Ok the bettle's body is symmetrical. The bottom of this starts in r19. The 13s and 14s in the columns will help you place the 4. Antenna come off diagonally from the 14- there's three dots on each side. Legs are also diagonal and they come off from the 6 on r8 2 dots either side.
R25, the dots are evenly spaced (start in the corners) Now draw a like mountain range- regular triangles along the bottom 4 rows and there's another on top where the 2s are (should be fairly easy to work out)
There's a solid line and a solid triangle on the right.
On the left... Right, I actually don't know what this bit is supposed to be so, if I give you the 10x10 bits- the rest should be logical if you've done the above... I don't know as have only done it the once!
I'll just tell you where black spots are (the top left 10 x 10) r1: c1,2,3,6,9,10 r2: c1,2.3.5,7,8 r3: c1,2,3,4 r4: c2,4,6,7,9,10 r5: c1,3,5,7,8 r6: c1,4,6,8 r7: c2,5,7,9 r8: c3,4,6,8 r9: c5,7 r10: c4,7,8.
If still not solvable- ask and I will give more info... I just don't wanna be typing dot locations for hours and that left hand side- I can't describe it! It looks like a scribble!?!
R25, the dots are evenly spaced (start in the corners) Now draw a like mountain range- regular triangles along the bottom 4 rows and there's another on top where the 2s are (should be fairly easy to work out)
There's a solid line and a solid triangle on the right.
On the left... Right, I actually don't know what this bit is supposed to be so, if I give you the 10x10 bits- the rest should be logical if you've done the above... I don't know as have only done it the once!
I'll just tell you where black spots are (the top left 10 x 10)
r1: c1,2,3,6,9,10
r2: c1,2.3.5,7,8
r3: c1,2,3,4
r4: c2,4,6,7,9,10
r5: c1,3,5,7,8
r6: c1,4,6,8
r7: c2,5,7,9
r8: c3,4,6,8
r9: c5,7
r10: c4,7,8.
small hint: the dots in the bottom corners are not connected to anything. the triangular shape is connected to dot each second dot in the bottom.