Follow Creativity boost on Blog Statistics #CONNECT THE DOTS WITH 4 LINES FREE#Visit also my Creativity Boost Facebook page with lots of links to fun, creative and thoughtful stuff. Enjoy Dot Connect a fun twist on connect the dots and free puzzle game. Source: ĥ) And finally, my favourite, the origami method. Your challenge is to draw four straight lines which go through the middle of all of the dots without taking the pencil off the paper. This could also be done at a grander scale on a flat piece of paper, with an (imaginary) line going three loops around the world. Using nine lines, connect the dots of a 5圆 grid, ending where you started, and not visiting any dot twice (MC answer). Connecting the dots with 4 lines 2 (No Transcript) 3 (No Transcript) 4 (No Transcript) 5 (No Transcript) 6 7. Nothing in the challenge prohibits you from that.Ģ) Take a paint brush and connect all nine dots with one broad stroke covering all of them.ģ) Burn the paper and spread the ashes in one line for you to draw through.Ĥ) Make the paper into a cylinder and connect all nine dots with an oblique straight line. Title: Connecting the dots with 4 lines 1. The above four- and three-line solutions, could be deduced through a trial-and-error approach, but doing it with only one line, would require stepping back and out of your normal thinking habits to find new and surprising solutions, what Edward de Bono calls “lateral thinking”.īelow are a few alternatives, but I would appreciate any further suggestions.ġ) Cut out the nine dots and glue them in one line on a piece of paper, then draw your line through them. Nowhere is stated that the lines need to pass through the centre of the dots, so a simple three-line zigzag pattern would do it. To come to this solution, you would maybe not need to think outside the box, but surely outside the square.Ī three-line solution to the nine-dot problem is actually quite simple. The Line along the bottom going left was line 3 and I just kept the pencil on the paper and made a curve to straight line 4, the one across the middle. The one going down the right side was line 2. This is the classical four-line solution, the arrow could of course point in three other directions. Here is what my solution looked like: The top arrow was line 1.
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