You ever search your draw history on an individual even odd of each digit.
Find what it is most likely to hit with even or odd digit the next time to narrow the picks.
I have the 24 pair I am interested in playing in S.C.. I am going to gamble and choose an odd digit to go with it. I am leaning on the 245-247-249 combos.
I have the 19-35-37 odd pair I am interested in in S.C. I am going with the 019-129-035-235-037-237 combos
Thats 4 pairs with 9 plays total.
Of course I have tracking to figure a little on them.
An even digit is biased to all even and 2 even 1 odd
An odd digit is biased to all odd and 1 even 2 odd
Here are the 0-1-2-3 digits the remaining digits on even odd should break down the same
0 55 25.0%__ 000 001 002 003 004 005 006 007
008 009 011 012 013 014 015 016 017 018 019
022 023 024 025 026 027 028 029 033 034 035
036 037 038 039 044 045 046 047 048 049 055
056 057 058 059 066 067 068 069 077 078 079
088 089 099
EEE 15 27.3% 000 002 004 006 008 022 024 026
_____________028 044 046 048 066 068 088
EEO 25 45.5% 001 003 005 007 009 012 014 016
_____________018 023 025 027 029 034 036 038
_____________045 047 049 056 058 067 069 078 089
EOO 15 27.3% 011 013 015 017 019 033 035 037
_____________039 055 057 059 077 079 099
1 55 25.0% 111 001 112 113 114 115 116 117 118
119 122 011 123 012 124 013 125 014 126 015 127
016 128 017 129 018 133 019 134 135 136 137 138
139 144 145 146 147 148 149 155 156 157 158 159
166 167 168 169 177 178 179 188 189 199
EEO 15 27.3% 001 122 012 124 014 126 016 128
_____________018 144 146 148 166 168 188
EOO 25 45.5% 112 114 116 118 011 123 013 125
_____________015 127 017 129 019 134 136 138
_____________145 147 149 156 158 167 169 178 189
OOO 15 27.3% 111 113 115 117 119 133 135 137
_____________139 155 157 159 177 179 199
2 55 25.0% 222 112 223 002 224 225 226 227
228 229 233 122 234 123 235 012 124 236 125
237 126 238 127 239 128 244 129 245 246 247
022 248 023 249 024 255 025 256 026 257 027
258 028 259 029 266 267 268 269 277 278 279
288 289 299
EEE 15 27.3% 222 002 224 226 228 244 246 022
_____________248 024 026 028 266 268 288
EEO 25 45.5% 223 225 227 229 122 234 012 124
_____________236 126 238 128 245 247 023 249
_____________025 256 027 258 029 267 269 278 289
EOO 15 27.3% 112 233 123 235 125 237 127 239
_____________129 255 257 259 277 279 299
3 55 25.0% 333 223 334 113 335 003 336 337 338
339 344 233 345 234 346 123 235 347 236 348 013
237 349 238 355 239 356 357 358 133 359 134 366
135 367 023 136 368 137 369 138 377 139 378 379
388 389 033 399 034 035 036 037 038 039
EEO 15 27.3% 223 003 344 234 346 236 348 238
_____________366 023 368 388 034 036 038
EOO 25 45.5% 334 336 338 233 345 123 235 347
_____________013 237 349 239 356 358 134 367
_____________136 369 138 378 389 033 035 037 039
OOO 15 27.3% 333 113 335 337 339 355 357 133
_____________359 135 137 377 139 379 399
April 2024 March 2024 February 2024 January 2024 December 2023 November 2023 October 2023 September 2023 August 2023 July 2023 June 2023 May 2023 March 2023 January 2023 December 2022 November 2022 October 2022 September 2022 August 2022 July 2022 June 2022 May 2022 March 2022 February 2022 January 2022 December 2021 November 2021 October 2021 September 2021 August 2021 July 2021 June 2021 May 2021 April 2021 March 2021 February 2021 January 2021 December 2020 November 2020 October 2020 September 2020 August 2020 July 2020 June 2020 May 2020 April 2020 March 2020 February 2020 January 2020 December 2019 November 2019 October 2019 September 2019 August 2019 July 2019 June 2019 May 2019 April 2019 March 2019 February 2019 January 2019 December 2018 November 2018 October 2018 September 2018 August 2018 July 2018 June 2018 May 2018 April 2018 March 2018 February 2018 January 2018 December 2017 November 2017 October 2017 September 2017 August 2017 July 2017 June 2017 May 2017 April 2017 March 2017 February 2017 January 2017 December 2016 November 2016 October 2016 September 2016 August 2016 July 2016 April 2016 February 2016 January 2016 December 2015 November 2015 October 2015 July 2015 June 2015 May 2015 March 2015 January 2015 December 2014 November 2014 October 2014 September 2014 August 2014 July 2014 June 2014 May 2014 April 2014 March 2014 February 2014 January 2014 December 2013 November 2013 October 2013 September 2013 August 2013 July 2013 June 2013 May 2013 April 2013 March 2013 February 2013 January 2013 December 2012 November 2012 October 2012 September 2012 August 2012 July 2012 June 2012 May 2012 April 2012 March 2012 February 2012 January 2012 December 2011 November 2011 October 2011 September 2011 August 2011 July 2011 June 2011 May 2011 April 2011 March 2011 February 2011 January 2011 December 2010 November 2010 October 2010 September 2010 August 2010 July 2010 June 2010 May 2010 April 2010 March 2010 February 2010 January 2010 December 2009 November 2009 October 2009 September 2009 August 2009 July 2009 June 2009 May 2009 April 2009 March 2009 January 2009 December 2008 November 2008 October 2008 September 2008 August 2008 July 2008 June 2008 May 2008 April 2008 March 2008 February 2008 January 2008 December 2007 November 2007 October 2007 September 2007 July 2007 June 2007 May 2007 April 2007 March 2007 February 2007 January 2007 December 2006 November 2006 October 2006 September 2006 August 2006 July 2006 June 2006 May 2006 April 2006 March 2006 February 2006 January 2006 December 2005 November 2005 October 2005 September 2005 August 2005 July 2005 June 2005 May 2005 April 2005 March 2005 February 2005 January 2005 December 2004 November 2004 October 2004 September 2004 August 2004 July 2004 June 2004 May 2004