Unfortunately not logical. Google the Logo. Place the following lines and draw the outline. All dots are connected at least diagonally. R1, C15-18 R19, C5-1.
Frankly this should never have been submitted. Can someone please get this removed. There is no logic, just pure guess work was how I worked it out. R1 C15-18 R2 C2,13-14,19-22 R3 C2-3,12,21-23 R4 C1,4-5,12,21-23 R5 C2,6-7,12,21-22 R6 C2,8-12,21 R7 C2-3,21 R8 C2-3,21 R9 C2,21 R10 C2,20 R11 C3-4,20 R12 C3-5,19 R13 C4,19 R14 C4-5,18 R15 C6-7,17 R16 C5-6,16 R17 C1-4,14-15 R18 C2-4,11-13 R19 C5-10
Sorry if I ruin it for everyone else, but why should everyone else suffer.
Hi PolSaa I see you're fairly new to the site and this is your first creation - making your first Hanjie can be quite scary! When you make a Hanjie there is an option to test it to see if its logical. Why not try again but reverse the blacks and whites and then test and submit it or even try again with a different tested design? Don't be put off - I look forward to your next Hanjie :-)
PolSaa, please test your puzzles for logic before submitting them. In cases like these, with a lot of single dots/lines, it is often very hard or impossible to get them to be logically solvable. An easy fix is to invert the colors.
R1, C15-18
R19, C5-1.
R1 C15-18
R2 C2,13-14,19-22
R3 C2-3,12,21-23
R4 C1,4-5,12,21-23
R5 C2,6-7,12,21-22
R6 C2,8-12,21
R7 C2-3,21
R8 C2-3,21
R9 C2,21
R10 C2,20
R11 C3-4,20
R12 C3-5,19
R13 C4,19
R14 C4-5,18
R15 C6-7,17
R16 C5-6,16
R17 C1-4,14-15
R18 C2-4,11-13
R19 C5-10
Sorry if I ruin it for everyone else, but why should everyone else suffer.
I see you're fairly new to the site and this is your first creation - making your first Hanjie can be quite scary!
When you make a Hanjie there is an option to test it to see if its logical. Why not try again but reverse the blacks and whites and then test and submit it or even try again with a different tested design?
Don't be put off - I look forward to your next Hanjie :-)
PolSaa, please test your puzzles for logic before submitting them. In cases like these, with a lot of single dots/lines, it is often very hard or impossible to get them to be logically solvable. An easy fix is to invert the colors.