Dimurelo Puzzles

Author: Adekola Taylor
November, 2013

DIMURELO is a logical-mathematical intelligence puzzle developed from the aspect of Kola Analysis named Complexity Emergence in Distributive Regeneration of Ordered System. Unlike Sudoku which is a (sometimes addictive) puzzle, Dimurelo is basically a distributive puzzle presented on a square or rectangular grid in a distribution form.


The puzzle revolves around the four core characteristics of logical-mathematical intelligence. They are concrete reasoning which involves breaking down systems into their components; linear reasoning which involves seeking order and consistency in the world; causal relationships which involve identifying cause and effect within a system; abstract reasoning which involves using symbols that represent concrete ideas, and lastly complex operations which involve performing sophisticated algorithms.


Dimurelo is an abbreviation of the sentence "Distribution must remain logical". It is a game basically designed to improve logical-mathematical intelligence in respect to recognition of patterns, order and consistency in a system, and identifying cause and effect within a system (Taylor, 2013).This puzzle is mathematically interesting in a variety of way in sense that simple, intricate and logical comparison can be applied to solve most of the categories of the puzzle. It starts with the level one which is the simplest and graduates to the more advancing levels.


(1) Critically examine the Dimurelo Puzzle below and fill in the missing numbers correctly.

<\tr>
d0 d1
12345 16116117
678910 12721813
1112131415 8319149
16171819* 415105*
d2 d5
48121615 48121610
37111019 3711515
2651418 2691419
191317* 1131718*
d8 d11
4812165 4816
3711910
26131415 2614
1171819* 1*

(2) Critically examine the Dimurelo Puzzle below and fill in the missing numbers correctly.

d103 d104 d119
2011215 7142126 726
1342225 613208 6132025
624171 5121924 51224
26191023 4111816 41823
211239 3101722 17101922
14516* 2923* 21916*
7818* 12515* 115*
d134 d149 d165
7211726 71926 1144
61320 6132025 567
51224 51224 910312
41816 4211823 1315
191022 1022 21820
923* 17916* 1123*
12515* 115* 24826*

(3) Critically examine the Dimurelo Puzzle below and fill in the missing numbers correctly.

d0 d1 d17
1234 25211713 7171127
5678 95126 6132026
9101112 22181410 5122125
13141516 622723 431824
17181920 1915117 1410223
21222324 3242016 1991622
252627* 1284* 1815*
d35 d53 d72
72327 7191427 14
6132026 6132026 5678
5121125 512325 1012
4141824 4171824 131516
17101923 2102123 1820
2191622 1191622 222324
1815* 1815* 252627*

(4) Critically examine the Dimurelo Puzzle below and fill in the missing numbers correctly.

d58 d59 d119
134241522 714212829 714212829
6261123* 6132517* 61389*
2919161* 5121926* 5121926*
281238* 491827* 41118*
2152716* 3161124* 31024*
14171820* 220168* 21625*
72592* 1231522* 1271522*
d179 d238 d299
714212829 134241522 714212829
61320* 626* 613*
5121926* 29191* 5121926*
411189* 28123* 41118*
31024* 21516* 31024*
281627* 2251617* 216*
1171522* 12* 11522*

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References

  1. Taylor, Adekola A. (2016). Derivation of formulas for position change of entities in power inductive distribution. International Journal of Scientific and Research Publications 6(7):409-420.

  2. Taylor, Adekola A. (2015). Quadratic distribution patterns in Kola analysis. Mathematical Theory and Modeling 5: 60-66.

  3. Taylor, Adekola A. (2015). Derivation of formulas for position change in Kola analysis. International Journal of Scientific and Research Publications 5(11):101-109.

  4. Taylor, Adekola A. (2014). Logical-mathematical intelligence for teens. Mathsthoughtbook.com

  5. Taylor, Adekola A. (2013). Regenerative mathematics and dimurelo puzzles for children 8-12yrs. USA: Lulu Press Inc.

  6. Taylor, Adekola (2013). Card magic and my mathematical discoveries. USA:Lulu Publishing.

  7. Taylor, Adekola A. (2010). Kola Analysis: An inventive approach to logical-mathematical intelligence for secondary and advanced levels. Journal of Mathematical Sciences Education 1(1): 44-53.<

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