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April 2015 - Apr 3, 2015 21:01:37 GMT
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Post by seefit on Apr 24, 2015 7:21:44 GMT
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April 2015 - Apr 30, 2024 0:44:23 GMT
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Post by krenek on Apr 24, 2015 8:24:36 GMT
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Master Guide
March 2015 - Mar 28, 2023 13:20:41 GMT
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Post by Noisette on Apr 24, 2015 9:19:07 GMT
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April 2015 - Apr 29, 2024 20:10:06 GMT
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Post by Walter_V_R on Apr 24, 2015 10:29:26 GMT
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April 2015 - Apr 29, 2024 18:14:35 GMT
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Post by johnluke on Apr 24, 2015 17:22:31 GMT
Yep, this does sound familiar. Oh, I'm feeling so old now...
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April 2015 - Apr 29, 2024 21:10:39 GMT
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Post by hhgygy on Apr 24, 2015 19:03:28 GMT
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April 2015 - Jun 23, 2023 23:01:45 GMT
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Post by ozlingula on Apr 25, 2015 1:07:06 GMT
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April 2015 - Apr 23, 2024 10:12:48 GMT
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Post by ndrqu on Apr 25, 2015 1:51:02 GMT
And here is the last one! awesome series. I will definetly come up with something like this and will MAKE YOU GO CRAZY. You have my word
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April 2015 - Apr 29, 2024 7:20:56 GMT
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Post by lockhopper on Apr 25, 2015 9:33:00 GMT
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Senior Member
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April 2015 - Apr 3, 2015 21:01:37 GMT
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Post by seefit on Apr 26, 2015 7:13:33 GMT
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Expert
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April 2015 - Mar 20, 2024 22:20:07 GMT
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Post by Groovy23 on Apr 26, 2015 8:41:04 GMT
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March 2015 - Dec 25, 2023 23:43:21 GMT
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Post by alchemist251 on Apr 26, 2015 12:05:47 GMT
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April 2015 - Sept 6, 2023 12:33:10 GMT
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Post by bridgeplayer on Apr 26, 2015 13:38:37 GMT
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April 2015 - Apr 3, 2015 21:01:37 GMT
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Post by seefit on Apr 28, 2015 5:29:58 GMT
Good work, Groovy23, alchemist251 and bridgeplayer. The solution: If you tried to access this puzzle on a phone or using a fairly narrow browser window or even if the puzzle loaded slowly, you may have discovered that the original post image is actually five different images. If you hover over the second and fourth images with your mouse in the original post, you should notice that the cursor changes to a pointing hand indicating that each of those images is actually a link. The links are to the Wikipedia pages for the German towns of Bechtolsheim and Friesenheim. Finding either town would probably have been enough to solve the puzzle. The target area is located between the two towns.
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