A variant of the classic grid puzzle in a 10 x 6 portrait layout

handcrafted by Jeremiah Puddelbee

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Complete the grid using the digits 0 1 2 3 4 5 6 7 8 9.

Each digit occurs only once in any column.

Each row contains a contiguous sequence of 6 numbers which can pass through zero, eg

0, 1, 2, 3, 4, 5

3, 4, 5, 6, 7, 8

7, 8, 9, 0, 1, 2

Any digit occurs only once in any row.

The actual format of foolscap writing paper is 9.75 x 6 (13″ x 8″)

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Puzzle No. 153 - Puzzle No. 154 - Puzzle No. 155 - Puzzle No. 156 | Solutions 153 - 156

Puzzle No. 157 - Puzzle No. 158 - Puzzle No. 159 - Puzzle No. 160 | Solutions 157 - 160

Puzzle No. 161 - Puzzle No. 162 - Puzzle No. 163 - Puzzle No. 164 | Solutions 161 - 164

Puzzle No. 165 - Puzzle No. 166 - Puzzle No. 167 - Puzzle No. 168 | Solutions 165 - 168

Puzzle No. 169 - Puzzle No. 170 - Puzzle No. 171 - Puzzle No. 172 | Solutions 169 - 172

Puzzle No. 173 - Puzzle No. 174 - Puzzle No. 175 - Puzzle No. 176 | Solutions 173 - 176

Puzzle No. 177 - Puzzle No. 178 - Puzzle No. 179 - Puzzle No. 180 | Solutions 177 - 180

Puzzle No. 181

Copyright Statement

The author makes no claim to ownership of the concept and style of the Foolscap SuDoko puzzle. Fair use of any puzzle set by the author is allowed with attribution to the author’s pseudonym “Jeremiah Puddelbee”, and includes the inclusion of the puzzles in any print or online publication in which they do not contribute a significant portion of derived revenue through sales, advertising or marketing activities.

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Puzzle No. 153	-	Puzzle No. 154	-	Puzzle No. 155	-	Puzzle No. 156	\|	Solutions 153 - 156
Puzzle No. 157	-	Puzzle No. 158	-	Puzzle No. 159	-	Puzzle No. 160	\|	Solutions 157 - 160
Puzzle No. 161	-	Puzzle No. 162	-	Puzzle No. 163	-	Puzzle No. 164	\|	Solutions 161 - 164
Puzzle No. 165	-	Puzzle No. 166	-	Puzzle No. 167	-	Puzzle No. 168	\|	Solutions 165 - 168
Puzzle No. 169	-	Puzzle No. 170	-	Puzzle No. 171	-	Puzzle No. 172	\|	Solutions 169 - 172
Puzzle No. 173	-	Puzzle No. 174	-	Puzzle No. 175	-	Puzzle No. 176	\|	Solutions 173 - 176
Puzzle No. 177	-	Puzzle No. 178	-	Puzzle No. 179	-	Puzzle No. 180	\|	Solutions 177 - 180
Puzzle No. 181