| Suggestion from DANYLEC the 12/02/02 : |
Here is the answer I suggest : 1112121211
and the explanation :
a line is made up of :
- Sum of final figures of the 2 upper lines
I put the result as first figure (named departure)
- on the right of this figure , I put the number placed 2 lines above
- on the left of the departure figure I put all thhe lines above (except the one I put on the right)
Example with the third ligne to do 21
- 1+1 = 2 (sum of the ends of the 2 upper lines)
- On the right of 2 I put the 1 (come from 2 lines above)
- as there are no more lines after
Example with the forth line to do 1211
- 1+1 = 2 (sum of the terminal terms of the 2 lines above)
- on the right of 2 I put the 11 (come from 2 lines above)
- on the left i put 1 (3 lines above)
Example with the fift line to do 111221
- 1+1 = 2 (sum of the terminal terms of the 2 lines above)
- on tthe right of 2 I put the 21 (come from 2 lines above)
- on the left I put 11 (come from 3 lines above)
- on the left I put 1 (come from 4 lines above)
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| Nice algorithm, a little far-fetched, nevertheless is not this kind of answer... |
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| Suggestion from Far the 12/10/02 : |
| There are odd numbers : 1, (1+2),5,9, so here is 11= 1112222 |
| And the number 7 I swallowed it ? Is not that either... |
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| Suggestion from Roche the 12/11/02 : |
| 1112211 |
| This answer is false, and futhermore doesn't contain any explanation : 0/10 |
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