ANSWERS: Semicircle Sorting 8

About two weeks have gone by since "Semicircle Sorting 8" was posted on this blog, which means that it's time for me to post the list of everyone who has solved it since then:

• Grant Fikes
• Cindy Heisler
• Cathy Bowen
• Marie desJardins
• Pavel Curtis
• Kevin Orfield
• Michael Lebowitz
• Okieboy2008
• Chris Kochmanski
• Derek Allen
• Sam Levitin
• Wendy Walker
• KeoFam
• Bart Gold
• Steve Gunter
• Mom

Now head below the break for the answers as well as a solver's comment!

PUZZLE #590: Semicircle Sorting 8

PUZZLE #590

SEMICIRCLE SORTING 8

Below are 12 semicircles, each containing three or four letters. Your job is to combine them all into six circles so that a common word (either 6, 7, or 8 letters long) can be read either clockwise or counterclockwise in each circle. However, in order to do that, six of the semicircles need to be rotated 180° upside down so that they can be correctly matched up with the remaining six semicircles.

Once all of the circles have been solved, select two of the resulting words and combine them to get the FINAL ANSWER: the two-word name of a sci-fi movie from the 2000s

Once you believe you've figured out the FINAL ANSWER, send it to either redhead64@chartermi.net or itsredhead64@gmail.com (though I'm more likely to check the second one) and I'll put your name on a solvers list once I post the answers in about two weeks. You can also use those email addresses to give me some comments and feedback (or even ask for a hint, though you'll be marked as having used one if you do so) or send me the answer to last week's puzzle, if you haven't already figured it out. If you have a printer and want to solve this puzzle on paper, just head below the break for a link to a .PDF version which you can print out!

ANSWERS: Semicircle Sorting 7

It's been about two weeks since "Semicircle Sorting 7" was posted on this blog, and nineteen people have solved it since then:

• Grant Fikes
• Marie desJardins
• Cathy Bowen
• Cindy Heisler
• Joe Bernard
• Kevin Orfield
• Okieboy2008
• Michael Lebowitz
• Chris Kochmanski
• Stasi Gustafson
• Sam Levitin
• Derek Allen
• Craig Leach
• Pavel Curtis
• Wendy Walker
• Tamara Brenner
• Steve Gunter
• Mom
• Lynn Sweeney

Now head below the break for the answers as well as a solver's comment!

PUZLLE #538: Semicircle Sorting 7

PUZZLE #538

SEMICIRCLE SORTING 7

Below are 12 semicircles, each containing three or four letters. Your job is to combine them all into six circles so that a common word (either 6, 7, or 8 letters long) can be read either clockwise or counterclockwise in each circle. However, in order to do that, six of the semicircles need to be rotated 180° upside down so that they can be correctly matched up with the remaining six semicircles.

Once all of the circles have been solved, select two of the resulting words and combine them to get the FINAL ANSWER: the two-word name of a hit disco song

Once you believe you've figured out the FINAL ANSWER, send it to either redhead64@chartermi.net or itsredhead64@gmail.com (though I'm more likely to check the second one) and I'll put your name on a solvers list once I post the answers in about two weeks. You can also use those email addresses to give me some comments and feedback (or even ask for a hint, though you'll be marked as having used one if you do so) or send me the answer to last week's puzzle, if you haven't already figured it out. If you have a printer and want to solve this puzzle on paper, just head below the break for a link to a .PDF version which you can print out!

ANSWERS: Semicircle Sorting 6

It's been almost two weeks since "Semicircle Sorting 6" was posted on this blog, and a whopping nineteen people have solved it since then:

• M. Sean Molley
• Cindy Heisler
• Grant Fikes
• Joe Bernard
• Kevin Orfield
• Josie Giles
• Mike Armstrong
• Michael Lebowitz
• Tamara Brenner
• Chris Kochmanski
• Cathy Bowen
• Mom
• Sam Levitin
• KeoFam
• Patrick Jordan
• Wendy Walker
• Stasi Gustafson
• Lynn Sweeney
• Steve Gunter

Now head below the break for the answers as well as a solver's comment!

PUZZLE #494: Semicircle Sorting 6

PUZZLE #494

SEMICIRCLE SORTING 6

Below are 12 semicircles, each containing three or four letters. Your job is to combine them all into six circles so that a common word (either 6, 7, or 8 letters long) can be read either clockwise or counterclockwise in each circle. However, in order to do that, six of the semicircles need to be rotated 180° upside down so that they can be correctly matched up with the remaining six semicircles.

Once all of the circles have been solved, select two of the resulting words and combine them to get the FINAL ANSWER: the two-word name of a magazine

Once you believe you've figured out the FINAL ANSWER, send it to either redhead64@chartermi.net or itsredhead64@gmail.com (though I'm more likely to check the second one) and I'll put your name on a solvers list once I post the answers in about two weeks. You can also use those email addresses to give me some comments and feedback (or even ask for a hint, though you'll be marked as having used one if you do so) or send me the answer to last week's puzzle, if you haven't already figured it out. If you have a printer and want to solve this puzzle on paper, just head below the break for a link to a .PDF version which you can print out!

ANSWERS: Semicircle Sorting 5

It's been nearly two weeks since "Semicircle Sorting 5" was posted on this blog, and about fifteen people have correctly solved it since then, all of whom are listed below:

• Cindy Heisler
• Grant Fikes
• Joe Bernard
• Chris Kochmanski
• Kevin Orfield
• Mike Lebowitz
• Tyler Hinman
• Mike Armstrong
• Steve Gunter
• Tamara Brenner
• KeoFam
• Perry Groot
• Mom
• Wendy Walker
• Lynn Sweeney

Now head below the break for the answers as well as a solver's comment!

PUZZLE #452: Semicircle Sorting 5

PUZZLE #452

SEMICIRCLE SORTING 5

Below are 12 semicircles, each containing three or four letters. Your job is to combine them all into six circles so that a common word (either 6, 7, or 8 letters long) can be read either clockwise or counterclockwise in each circle. However, in order to do that, six of the semicircles need to be rotated 180° upside down so that they can be correctly matched up with the remaining six semicircles.

Once all of the circles have been solved, select two of the resulting words and combine them to get the FINAL ANSWER: the two-word name of a reality competition show

Once you believe you've figured out the FINAL ANSWER, send it to either redhead64@chartermi.net or itsredhead64@gmail.com (though I'm more likely to check the second one) and I'll put your name on a solvers list once I post the answers in about two weeks. You can also use those email addresses to give me some comments and feedback (or even ask for a hint, though you'll be marked as having used one if you do so) or send me the answer to last week's puzzle, if you haven't already figured it out. If you have a printer and want to solve this puzzle on paper, just head below the break for a link to a .PDF version which you can print out!

ANSWERS: Semicircle Sorting 4

Roughly two weeks have gone by since "Semicircle Sorting 4" was posted on this blog, and a number of people have solved it since then, all of whom are listed below:

• Grant Fikes
• Cindy Heisler
• Chris Kochmanski
• Kevin Orfield
• Mike Armstrong
• KeoFam
• Charles Flaster
• Tyler Hinman
• Mom
• Sam Levitin
• Wendy Walker
• Lynn Sweeney
• Tamara Brenner
• Michael Lebowitz

Now head below the break for the answers!

PUZZLE #409: Semicircle Sorting 4

PUZZLE #409

SEMICIRCLE SORTING 4

Below are 12 semicircles, each containing three or four letters. Your job is to combine them all into six circles so that a common word (either 6, 7, or 8 letters long) can be read either clockwise or counterclockwise in each circle. However, in order to do that, six of the semicircles need to be rotated 180° upside down so that they can be correctly matched up with the remaining six semicircles.

Once all of the circles have been solved, select two of the resulting words and combine them to get the FINAL ANSWER: a two-word party game.

Once you think you know what the FINAL ANSWER is, send it to either redhead64@chartermi.net or itsredhead64@gmail.com (though I'm more likely to check the second one) and I'll put your name on a solvers list once I post the answers in about two weeks. You can also use those email addresses to give me some comments and feedback (or even ask for a hint, though you'll be marked as having used one if you do so) or send me the answer to last week's puzzle, if you haven't already figured it out. If you have a printer and want to solve this puzzle on paper, just head below the break for a link to a .PDF version which you can print out!

ANSWERS: Semicircle Sorting 3

Happy new year, everyone! Here's the list of the eighteen people who have solved "Semicircle Sorting 3" from about two weeks ago:

• Grant Fikes
• Cindy Heisler
• Kevin Orfield
• Sam Levitin
• Karen Spencer
• Wendy Walker
• Tamara Brenner
• Michael Lebowitz
• Tyler Hinman
• Mindy Moore
• Mom
• Ray Youstra
• Meg Duvall
• Lynn Sweeney
• Al Sisti
• Peter Abide
• Alex & Eric Milton

Now head below the break for the answers!

PUZZLE #366: Semicircle Sorting 3

PUZZLE #366

SEMICIRCLE SORTING 3

Below are 12 semicircles, each containing three or four letters. Your job is to combine them all into six circles so that a common word (either 6, 7, or 8 letters long) can be read either clockwise or counterclockwise in each circle. However, in order to do that, six of the semicircles need to be rotated 180° upside down so that they can be correctly matched up with the remaining six semicircles.

Once all of the circles have been solved, select two of the resulting words and combine them to get the FINAL ANSWER: a two-word item associated with the holiday season.

Once you believe you've figured out the FINAL ANSWER, send it to either redhead64@chartermi.net or itsredhead64@gmail.com (though I'm more likely to check the second one) and I'll put your name on a solvers list once I post the answers in about two weeks. You can also use those email addresses to give me some comments and feedback (or even ask for a hint, though you'll be marked as having used one if you do so) or send me the answer to last week's puzzle, if you haven't already figured it out. If you have a printer and want to solve this puzzle on paper, just head below the break for a link to a .PDF version which you can print out!

ANSWERS: Semicircle Sorting 2

It's been almost two weeks since the final puzzle using my old "hint star" system, "Semicircle Sorting 2", was posted onto this blog. It went out with a bang, too, as a stupendous nineteen people have successfully solved it, all of whom are listed below:

• Grant Fikes ****
• Cindy Heisler ****
• Giovanni Pagano ****
• Pavel Curtis ****
• Kevin Orfield ****
• Sam Levitin ****
• Karen Spencer ****
• Marich ****
• Tyler Hinman ****
• Stephen Potter ****
• Mom ****
• Charles Flaster ****
• Wendy Walker ****
• Dave C ****
• Debbie Benford ****
• Lynn Sweeney ****
• Peter Abide ****
• Tamara Brenner ****
• Dan Simonds ****

Now head below the break for the answers as well as a couple solvers' comments!

PUZZLE #328: Semicircle Sorting 2

PUZZLE #328

SEMICIRCLE SORTING 2

Below are 12 semicircles, each containing three or four letters. Your job is to combine them all into six circles so that a common word (either 6, 7, or 8 letters long) can be read either clockwise or counterclockwise in each circle. However, in order to do that, six of the semicircles need to be rotated 180° upside down so that they can be correctly matched up with the remaining six semicircles.

Once all of the circles have been solved, select two of the resulting words and combine them to get the FINAL ANSWER: the name of a rock band.

Once you believe you've figured out the FINAL ANSWER, send it to either redhead64@chartermi.net or itsredhead64@gmail.com (though I'm more likely to check the second one) and I'll put your name on a solvers list once I post the answers in about two weeks. You can also use those email addresses to give me some comments and feedback (or get a hint from me in exchange for a "hint star"; more details for that are on the sidebar to the right) or send me the answer to last week's puzzle, if you haven't already figured it out. If you have a printer and want to solve this puzzle on paper, just head below the break for a link to a .PDF version which you can print out!

ANSWERS: Semicircle Sorting

It's been thirteen days since my first "Semicircle Sorting" puzzle was posted on this blog, and eleven people since then have successfully solved it, all of whom are listed below:

• Grant Fikes ****
• Joe Bernard ****
• Cindy Heisler ****
• Kevin Orfield ****
• Tyler Hinman ****
• Stephen Potter ****
• Sam Levitin ****
• Mom ****
• Giovanni Pagano ****
• Lynn Sweeney ****
• Debbie Benford ****

Now head below the break for the answers!

CIRCULAR M◎NTH! PUZZLE #292: Semicircle Sorting

CIRCULAR M🟢NTH!

PUZZLE #292

SEMICIRCLE SORTING

Below are 12 semicircles, each containing three or four letters. Your job is to combine them all into six circles so that a common word (either 6, 7, or 8 letters long) can be read either clockwise or counterclockwise in each circle. However, in order to do that, six of the semicircles need to be turned 180° upside down so that they can be correctly matched up with the remaining six semicircles.

Once all of the circles have been solved, select two of the resulting words and combine them to get the FINAL ANSWER: a common two-word phrase that's also the name of a video game series

Once you believe you've figured out the FINAL ANSWER, send it to either redhead64@chartermi.net or itsredhead64@gmail.com (though I'm more likely to check the second one) and I'll put your name on a solvers list once I post the answers in about two weeks. You can also use those email addresses to give me some comments and feedback (or get a hint from me in exchange for a "hint star", more details for that are on the sidebar to the right) or send me the answer to last week's puzzle, if you haven't already figured it out. If you have a printer and want to solve this puzzle on paper, just head below the break for a link to a .PDF version which you can print out!