9	7	4	2	9	27	36
22			11	9	9	1	5	30	35
23		4	18	15	3		8	40	48
24		5	8	14	8		7	35	42
25		3	8	15	8		4	34	38
26		4	16	10	3	2	9	35	44
27		3	8	21	11	1	11	44	55
28			5	12	6	1	3	24	27
29			10	10	12	3	5	35	40
30		1	7	12	15	2	10	37	47
31		1	5	11	19	5	8	41	49
32			5	9	16	5	5	35	40
33		1	1	16	13	8	5	39	44
34		1	4	19	13	4	7	41	48
35		1	1	9	12	7	6	30	36
36			3	12	13	3	10	31	41
37			1	9	23	7	11	40	51
38			2	6	12	14	8	34	42
39				1	16	14	10	31	41
40			2	7	15	16	5	40	45
41				5	14	17	7	36	43
42				6	19	19	6	44	50
43				3	9	21	4	33	37
44					16	30	5	46	51
45				1	9	33	10	43	53
46					7	21	10	28	38
47					8	27	8	35	43
48					1	32	5	33	38
49						36	6	36	42

Both the Odd/Even and the Sums Tables list the Best Performing first.

Odd and Even Numbers Starting With '1' Only Drawn Since 1982
Odd	Even	Times Drawn	Percentage Wins
3	3	116	34.73
4	2	105	31.44
5	1	52	15.57
2	4	48	14.37
6	0	7	2.10
1	5	6	1.80
0	6	0	0.00

TOTALS of Numbers Starting With '1' Only Drawn Since 1982
Range	Times Drawn	Percentage Wins
121 to 140	89	26.6467
141 to 160	76	22.7545
101 to 120	60	17.9641
80 to 100	44	13.1737
161 to 180	39	11.6766
<80	12	3.5928
181 to 200	11	3.2934
201 to 220	3	0.8982
>220	0	0.0000

The following Tables further examine the detailed number of Low/High Number Ratios with each Odd/Even Ratio based on its SUM

SUMS ANALYSIS Low/high Number Ratios Per Odd/Even Ratio For Number 1 By Order
SUM	Total Drawn	Ratio Odd = 0 Even = 6								Weekday
		low	6	5	4	3	2	1	0	Wed	Sat

SUMS ANALYSIS Low/high Number Ratios Per Odd/Even Ratio For Number 1 By Order
SUM	Total Drawn	Ratio Odd = 1 Even = 5								Weekday
SUM	Total Drawn	low	6	5	4	3	2	1	0	Wed	Sat
119	2			1	1					2
121	1					1					1
165	1						1			1
169	1						1				1
195	1							1			1

SUMS ANALYSIS Low/high Number Ratios Per Odd/Even Ratio For Number 1 By Order
SUM	Total Drawn	Ratio Odd = 2 Even = 4								Weekday
SUM	Total Drawn	low	6	5	4	3	2	1	0	Wed	Sat
56	1		1							1
60	1		1								1
62	1			1						1
80	1			1							1
88	2			1	1					1	1
96	1			1						1
98	1				1					1
100	2			1	1					1	1
102	1			1							1
106	1				1						1
108	1				1					1
112	1				1						1
114	2				1	1				1	1
120	2				2					2
122	1				1					1
124	1				1					1
126	1					1					1
128	1				1						1
130	2				1	1					2
132	1					1				1
136	1				1					1
138	1				1					1
140	2					1	1				2
142	2					1	1				2
144	2					2					2
146	2					2				1	1
148	1					1				1
150	1					1				1
154	2					1	1			2
162	1					1				1
178	3						2	1		3
182	1							1		1
184	1						1			1
186	1						1				1
188	1						1			1
190	1						1				1

SUMS ANALYSIS Low/high Number Ratios Per Odd/Even Ratio For Number 1 By Order
SUM	Total Drawn	Ratio Odd = 3 Even = 3								Weekday
SUM	Total Drawn	low	6	5	4	3	2	1	0	Wed	Sat
69	1		1							1
71	2			2						2
75	1			1							1
83	1			1							1
85	1			1						1
87	2			2						1	1
91	1			1						1
93	2			1	1					2
95	4			2	2					3	1
99	3			1	2					1	2
103	1			1						1
105	3				3					2	1
107	2				1	1				1	1
109	1				1						1
111	4				4					1	3
113	2				2					1	1
115	3				3					3
117	5				4	1				1	4
119	1				1						1
121	4				3	1				2	2
123	3			1	1	1				2	1
125	3					3				1	2
127	5				2	2	1			1	4
129	4					3	1				4
131	2			1	1						2
133	2					2				2
135	4				1	3				1	3
137	3				1	2				2	1
139	2				2					2
141	1					1					1
143	2				1	1				1	1
145	4					3	1			2	2
147	2					1	1			2
149	2					2					2
151	5					1	4			4	1
153	2					1	1			2
155	2					1	1				2
157	4					1	3			3	1
159	3					1	2			2	1
161	2					1	1				2
163	1					1					1
165	1						1			1
167	2					2				1	1
171	3					1	2			3
175	3						2	1			3
179	1						1				1
181	1							1			1
187	1							1			1
193	1							1			1
209	1							1			1

SUMS ANALYSIS Low/high Number Ratios Per Odd/Even Ratio For Number 1 By Order
SUM	Total Drawn	Ratio Odd = 4 Even = 2								Weekday
SUM	Total Drawn	low	6	5	4	3	2	1	0	Wed	Sat
68	1		1								1
76	1			1							1
78	1			1						1
82	2			2							2
84	1			1							1
86	2			2						2
88	3			2	1					3
90	1			1						1
94	1				1					1
96	4			2	2					1	3
98	4			1	3					4
100	2			1	1					1	1
104	3			1	2					1	2
108	2				2						2
110	1				1						1
112	4				2	2				2	2
114	2				2					1	1
116	2				2					1	1
118	1					1				1
120	1				1						1
122	1					1				1
124	3				1	2				2	1
126	5				2	3				4	1
128	1					1				1
130	2					2					2
132	3				1	2				1	2
134	2			1		1					2
136	3				1	2					3
138	2						2			2
140	3					2	1			1	2
142	1				1					1
144	1						1			1
146	4				1	2	1			2	2
150	5				2	3				3	2
152	4					3	1			2	2
154	2					2				2
156	2					1	1			1	1
158	4					1	3			2	2
160	2						1	1		1	1
162	1						1			1
164	3						3				3
166	2					2				1	1
170	2						2			1	1
174	1						1			1
176	1							1		1
178	2						1	1		1	1
180	1						1				1
194	1							1			1
204	1							1		1
208	1							1			1

SUMS ANALYSIS Low/high Number Ratios Per Odd/Even Ratio For Number 1 By Order
SUM	Total Drawn	Ratio Odd = 5 Even = 1								Weekday
SUM	Total Drawn	low	6	5	4	3	2	1	0	Wed	Sat
45	1		1								1
55	1		1								1
91	1				1						1
95	1				1					1
99	1				1						1
101	1				1					1
103	1					1				1
105	2				2					1	1
109	1				1						1
111	1					1					1
113	2				1	1				1	1
115	1				1						1
119	3				2	1				2	1
121	2				1	1				1	1
123	1					1					1
131	1				1					1
133	1					1					1
135	3				1	2				2	1
137	3					3				1	2
139	6					4	2			4	2
143	3					3					3
145	2					2					2
147	4					3	1			1	3
157	2					2				1	1
161	1					1					1
163	1					1				1
169	3					1	2			2	1
179	1						1				1
185	1						1			1

SUMS ANALYSIS Low/high Number Ratios Per Odd/Even Ratio For Number 1 By Order
SUM	Total Drawn	Ratio Odd = 6 Even = 0								Weekday
SUM	Total Drawn	low	6	5	4	3	2	1	0	Wed	Sat
126	1					1					1
132	1				1						1
136	1					1				1
148	1						1			1
152	1						1			1
154	1						1				1
174	1							1			1

For those who like a little more detail, the following Table analyzes all the Best Cohorts when Number '1' is the First Number.

Best Cohorts For Number 1 By Individual SUMS
SUM	Number of Odd Numbers							Cohort Ranges					Total Drawn	Draws Ago	Weekday
SUM	0	1	2	3	4	5	6	1 to 9	10 to 19	20 to 29	30 to 39	40 to 49	Total Drawn	Draws Ago	Wed	Sat
45						1		4	2				1	2704		1
55						1		3	3				1	1363		1
56			1					3	2	1			1	1276	1
60			1					3	2	1			1	459		1
62			1					3	2	1			1	1214	1
68					1			2	3	1			1	1279		1
69				1				3	1	2			1	1982	1
71				1				3	1	2			1	1524	1
71				1				4	1			1	1	1894	1
75				1				3	1	1	1		1	1601		1
76					1			3	1	1	1		1	2702		1
78					1			4		1	1		1	1226	1
80			1					3	2		1		1	645		1
82					1			4		1		1	2	1977		2
83				1				2	2	2			1	2675		1
84					1			2	2	2			1	2712		1
85				1				3	1	1	1		1	860	1
86					1			3	1	1		1	1	2512	1
86					1			3	1	1	1		1	72	1
87				1				2	3		1		1	1835		1
87				1				4		1		1	1	2202	1
88					1			1	3	2			1	2148	1
88					1			2	2	1	1		1	2252	1
88			1					3	1	1	1		1	991		1
88			1					3	2			1	1	1364	1
88					1			4		1		1	1	1586	1
90					1			2	3		1		1	2576	1
91				1				2	1	3			1	1262	1
91						1		3	1	1		1	1	379		1
93				1				2	3			1	1	1400	1
93				1				3	1		1	1	1	808	1
94					1			3	1	1		1	1	2386	1
95				1				2	2		2		1	2406	1
95				1				2	2	2			1	784	1
95				1				3	1		2		1	536	1
95				1				3	1	1		1	1	499		1
95						1		3	1	1		1	1	1432	1
96					1			2	2	1	1		2	43	1	1
96			1					2	2	1	1		1	1382	1
96					1			3		2	1		1	1983		1
96					1			3	1		2		1	2677		1
98					1			2	2	1		1	1	894	1
98			1					2	2	1	1		1	1242	1
98					1			3	1		1	1	1	2334	1
98					1			3	1	1		1	1	850	1
98					1			4			1	1	1	1940	1
99				1				1	3	1	1		1	2562	1
99				1				2	2	1	1		1	1671		1
99						1		2	2	1	1		1	2377		1
99				1				4				2	1	2625		1
100					1			1	3	1	1		1	512	1
100			1					2	2	1		1	1	798	1
100					1			2	2	1	1		1	2241		1
100			1					2	3		1		1	1827		1
101						1		1	3	1	1		1	2570	1
102			1					1	3	1	1		1	877		1
103				1				2	1	2		1	1	1886	1
103						1		3		1	2		1	1514	1
104					1			2	1	2	1		1	1215		1
104					1			3		2		1	1	2024	1
104					1			3	1		1	1	1	2149		1
105				1				1	3	1	1		1	718	1
105				1				2	1	2	1		1	1475		1
105						1		2	2		1	1	1	1729		1
105				1				3		1	2		1	1958	1
105						1		3	1		1	1	1	1298	1
106			1					2	1	2		1	1	1381		1
107				1				2	1	2	1		1	2692		1
107				1				3			3		1	1700	1
108					1			2	2	1		1	1	2161		1
108					1			2	2	1	1		1	2027		1
108			1					3		1	1	1	1	138	1
109				1				3	1			2	1	1817		1
109						1		3	1		1	1	1	1411		1
110					1			2	2		1	1	1	683		1
111				1				2	1	1	2		1	419		1
111				1				2	2		1	1	2	1260	1	1
111						1		3		1	1	1	1	1213		1
111				1				3	1		1	1	1	1461		1
112			1					2	1	1	2		1	1067		1
112					1			2	1	2		1	1	845		1
112					1			2	1	2	1		1	418	1
112					1			3		1	1	1	1	1		1
112					1			3	1		1	1	1	2596	1
113				1				2	2		1	1	1	1875		1
113						1		2	2	1		1	1	1823		1
113						1		3		1	1	1	1	1596	1
113				1				3	1			2	1	678	1
114			1					3		1	1	1	2	1230	1	1
114					1			3	1			2	1	2208	1
114					1			3	1		1	1	1	1445		1
115				1				1	1	3	1		1	1944	1
115				1				2		3		1	1	652	1
115						1		2	1	1	1	1	1	1797		1
115				1				2	2			2	1	1474	1
116					1			1	1	3	1		1	2184	1
116					1			2	1	2		1	1	611		1
117				1				1	2	1	1	1	1	643		1
117				1				1	3		1	1	1	655		1
117				1				1	3	1		1	1	1637		1
117				1				2	1	2		1	1	1825		1
117				1				4				2	1	1256	1
118					1			1	1	3	1		1	1484	1
119		1						1	2	1	1	1	1	668	1
119						1		1	3	1	1		1	446	1
119				1				2		2	2		1	1737		1
119		1						2		3		1	1	166	1
119						1		2	1	1	1	1	2	2594	1	1
120			1					2		2	1	1	1	2304	1
120					1			2		3	1		1	2774		1
120			1					3		1		2	1	892	1
121				1				1	2	1	2		1	982	1
121				1				2	1		3		1	901		1
121						1		2	1	1	1	1	1	2206	1
121				1				2	1	1	1	1	1	1243		1
121						1		2	1	2		1	1	941		1
121				1				2	2			2	1	1850	1
121		1						3			2	1	1	2075		1
122					1			2	1	1	1	1	1	254	1
122			1					2	1	1	1	1	1	2262	1
123				1				1	1	3	1		1	1750	1
123				1				2		1	3		1	626	1
123						1		2		2	2		1	99		1
123				1				2	2		1	1	1	2431		1
124					1			1	2	1	1	1	1	2044	1
124					1			1	2	2	1		1	2401		1
124			1					2	1	1		2	1	866	1
124					1			2	1	1	1	1	1	1748	1
125				1				1	2	2	1		1	76	1
125				1				2	1		2	1	1	809		1
125				1				2	1	1	1	1	1	2309		1
126					1			1	2	1	1	1	1	1148	1
126			1					1	2	1	2		1	19		1
126							1	2	1	1	1	1	1	83		1
126					1			2	1	1	1	1	1	1348	1
126					1			2	1	1	2		1	1418	1
126					1			2	2			2	1	162	1
126					1			3		1	1	1	1	1807		1
127				1				1	1	2	2		1	1723		1
127				1				1	3		1	1	1	1031		1
127				1				2		2	1	1	1	286	1
127				1				2	1	1		2	2	1137		2
128					1			2	1	1	1	1	1	958	1
128			1					3		1		2	1	2715		1
129				1				1	1	2	2		1	289		1
129				1				1	2	1	2		1	2664		1
129				1				2		1	3		1	2523		1
129				1				2	1		3		1	909		1
130					1			1	1	3		1	1	1933		1
130			1					1	2	1	1	1	2	409		2
130					1			2	1		3		1	1981		1
131				1				1	1	3		1	1	2708		1
131				1				2	1	1		2	1	1741		1
131						1		3		1		2	1	2284	1
132					1			1	2	1	1	1	1	2472	1
132					1			2	1	1	1	1	2	1079		2
132							1	2	1	1	1	1	1	131		1
132			1					3			2	1	1	264	1
133				1				1	1	2	2		1	1662	1
133						1		2	1		2	1	1	2732		1
133				1				3			1	2	1	898	1
134					1			1	1	2	1	1	1	963		1
134					1			1	1	3		1	1	2059		1
135				1				1	1	2	1	1	1	1341		1
135				1				1	1	2	2		1	2219		1
135						1		1	1	3		1	1	84	1
135						1		1	2	1	1	1	1	141		1
135						1		2		2	1	1	1	2212	1
135				1				2	1		2	1	1	607		1
135				1				2	1	1		2	1	2072	1
136					1			1	1	2	1	1	1	2331		1
136					1			1	2		3		1	2379		1
136					1			1	2	1	1	1	1	2069		1
136			1					1	3		1	1	1	826	1
136							1	2	1		2	1	1	2524	1
137				1				1	2	1	1	1	1	359		1
137				1				2		2	1	1	1	1254	1
137						1		2		2	2		1	57		1
137						1		2	1		1	2	1	2694		1
137						1		2	1		2	1	1	2138	1
137				1				2	1	1		2	1	692	1
138					1			1	1	3		1	1	1246	1
138			1					1	2	1	1	1	1	1530	1
138					1			2		2	1	1	1	2180	1
139						1		1	1	2	1	1	1	395		1
139				1				1	2	1		2	1	1460	1
139				1				1	2	1	1	1	1	802	1
139						1		2		1	2	1	1	870	1
139						1		2		2	1	1	1	680	1
139						1		2	1		2	1	2	323	1	1
139						1		2	1	1		2	1	2556	1
140					1			1		3	2		1	2450	1
140			1					1		4	1		1	1915		1
140					1			2		1	2	1	1	2373		1
140					1			2		1	3		1	725		1
140			1					2	1		1	2	1	2525		1
141				1				1	1	2	1	1	1	121		1
142			1					1	1	1	3		1	807		1
142					1			1	3			2	1	2366	1
142			1					2	1		1	2	1	2709		1
143						1		1		4		1	1	1773		1
143						1		1	1	2	1	1	1	951		1
143				1				1	2	1		2	2	1055	1	1
143						1		2		2		2	1	1975		1
144			1					1	1	2		2	1	2698		1
144					1			2			4		1	2306	1
144			1					2		2		2	1	2409		1
145				1				1	1	1	3		1	1500	1
145						1		1	2		2	1	1	947		1
145				1				2		1	2	1	1	587		1
145				1				2	1			3	1	613		1
145						1		2	1		1	2	1	271		1
145				1				2	1		2	1	1	1554	1
146					1			1		3		2	1	270	1
146					1			1	2		2	1	1	2269		1
146			1					2		1	2	1	1	1614	1
146					1			2		1	2	1	1	2236	1
146			1					2	1		1	2	1	245		1
146					1			2	1	1		2	1	1109		1
147				1				1	1	1	2	1	1	588	1
147				1				2			3	1	1	1314	1
147						1		2		1	2	1	2	1098	1	1
147						1		2		2		2	1	2093		1
147						1		2	1		1	2	1	2507		1
148			1					1	2		2	1	1	1676	1
148							1	2		1	2	1	1	1526	1
149				1				1	1	1	2	1	1	501		1
149				1				2	1			3	1	2489		1
150					1			1	1	1	2	1	1	2186	1
150					1			1	1	2		2	2	393		2
150					1			1	2		2	1	1	2344	1
150					1			1	2	1		2	1	1490	1
150			1					2	1		1	2	1	1786	1
151				1				1		3	1	1	1	347		1
151				1				1	1	2		2	1	658	1
151				1				1	1	2	1	1	1	452	1
151				1				2		1	1	2	2	192	2
152					1			1		3	1	1	1	1426	1
152					1			1	1	1	2	1	2	249		2
152					1			2		1	1	2	1	2432	1
152							1	2		1	2	1	1	2468	1
153				1				1		2	2	1	1	1340	1
153				1				1	1	2		2	1	1528	1
154							1	1	1	2	1	1	1	1457		1
154					1			1	1	2	1	1	1	1124	1
154			1					1	2		1	2	1	1212	1
154			1					2			2	2	1	590	1
154					1			2	1		1	2	1	2578	1
155				1				1	1	1	1	2	1	127		1
155				1				2			2	2	1	2113		1
156					1			1	1	1	2	1	2	1719	1	1
157						1		1		3		2	1	551		1
157				1				1	1		3	1	1	568	1
157				1				1	1	1	1	2	1	752	1
157						1		1	2			3	1	722	1
157				1				1	2		1	2	1	1499		1
157				1				2		1	1	2	1	792	1
158					1			1		2	2	1	1	1281		1
158					1			1	1		3	1	1	2419		1
158					1			1	1	1	2	1	1	1074	1
158					1			1	1	2	1	1	1	214	1
159				1				1	1	1	2	1	1	2652		1
159				1				1	2		1	2	1	1670	1
159				1				2		1	1	2	1	2412	1
160					1			1		1	4		1	774	1
160					1			1	1	1	2	1	1	2329		1
161				1				1	1	1	1	2	1	2179		1
161				1				1	1	1	2	1	1	401		1
161						1		1	1	1	2	1	1	319		1
162			1					1	1	1	1	2	1	728	1
162					1			2		1		3	1	690	1
163				1				1	1	1	1	2	1	2447		1
163						1		1	2		1	2	1	2274	1
164					1			1	1	2		2	1	929		1
164					1			2			2	2	2	465		2
165				1				1	1		3	1	1	522	1
165		1						2			1	3	1	1874	1
166					1			1	1	1	1	2	1	1465		1
166					1			2		1		3	1	1272	1
167				1				1		2	2	1	1	687		1
167				1				1	2			3	1	2260	1
169						1		1		2	2	1	1	228	1
169		1						1	1	1	1	2	1	879		1
169						1		1	1	1	1	2	1	462	1
169						1		1	1	1	2	1	1	2367		1
170					1			1	1		3	1	1	1878	1
170					1			2		1		3	1	791		1
171				1				1	1		2	2	1	868	1
171				1				1	1		3	1	1	596	1
171				1				1	1	1	1	2	1	1618	1
174							1	1		1	3	1	1	985		1
174					1			1		2	1	2	1	1036	1
175				1				1		1	2	2	1	509		1
175				1				1		1	3	1	1	301		1
175				1				1	1	1	1	2	1	2175		1
176					1			1		2	1	2	1	1182	1
178			1					1		1	3	1	1	2600	1
178					1			1		1	3	1	1	454	1
178			1					1		2	1	2	1	1834	1
178			1					1	1		1	3	1	2218	1
178					1			2				4	1	2674		1
179						1		1		2	1	2	1	2141		1
179				1				1	1	1		3	1	2191		1
180					1			1	1	1		3	1	1083		1
181				1				1		2	1	2	1	2437		1
182			1					1			4	1	1	2248	1
184			1					1		2		3	1	918	1
185						1		1		2		3	1	914	1
186			1					1	1		1	3	1	1973		1
187				1				1		1	1	3	1	2429		1
188			1					1		2		3	1	2178	1
190			1					1		1	2	2	1	2279		1
193				1				1			3	2	1	215		1
194					1			1		1	1	3	1	2535		1
195		1						1		1	1	3	1	2345		1
204					1			1			2	3	1	974	1
208					1			1			1	4	1	647		1
209				1				1			2	3	1	9		1

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