The numbers 1 to 9 are to appear once in every row, column, long diagonal, 3x3 grid and irregular shape. Light cells are odd; darker cells are even. From the starters given, can you finish the puzzle?
Very nice puzzle! It was fun to solve!
<TABLE border="0" cellpadding="0" cellspacing="0" width="324" style=""><COL width="36" span="9" style="mso-width-source:userset;mso-width-alt:1316"><TBODY><TR height="36" style="mso-height-source:userset"><TD height="36" class="xl36" width="36" x:num="3.0">3</TD><TD class="xl39" width="36" x:num="1.0">1</TD><TD class="xl50" width="36" x:num="9.0">9</TD><TD class="xl48" width="36" x:num="6.0">6</TD><TD class="xl35" width="36" x:num="4.0">4</TD><TD class="xl85" width="36" x:num="7.0">7</TD><TD class="xl67" width="36" x:num="8.0">8</TD><TD class="xl37" width="36" x:num="5.0">5</TD><TD class="xl34" width="36" x:num="2.0">2</TD></TR><TR height="36" style="mso-height-source:userset"><TD height="36" class="xl41" x:num="8.0">8</TD><TD class="xl27" x:num="7.0">7</TD><TD class="xl28" x:num="6.0">6</TD><TD class="xl49" x:num="3.0">3</TD><TD class="xl31" x:num="5.0">5</TD><TD class="xl82" x:num="2.0">2</TD><TD class="xl84" x:num="9.0">9</TD><TD class="xl52" x:num="4.0">4</TD><TD class="xl80" x:num="1.0">1</TD></TR><TR height="36" style="mso-height-source:userset"><TD height="36" class="xl38" x:num="5.0">5</TD><TD class="xl24" x:num="4.0">4</TD><TD class="xl28" x:num="2.0">2</TD><TD class="xl70" x:num="8.0">8</TD><TD class="xl68" x:num="1.0">1</TD><TD class="xl59" x:num="9.0">9</TD><TD class="xl83" x:num="3.0">3</TD><TD class="xl81" x:num="7.0">7</TD><TD class="xl44" x:num="6.0">6</TD></TR><TR height="36" style="mso-height-source:userset"><TD height="36" class="xl38" x:num="9.0">9</TD><TD class="xl45" x:num="5.0">5</TD><TD class="xl29" x:num="3.0">3</TD><TD class="xl72" x:num="1.0">1</TD><TD class="xl69" x:num="2.0">2</TD><TD class="xl78" x:num="6.0">6</TD><TD class="xl79" x:num="7.0">7</TD><TD class="xl61" x:num="8.0">8</TD><TD class="xl33" x:num="4.0">4</TD></TR><TR height="36" style="mso-height-source:userset"><TD height="36" class="xl38" x:num="7.0">7</TD><TD class="xl46" x:num="2.0">2</TD><TD class="xl50" x:num="1.0">1</TD><TD class="xl71" x:num="4.0">4</TD><TD class="xl64" x:num="8.0">8</TD><TD class="xl65" x:num="3.0">3</TD><TD class="xl66" x:num="6.0">6</TD><TD class="xl40" x:num="9.0">9</TD><TD class="xl32" x:num="5.0">5</TD></TR><TR height="36" style="mso-height-source:userset"><TD height="36" class="xl41" x:num="4.0">4</TD><TD class="xl47" x:num="6.0">6</TD><TD class="xl51" x:num="8.0">8</TD><TD class="xl63" x:num="7.0">7</TD><TD class="xl27" x:num="9.0">9</TD><TD class="xl75" x:num="5.0">5</TD><TD class="xl77" x:num="2.0">2</TD><TD class="xl55" x:num="1.0">1</TD><TD class="xl55" x:num="3.0">3</TD></TR><TR height="36" style="mso-height-source:userset"><TD height="36" class="xl41" x:num="6.0">6</TD><TD class="xl60" x:num="3.0">3</TD><TD class="xl62" x:num="5.0">5</TD><TD class="xl39" x:num="9.0">9</TD><TD class="xl25" x:num="7.0">7</TD><TD class="xl30" x:num="1.0">1</TD><TD class="xl76" x:num="4.0">4</TD><TD class="xl26" x:num="2.0">2</TD><TD class="xl76" x:num="8.0">8</TD></TR><TR height="36" style="mso-height-source:userset"><TD height="36" class="xl43" x:num="2.0">2</TD><TD class="xl40" x:num="9.0">9</TD><TD class="xl61" x:num="4.0">4</TD><TD class="xl74" x:num="5.0">5</TD><TD class="xl73" x:num="3.0">3</TD><TD class="xl54" x:num="8.0">8</TD><TD class="xl58" x:num="1.0">1</TD><TD class="xl51" x:num="6.0">6</TD><TD class="xl59" x:num="7.0">7</TD></TR><TR height="36" style="mso-height-source:userset"><TD height="36" class="xl42" x:num="1.0">1</TD><TD class="xl33" x:num="8.0">8</TD><TD class="xl53" x:num="7.0">7</TD><TD class="xl54" x:num="2.0">2</TD><TD class="xl56" x:num="6.0">6</TD><TD class="xl34" x:num="4.0">4</TD><TD class="xl37" x:num="5.0">5</TD><TD class="xl57" x:num="3.0">3</TD><TD class="xl37" x:num="9.0">9</TD></TR></TBODY></TABLE>
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Posted by Lukahn
on 2007-01-05 23:06:39 |