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NIVEAU 3 (CE1 - CE2)

Combinaison	Résultats possibles
[1,1,1,1]	1 2
[1,1,1,2]	2
[1,1,1,3]	1 3
[1,1,1,4]	2 4 6 10
[1,1,1,5]	3 5 7 12
[1,1,1,6]	8 14
[1,1,1,7]	9 16
[1,1,1,8]	7 10 18
[1,1,1,9]	8
[1,1,2,2]	1 2 3
[1,1,2,3]	2 4 6 8 10 12
[1,1,2,4]	1 3 5 6 7 10 12 15
[1,1,2,5]	8 12 14 18
[1,1,2,6]	9 14 16 21
[1,1,2,7]	5 7 10 16 18
[1,1,2,8]	6 8
[1,1,2,9]	7 9
[1,1,3,3]	1 5 7 11 12 16
[1,1,3,4]	8 14 20
[1,1,3,5]	9 16 17 24
[1,1,3,6]	3 7 10 18
[1,1,3,7]	4 8
[1,1,3,8]	5 9
[1,1,3,9]	6 10 14
[1,1,4,4]	9 16 18 25
[1,1,4,5]	1 7 10 18
[1,1,4,6]	2 8
[1,1,4,7]	3 9
[1,1,4,8]	4 10 14
[1,1,4,9]	5 11 15
[1,1,5,5]	8
[1,1,5,6]	1 9
[1,1,5,7]	2 10 14
[1,1,5,8]	3 11 15
[1,1,5,9]	4 16
[1,1,6,6]	10 14
[1,1,6,7]	1 11 15
[1,1,6,8]	2 16
[1,1,6,9]	17
[1,1,7,7]	16
[1,1,7,8]	17
[1,1,7,9]	18
[1,1,8,8]	18
[1,1,8,9]	19
[1,2,2,2]	1 2 6 7 12
[1,2,2,3]	1 3 7 8 9 15 16
[1,2,2,4]	8 9 11 18 20
[1,2,2,5]	9 10 13 21 24
[1,2,2,6]	3 5 10 11 15
[1,2,2,7]	4 6
[1,2,2,8]	5 7
[1,2,2,9]	6 8 14
[1,2,3,3]	8 10 12 18 20
[1,2,3,4]	9 11 12 15 21 24 25
[1,2,3,5]	1 3 5 10 12 14 18
[1,2,3,6]	2 4 6
[1,2,3,7]	3 5 7
[1,2,3,8]	4 6 8 14
[1,2,3,9]	5 7 9 15
[1,2,4,4]	1 5 10 13 19
[1,2,4,5]	2 6
[1,2,4,6]	1 3 7
[1,2,4,7]	2 4 8 14
[1,2,4,8]	3 5 9 15
[1,2,4,9]	4 6 16
[1,2,5,5]	1 7
[1,2,5,6]	2 8 14
[1,2,5,7]	1 3 9 15
[1,2,5,8]	2 4 16
[1,2,5,9]	17
[1,2,6,6]	1 9 15
[1,2,6,7]	2 16
[1,2,6,8]	17
[1,2,6,9]	18
[1,2,7,7]	17
[1,2,7,8]	18
[1,2,7,9]	19
[1,2,8,8]	19
[1,3,3,3]	9 13 24
[1,3,3,4]	1 3 10 14 16
[1,3,3,5]	4
[1,3,3,6]	1 5
[1,3,3,7]	2 6 14
[1,3,3,8]	3 7 15
[1,3,3,9]	4 8 16
[1,3,4,4]	2 4
[1,3,4,5]	1 3 5
[1,3,4,6]	4 6 14
[1,3,4,7]	1 5 7 15
[1,3,4,8]	2 6 8 16
[1,3,4,9]	17
[1,3,5,5]	2 6 14
[1,3,5,6]	1 3 7 15
[1,3,5,7]	4 8 16
[1,3,5,8]	17
[1,3,5,9]	18
[1,3,6,6]	2 8 16
[1,3,6,7]	17
[1,3,6,8]	18
[1,3,6,9]	19
[1,3,7,7]	18
[1,3,7,8]	19
[1,4,4,4]	3
[1,4,4,5]	2 4 14
[1,4,4,6]	1 5 15
[1,4,4,7]	6 16
[1,4,4,8]	17
[1,4,4,9]	18
[1,4,5,5]	3 5 15
[1,4,5,6]	2 4 6 16
[1,4,5,7]	17
[1,4,5,8]	18
[1,4,5,9]	19
[1,4,6,6]	17
[1,4,6,7]	18
[1,4,6,8]	19
[1,4,7,7]	19
[1,5,5,5]	4 16
[1,5,5,6]	17
[1,5,5,7]	18
[1,5,5,8]	19
[1,5,6,6]	18
[1,5,6,7]	19
[1,6,6,6]	19
[2,2,2,2]	8 16
[2,2,2,3]	9 10 20
[2,2,2,4]	10 12 24
[2,2,2,5]	3 11 14
[2,2,2,6]	4
[2,2,2,7]	5
[2,2,2,8]	6 14
[2,2,2,9]	7 15
[2,2,3,3]	10 11 13 24 25
[2,2,3,4]	1 3 11 12 13 16
[2,2,3,5]	2 4
[2,2,3,6]	3 5
[2,2,3,7]	4 6 14
[2,2,3,8]	5 7 15
[2,2,3,9]	6 8 16
[2,2,4,4]	4
[2,2,4,5]	1 5
[2,2,4,6]	2 6 14
[2,2,4,7]	3 7 15
[2,2,4,8]	4 8 16
[2,2,4,9]	17
[2,2,5,5]	6 14
[2,2,5,6]	1 7 15
[2,2,5,7]	2 8 16
[2,2,5,8]	17
[2,2,5,9]	18
[2,2,6,6]	8 16
[2,2,6,7]	17
[2,2,6,8]	18
[2,2,6,9]	19
[2,2,7,7]	18
[2,2,7,8]	19
[2,3,3,3]	1 12 14
[2,3,3,4]	2
[2,3,3,5]	1 3
[2,3,3,6]	2 4 14
[2,3,3,7]	3 5 15
[2,3,3,8]	4 6 16
[2,3,3,9]	17
[2,3,4,4]	1 3
[2,3,4,5]	2 4 14
[2,3,4,6]	1 3 5 15
[2,3,4,7]	2 4 6 16
[2,3,4,8]	17
[2,3,4,9]	18
[2,3,5,5]	1 5 15
[2,3,5,6]	2 6 16
[2,3,5,7]	17
[2,3,5,8]	18
[2,3,5,9]	19
[2,3,6,6]	17
[2,3,6,7]	18
[2,3,6,8]	19
[2,3,7,7]	19
[2,4,4,4]	2 14
[2,4,4,5]	1 3 15
[2,4,4,6]	4 16
[2,4,4,7]	17
[2,4,4,8]	18
[2,4,4,9]	19
[2,4,5,5]	2 4 16
[2,4,5,6]	17
[2,4,5,7]	18
[2,4,5,8]	19
[2,4,6,6]	18
[2,4,6,7]	19
[2,5,5,5]	17
[2,5,5,6]	18
[2,5,5,7]	19
[2,5,6,6]	19
[3,3,3,4]	1
[3,3,3,5]	2 14
[3,3,3,6]	3 15
[3,3,3,7]	4 16
[3,3,3,8]	17
[3,3,3,9]	18
[3,3,4,4]	2 14
[3,3,4,5]	1 3 15
[3,3,4,6]	2 4 16
[3,3,4,7]	17
[3,3,4,8]	18
[3,3,4,9]	19
[3,3,5,5]	4 16
[3,3,5,6]	17
[3,3,5,7]	18
[3,3,5,8]	19
[3,3,6,6]	18
[3,3,6,7]	19
[3,4,4,4]	1 15
[3,4,4,5]	2 16
[3,4,4,6]	17
[3,4,4,7]	18
[3,4,4,8]	19
[3,4,5,5]	17
[3,4,5,6]	18
[3,4,5,7]	19
[3,4,6,6]	19
[3,5,5,5]	18
[3,5,5,6]	19
[4,4,4,4]	16
[4,4,4,5]	17
[4,4,4,6]	18
[4,4,4,7]	19
[4,4,5,5]	18
[4,4,5,6]	19
[4,5,5,5]	19