tag:blogger.com,1999:blog-34434773429022411912024-03-05T11:32:50.245+01:00Puzzling in wonderlands"Not every puzzle is intended to be solved.
Some are in place to test your limits"Unknownnoreply@blogger.comBlogger283125tag:blogger.com,1999:blog-3443477342902241191.post-48638397764945233522024-01-13T15:03:00.001+01:002024-01-13T15:03:38.329+01:00The Legend of Zelda -Triforce Puzzle<p>We're not talking about this video games (even if I am found of all Zelda games!), but again about a puzzle, with obviously a Zelda theme. Let me show you a new Hanayama puzzle: <b><u><a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metal/zelda/17882-the-legend-of-zelda-triforce-puzzle?a=1173228" target="_blank">Triforce Puzzle.</a></u></b><br /></p><p>Hanayama is famous for its metal puzzle series ranking from 1/6 to 6/6 in terms of difficulty (1 being the easiest) and from time to time they make their puzzle with a new "theme". I remember they made some puzzle with a Disney theme for some of their old creations. And sometimes they even make like special edition with black or gold coated paint on them.</p><p>This time they have decided to go through one of the most (if not the most!) famous video game license to make 3 gorgeous puzzles. I will only show one of them: the triforce puzzle.</p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTfaIqBrEltOLJTDmieXnmqxBOFx9DuP-PyrNsEDGMcZg0XrW-B5qJCe5n0OtZATSBEtzUd2QL7AKhKsjiRl3phOKlqYOgkBI8OUo8XLLXqqSnmIE6R_BPZJ_BLGGBbv5zkjYBRQWT79dOoRoknBDBH0kVa7FGdwdccFwasoLV04dYx2ec_7gcqXztn-0p/s4000/20240113_121911.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTfaIqBrEltOLJTDmieXnmqxBOFx9DuP-PyrNsEDGMcZg0XrW-B5qJCe5n0OtZATSBEtzUd2QL7AKhKsjiRl3phOKlqYOgkBI8OUo8XLLXqqSnmIE6R_BPZJ_BLGGBbv5zkjYBRQWT79dOoRoknBDBH0kVa7FGdwdccFwasoLV04dYx2ec_7gcqXztn-0p/s320/20240113_121911.jpg" width="240" /></a></div><br />You will immediately notice the size of the packaging: it's the double size of the usual hanayama puzzle. It honestly gives justice to the brand and quality of both Zelda and Hanayama. Hanayama did a really good job here. You can find all the stuff related to the video game: the famous triforce shape that appears on each side of the package (except the bottom -but who cares?) and the level of difficulty is not given in terme of stars of digits but in terms of gems (the gems are the currency in zelda). All of that makes sense!<p></p><p>Nothing bad to say about the quality, same as the other hanayama puzzle, you cannot go wrong with it!</p><p>I want to highlight something about the price. It's more expensive than the usual hanayama and many people (you know those who are ready to pay thousands for a puzzle...) were not happy with that. Let me explain some things: first the package is bigger and needed more effort to design and probably to make. Then, and for me it's pretty obvious: Hanayama must have paid some fees to Nintendo and Hanayama still needs to make to money. So again, disregard the small increase and go for it!</p><p> </p><p style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsfr8vPhUKMk7LNOw6q0aDqNYrQZ0KUtJ8rqZCxhTnAYTUFPWcDxco1f23C6ubVTa5wGyQwJLoTh1CfySSk-qmLuTDpGJ6qioPA7fYhtIqLgeunyT3i-nQXhqH7eHKZoWvMR70LjlLaYqwGjT7h3hDYNfcVWb1kYnl1tIXWgeOoESevlZsywYzorRstewu/s4000/20240113_125304.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsfr8vPhUKMk7LNOw6q0aDqNYrQZ0KUtJ8rqZCxhTnAYTUFPWcDxco1f23C6ubVTa5wGyQwJLoTh1CfySSk-qmLuTDpGJ6qioPA7fYhtIqLgeunyT3i-nQXhqH7eHKZoWvMR70LjlLaYqwGjT7h3hDYNfcVWb1kYnl1tIXWgeOoESevlZsywYzorRstewu/s320/20240113_125304.jpg" width="240" /></a> <br /></p><p>Now what about the puzzling part? Honestly I liked it a lot. It's a nice puzzle to fiddle with. I managed to make it move a bit and thn I could see the internals and I immediately knew what was going on there. Still I could not find a proper way to solve it until with a bit of.... and of ****</p><p>Spoilers avoided !!</p><p>Then I managed to find the solution online and there is a very clever way to solve that puzzle, which make it even a better puzzle. Way more clever than my fiddling solution...!<br /></p><p>Now I will play with the other 2 in the series to make a ranking of my favourite. </p><p>Despite its not huge difficulty, I am sure you will enjoy triforce, maybe even more when getting the proper solution!</p><p><br /></p><p><a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metal/zelda/17882-the-legend-of-zelda-triforce-puzzle?a=1173228" target="_blank"><b><u>You can buy this puzzle at Puzzle Master webshop!</u></b></a></p><p>The other puzzles are the <b><u><a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metal/zelda/17884-the-legend-of-zelda-master-sword-puzzle?a=1173228" target="_blank">Sword </a></u></b>and the <b><u><a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metal/zelda/17883-the-legend-of-zelda-hyrule-crest-puzzle?a=1173228" target="_blank">Emblem</a></u></b>.</p><p><b><u><a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metal/zelda/18033-group-special-set-of-3-zelda-puzzles-from-hanayama?a=1173228" target="_blank">If you want to buy all the 3, you get a discount!</a></u></b><br /></p><p><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-81466675122418640282023-11-04T19:28:00.006+01:002023-11-04T19:28:53.904+01:00Kickstarter campaign for Oskar's metal puzzle is launched !<p><b><a href="https://www.kickstarter.com/projects/puzzlemaster/the-honeycomb-metal-puzzle-brain-teaser-from-puzzle-master?ref=632bmb" target="_blank">Puzzle Master has officially launched a new kickstarter campaign</a></b> to raise funds so to mass-produce a metal puzzle from Oskar's mind.</p><p> </p><p>This Honeycomb puzzle is composed of a black base and of 7 threaded gold pieces that you literally have to unscrew / screw from/in the base to solve and reassemble the puzzle.</p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidP8qWw4qhXo7kXL9fofQHJX1LJ7LZy2Pj6nBkrHmq3V274iju0-6dvqhG-ymX4cNrLnDqGI8uVVfPTCmRkiLzKiT87bymkosOT209cGF8ezk7rx5TjeUuqpItk9FrprY3_O0ulBsJR_P0nFBaD5X2wJrIKir3RR8KAeYZLqTSoGCo6nPDx0KxH-byq9JH/s4000/20230911_171954.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidP8qWw4qhXo7kXL9fofQHJX1LJ7LZy2Pj6nBkrHmq3V274iju0-6dvqhG-ymX4cNrLnDqGI8uVVfPTCmRkiLzKiT87bymkosOT209cGF8ezk7rx5TjeUuqpItk9FrprY3_O0ulBsJR_P0nFBaD5X2wJrIKir3RR8KAeYZLqTSoGCo6nPDx0KxH-byq9JH/s320/20230911_171954.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ68xxDfrLt_4HHxUl0_ABSp0zScvxed8Ofbr-_IBYeGPMyjWOe4tEdRlOBUypWah2scodb1o3tC5fMDGk0uQUPNApnFc65HG56rXf8bh_upyjTLGc99w4EmUqO1c4XmCgL5iopLHiZver-93bCtX2YRWc3rsiiwiYeGtm1L3BMaH5z9lWY_4LLh_bF7zK/s4000/20230911_171940.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ68xxDfrLt_4HHxUl0_ABSp0zScvxed8Ofbr-_IBYeGPMyjWOe4tEdRlOBUypWah2scodb1o3tC5fMDGk0uQUPNApnFc65HG56rXf8bh_upyjTLGc99w4EmUqO1c4XmCgL5iopLHiZver-93bCtX2YRWc3rsiiwiYeGtm1L3BMaH5z9lWY_4LLh_bF7zK/s320/20230911_171940.jpg" width="240" /></a></div></div><p>Quality speaking this puzzle is very nice and the fit was perfect and precise. I can only speak for my copy but I guess some (I still hope not!) won't be as perfect as mine. Here comes a potential weakness: if the threads are not precisely made, then it may be either hard or impossible to solve the puzzle. But I guess Puzzle Master will follow up any issue. </p><p>The puzzle feels solid and heaby in the hands and clearly this is usually a good sign! No red flags here :)</p><p>I still advise supervision of adults if children are playing with the puzzle. Threads can be sharp and you may cut a bit your fingers if you apply too much pressure on them while screwing. It does not happen to me but this is the usual warning when playing with metal threaded parts: take your time, no pressure, no force, be gentle !!<br /></p><p style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3d1N0N6rf0tcdU6WY_OkgeH9ProsJaLl4QOJOYKhR1je0mPkVvBtmM4PHgGd86ko-eKz_iKdxKq5pA72kK3ilTtj_vY9l0xk8pNc_oytMf396zuesFc-Aqayfvlzvn93anRW-1TLQ7rvnKgxq6S_MqUXmhGhVx32cl2Qo6OX5jLC3r2r1a0cz045AUVhk/s4000/20230911_173424.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4000" data-original-width="3000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3d1N0N6rf0tcdU6WY_OkgeH9ProsJaLl4QOJOYKhR1je0mPkVvBtmM4PHgGd86ko-eKz_iKdxKq5pA72kK3ilTtj_vY9l0xk8pNc_oytMf396zuesFc-Aqayfvlzvn93anRW-1TLQ7rvnKgxq6S_MqUXmhGhVx32cl2Qo6OX5jLC3r2r1a0cz045AUVhk/s320/20230911_173424.jpg" width="240" /></a></p><p>Now let's speak about the solving process. Obviously you will have to unscrew all the pieces, no doubt about that. It's pretty easy and straight forward to solve the puzzle. Anyone can solve it !</p><p>Reassembling the puzzle is more challenging. You need to figure out which pieces go where and fidle a bit about how to put them back. Still, it's not super difficult to achieve, it's pleasant though.<br /></p><p>If you're a metal puzzle sucker, definitely you should pledge on the kickstarter campaign. If you're only attracted by the difficulty level of a puzzle, just consider another puzzle, or buy it for your friends :)</p><p> </p><p>The link for the kickstarter campaign is: <b><a href="https://www.kickstarter.com/projects/puzzlemaster/the-honeycomb-metal-puzzle-brain-teaser-from-puzzle-master?ref=632bmb" target="_blank">HERE</a></b><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-63723738415217030952023-10-02T10:51:00.002+02:002023-10-02T10:51:26.951+02:00Aquarium<p><b><u><a href="https://www.puzzlemaster.ca/browse/novelty/packing/13566-aquarium?a=1173228" target="_blank">Aquarium</a></u> </b>is an acrylic packing puzzle which goal is to fit all 3 octopuses into the "aquarium" (frame)<br />It was created by Russian designer Vladimir Krasnoukhov.</p><p>The puzzle fits perfectly the theme and the colors are well chosen. Still, note that the colors may vary and personally I prefer mine than the ones shown on Puzzle Master website (yours may be even nicer!).</p><p> </p><p>I liked a lot the quality of the material used (like all the previous Vladimir's puzzles), the colors used. Especially the transparent color for the octopuses (yellow would have been weird) and it's very funny to try putting the tentacles all together.</p><p>As for the difficulty, it's not easy, but I would rank it as "moderate": you will be challenged without frustration and you can even let you friends. <br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYnVB-wXYldap7mAFb-t_NsxrkZEVFKIwfpCWoszfF8b5tZTXeeiWryeDEmONeeRJyXU3UG_DICOCPUMHEmUJjHjEbtH8KMzGXoLYN_UPpSq1X9msAK1qVW5GIYB7R-nbfaiAoLN1R6G96gGrkhgpwAm-iyhcGbb8UUT2U38itNf2McTKeUd8q54Zl9Yfv/s4032/aquarium%20-%20Copie.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYnVB-wXYldap7mAFb-t_NsxrkZEVFKIwfpCWoszfF8b5tZTXeeiWryeDEmONeeRJyXU3UG_DICOCPUMHEmUJjHjEbtH8KMzGXoLYN_UPpSq1X9msAK1qVW5GIYB7R-nbfaiAoLN1R6G96gGrkhgpwAm-iyhcGbb8UUT2U38itNf2McTKeUd8q54Zl9Yfv/s320/aquarium%20-%20Copie.jpg" width="240" /></a></div><br />I liked a bit less that there are no surprises, nor tricks involved. You 're expecting to do what you initially thought you would have to. So the solution could have popped in your mind before playing for hours. You can analyze, like what I did, the shapes and with just that you may come to a solution (there is only one by the way).<br /> <br /><br />To conclude: a very nice looking puzzle, nice to share with friends. A bit on the easy side, but still far from being easy.<br /> <p></p><br /><p> </p><p><b><u><a href="https://www.puzzlemaster.ca/browse/novelty/packing/13566-aquarium?a=1173228" target="_blank">You can buy Aquarium puzzle directly on Puzzle Master webshop! </a></u></b><br /></p><p></p><p><br /><br /><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-91111822812872993962023-08-20T18:53:00.002+02:002023-08-20T18:53:58.118+02:00When you have several anti-slide problems with one puzzle...<p> .... it can only be good ! And you get more fun !</p><p><br /></p><p><b><u><a href=" https://www.puzzlemaster.ca/browse/novelty/acrylicpuzzles/15619-a-couple-of-anti-slides?a=1173228" target="_blank">A couple of anti-slides packing</a></u></b> is a puzzles with 3 different challenges designed by Vladimir Krasnoukhov.</p><p>As the name of this puzzle implies, there are two anti-slide tasks to this puzzle and one bonus packing challenge.<br /><br /><u>Task 1</u>: Pack the pieces of Set 1 into the tray so that no piece can move ('anti-slide')</p><p><u>Task 2</u>: Pack the other four pieces in Set 2 into the tray so that no piece can move and that the pieces will form a symmetrical shape at the same time.<br /><br /><u>Task 3</u>: Pack all the pieces into the tray</p><p><br /></p><p>I find this little guy very interesting for the several challenges and the look of the solution (yes I solved all the 3 puzzles!).</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrsv-5teLHStI4U0fKEBHZovBrjoVHzaalclJTssdzg40MEAtvNbIOmyKumlr9p9YSuwNlcBC-UfxnzOmSKZ7wTpe7iWzx7TDfnTlNRO24wI_xLMCxNrxdBQt0doJ0x2M9Mvud1Wra-OdeM5amKSjkECaXztmr160IciE-HRy8_FUocuZkn-TRn8IZdkpF/s4032/20230704_142425.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrsv-5teLHStI4U0fKEBHZovBrjoVHzaalclJTssdzg40MEAtvNbIOmyKumlr9p9YSuwNlcBC-UfxnzOmSKZ7wTpe7iWzx7TDfnTlNRO24wI_xLMCxNrxdBQt0doJ0x2M9Mvud1Wra-OdeM5amKSjkECaXztmr160IciE-HRy8_FUocuZkn-TRn8IZdkpF/s320/20230704_142425.jpg" width="240" /></a></div><br /><p>I fiddled a lot for the challenges but the goal can help you a bit. Indeed for one challenge it's mentioned "symetrical shape" so you can try several symetry shapes and check if the result can fit inside the tray.</p><p>Actually I thought that the symetry stuff added more complexity, but not all all because the solution has to be symetrical and if it's not symetrical you cannot fit the pieces :)</p><p>The solutions are really rewarding and you can admire the genius mind which created these puzzles !!</p><p>I cannot remember if the puzzle arrived with Task 3 solved, but I bet so as it's easier to pack safely the pieces during shipping. </p><p>So I would advise you to scramble the pieces behind your back or ask for a friend's help :)</p><p><br /></p><p>In all honesty, I had great fun with the puzzle and I advise at 100% to buy it. If you love anti-sliding packing (as I do) you won't be disappointed and if you love plexi and/or Vladimir's puzzles, then it's also a must-have in your collection.</p><p><br /></p><p><a href=" https://www.puzzlemaster.ca/browse/novelty/acrylicpuzzles/15619-a-couple-of-anti-slides?a=1173228" target="_blank"><b><u>You can buy the puzzle at Puzzle Master webshop </u></b></a><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-82359414991728877742023-08-13T23:15:00.003+02:002023-08-13T23:15:57.585+02:00Rotating wooden anti-sliding<p>Anti-Sliding (I will name it AS in the article) puzzle is a puzzle that is solved when no pieces move in any direction if you move the tray from left to right and from top to bottom.</p><p>Unfortunately there are not a lot of AS puzzles out there (maybe the demand is not there as well?) while I really think they deserve more recognition!</p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg4QkPqF1xV5a8hTQOvFpQttq_Ub8xKik3AWyD8MUpg7KP_38BLSl76fDvYvpok0U6VkDeUeoMZAuNHWnlu4_OdfDoShkwhyTrXJa0oSavuwbWTo8am6bMjBQ8Kf4DIQhWsQ3jNaq-aHt6CyEGpp3nTQ0HHFn3W9sTNxyxIXUrMktIdZCFBrayZ5sQriZG/s4032/20230704_142448.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg4QkPqF1xV5a8hTQOvFpQttq_Ub8xKik3AWyD8MUpg7KP_38BLSl76fDvYvpok0U6VkDeUeoMZAuNHWnlu4_OdfDoShkwhyTrXJa0oSavuwbWTo8am6bMjBQ8Kf4DIQhWsQ3jNaq-aHt6CyEGpp3nTQ0HHFn3W9sTNxyxIXUrMktIdZCFBrayZ5sQriZG/s320/20230704_142448.jpg" width="240" /></a></div><br /> <p></p><p><b><u><a href="https://www.puzzlemaster.ca/browse/inventors/jurgenreiche/12061-stabile-seitenlage?a=1173228" target="_blank">Stabile Seitenlage</a></u></b> (translated "stable lateral position") is a classic anti-slide puzzle. The objective is to put all 8 pieces onto the tray, so that no piece could move, if you tilt the tray to one side.</p><p>Now why this puzzle is special? Well because there is a rotating piece in the middle of the puzzle, making the solve interesting and even more difficult than the usual AS.</p><p>Second interesting point is that we have some wooden pegs. Well without them, the pieces would clearly fall out of the tray.</p><p>So here we have 2 difficulties: the pegs and the rotating piece! And obviously no piece should protude outside of the tray.</p><p>With that in mind, it's time to explore! It's a pretty challenging puzzle. But I (and maybe you should?) tried solving it by testing all the pieces on the different pegs. Just to check which piece can go where. I feel it's always nice to try the possibilities first and then deduce the place and orientation of the remaining pieces. But it's up to you. </p><p> </p><p>If you like these AS puzzles, I highly recommand it to you. And it's nice to display it, especially once solved. Displaying it is a proof of your accomplishment :)<br /></p><p><br /></p><p><b><u><a href="https://www.puzzlemaster.ca/browse/inventors/jurgenreiche/12061-stabile-seitenlage?a=1173228" target="_blank">You can buy it at Puzzle Master webshop</a></u></b><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-81006872754558406582023-07-31T21:56:00.001+02:002023-07-31T21:56:31.847+02:00Pocket Change puzzles<p>Pocket Change puzzle is a series of 4 puzzles (5 puzzles if you include the heart, though its name does not include "pocket") made out of 3D printers by Piker.</p><p>The puzzles are all really nicely made and can be taken for puzzling on holidays as they are pretty small.</p><p>No need to say that all the puzzles are different from each other in terms of solution.</p><p>I will try to put a difficulty for each of them out of 5. It's subjective for sure. 1 being the easiest and 5 the most difficult.<br /></p><p><br /></p><p><a href="https://www.puzzlemaster.ca/browse/3dprinted/17471-pocket-change-red?a=1173228" target="_blank"><b><u>Pocket Change Red</u></b></a></p><p>This is a very tricky puzzles, easy to repeat, that has stumped many puzzlers (including me!). Actually I had ideas but I was a bit reluctuant to perform them due ot the nature of these puzzles. The solution proved me that I was right.</p><p>It does not require a lot of steps but these are addictive and you will, I am sure at 100%, perform them many times...It's satisfying :)<br /></p><p><u>Difficulty</u>: 4/5<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwxRho5CATnp7ImfUrJJUgirlqoc4n63vvMvYUcQyrzk49CyIoC9QBwCLcHzKa0JbsOioNxZJRBiEhixPsoL3_yHmpGIdiupJIxo7vVQsmXZAfPeHxNO28zfvFhlZcN16m9Jden7kVzQq2xUyGnn7qL7evsL9Hi1qDaZqNT1dyEbkjnFVzO7LhpWn-4RKJ/s4032/20221118_152736.jpg" style="margin-left: 1em; margin-right: 1em;"></a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7j1QdVUuQwqr5_LVF5I3tXWQUh1j44lzKuH2jYNzWQfPosdNQARwwAEP0UPXLfsWEbQEnQX-fN-SdJw_XssuGZX5Orr540V6x_R9GdIPLHLVs5l9QtPggDep0XCN7DQ-eqaXygemiCiuz5Wl5hlOhofsPyxfZ2KayanUzZvC5Dx0GRBNwVRpfaYWtWXxb/s4032/20221129_095731.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwxRho5CATnp7ImfUrJJUgirlqoc4n63vvMvYUcQyrzk49CyIoC9QBwCLcHzKa0JbsOioNxZJRBiEhixPsoL3_yHmpGIdiupJIxo7vVQsmXZAfPeHxNO28zfvFhlZcN16m9Jden7kVzQq2xUyGnn7qL7evsL9Hi1qDaZqNT1dyEbkjnFVzO7LhpWn-4RKJ/s320/20221118_152736.jpg" width="240" /><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7j1QdVUuQwqr5_LVF5I3tXWQUh1j44lzKuH2jYNzWQfPosdNQARwwAEP0UPXLfsWEbQEnQX-fN-SdJw_XssuGZX5Orr540V6x_R9GdIPLHLVs5l9QtPggDep0XCN7DQ-eqaXygemiCiuz5Wl5hlOhofsPyxfZ2KayanUzZvC5Dx0GRBNwVRpfaYWtWXxb/s320/20221129_095731.jpg" width="240" /></a></div><p></p><p><br /><br /></p><p><a href="https://www.puzzlemaster.ca/browse/3dprinted/17470-pocket-change-yellow?a=1173228" target="_blank"><b><u>Pocket Change Yellow</u></b></a></p><p>This is a famous kind of puzzles that everyone knows put in a pocket size. Usually I am not that good at these puzzles, but I found Pocket Change Yellow to be fu and not that difficult. And you get some parts revealed, no blind navigation here :)</p><p>The coin is the only thing of this puzzle that come out of the box. No small pices. So you can take is safely with you on a train or plane.</p><p><u>Difficulty</u>: 2/5<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTsmxrukkW435Mv21RTgailpxaMWpEuGpPbkm_keSZOpqb80ld4fDff1oDE_AcMRBxSyo8_erC9KejSnFdjzp7BlE0gz8-6HMUUv2qWLIRWeikDZVNHwc_yYrCBOfLZ4MTHOaZwX5QF2zINcpcNPT0cLwMV33LJwNIPk9mBzgpVu2HGmwWto-TlxBlSuIt/s4032/20221118_152741.jpg" style="margin-left: 1em; margin-right: 1em;"></a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQto5rdFk8jnncI4W8ctKBnymoMMUtZwwP_a-5WmaACbQYt5Q3ryPDif8istnNEisd8QtrqNBHGqzMiLue2HhL8dFfgJxtoxN3fBPKGoNniJXsU7AvheHI1ylMgyvEzhg9_Z7qd3WBl-6RCsFS9T6E629dJDB3o6xo7d66Df2oknfVO1h553_DzYa23pwK/s4032/20221120_161736.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTsmxrukkW435Mv21RTgailpxaMWpEuGpPbkm_keSZOpqb80ld4fDff1oDE_AcMRBxSyo8_erC9KejSnFdjzp7BlE0gz8-6HMUUv2qWLIRWeikDZVNHwc_yYrCBOfLZ4MTHOaZwX5QF2zINcpcNPT0cLwMV33LJwNIPk9mBzgpVu2HGmwWto-TlxBlSuIt/s320/20221118_152741.jpg" width="240" /><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQto5rdFk8jnncI4W8ctKBnymoMMUtZwwP_a-5WmaACbQYt5Q3ryPDif8istnNEisd8QtrqNBHGqzMiLue2HhL8dFfgJxtoxN3fBPKGoNniJXsU7AvheHI1ylMgyvEzhg9_Z7qd3WBl-6RCsFS9T6E629dJDB3o6xo7d66Df2oknfVO1h553_DzYa23pwK/s320/20221120_161736.jpg" width="240" /></a></div><p></p><p><br /></p><p><a href="https://www.puzzlemaster.ca/browse/3dprinted/17469-pocket-change-orange?a=1173228" target="_blank"><u><b>Pocket Change Orange</b></u></a></p><p>Let's start with a fact: it's my less favourite puzzle among the whole series as you don't see or uderstand precisely what you're doing. Bits come off not knowing why...then you get the "how" to get it back question to your mind coming up!....</p><p>I managed to solve it but with luck I guess. Still a nice puzzle....for seasoned puzzlers !!</p><p><u>Difficulty</u>: 5/5</p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOZAWCG3M-xwZFF_Zodm2USrK20d8bw7Ze8V2zxvMU_ucVJ38N7gwc-5ijExBxS97TQyp60ouNXkWMGfSnGXYL2RkCBYyQXwuVLpwx3oPqZLpgreIdbv6NKSf8uKpQw07PSkIj1ENVXCIRXdDaW2Vp2ExUxFX3UaFBUMuWAesSmy2ScHq6_YdpDJsmwEtI/s4032/20221118_152753.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOZAWCG3M-xwZFF_Zodm2USrK20d8bw7Ze8V2zxvMU_ucVJ38N7gwc-5ijExBxS97TQyp60ouNXkWMGfSnGXYL2RkCBYyQXwuVLpwx3oPqZLpgreIdbv6NKSf8uKpQw07PSkIj1ENVXCIRXdDaW2Vp2ExUxFX3UaFBUMuWAesSmy2ScHq6_YdpDJsmwEtI/s320/20221118_152753.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibLC071KReEMAdkSyOtXIBVYpDPcmd1MMIIyfa9TBYAGUGyjlOyWWQkZS7GDjVzI7e95ExnkrqwWgIHvTNqLwfCGAPRYiZoISIIRRd90MRQKuIB-XyDqLe6S52E-QNx0dA7osKZtuLVC-vbxxd0WSG27q_KpVBu6DSjTtLcaujuMUn3euDiqMsUj-GfRQV/s4032/20221120_161432.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibLC071KReEMAdkSyOtXIBVYpDPcmd1MMIIyfa9TBYAGUGyjlOyWWQkZS7GDjVzI7e95ExnkrqwWgIHvTNqLwfCGAPRYiZoISIIRRd90MRQKuIB-XyDqLe6S52E-QNx0dA7osKZtuLVC-vbxxd0WSG27q_KpVBu6DSjTtLcaujuMUn3euDiqMsUj-GfRQV/s320/20221120_161432.jpg" width="240" /></a> </p><p> </p><p><br /></p><p><a href="https://www.puzzlemaster.ca/browse/3dprinted/17679-pocket-change-purple?a=1173228" target="_blank"><b><u>Pocket Change Purple</u></b></a></p><p>It's the latest pocket change puzzle and probably my favourite puzzle in terms of look among the whole series. Hidden tricks will puzzle you a bit and you should quickly understand how it works. At the beginning I had assumptions that could have been true but ended up being false. I guess many would have had the same assumptions....only the ones who tried the puzzle can understand :)</p><p>I like the rattling of the marbles :)</p><p>Definitely recommended !!<br /></p><p><u>Difficulty</u>: 2/5<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBIg_T1woYWbKtBxTZ2Lg4WCNRhun3VI8lPlig6ON0CKv4T3u-Y7fqiWn6ucxpBE_x4B6JdBEL24y_KpMBXh3hUDxQ8ZAYKem7M8qEaRdFvTiQqb9ANDB_Xhb5AycbqgM6Xy-Yh5tPzMUTH1irWfeciCaGG4rewteV5PAcL2pSEJmwe1PLVInM9iecRH3L/s4032/20230704_153726.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBIg_T1woYWbKtBxTZ2Lg4WCNRhun3VI8lPlig6ON0CKv4T3u-Y7fqiWn6ucxpBE_x4B6JdBEL24y_KpMBXh3hUDxQ8ZAYKem7M8qEaRdFvTiQqb9ANDB_Xhb5AycbqgM6Xy-Yh5tPzMUTH1irWfeciCaGG4rewteV5PAcL2pSEJmwe1PLVInM9iecRH3L/s320/20230704_153726.jpg" width="240" /></a></div><p></p><p><br /></p><p><a href="https://www.puzzlemaster.ca/browse/3dprinted/17472-wedding-puzzle-red?a=1173228" target="_blank"><b><u>Wedding Puzzle</u></b></a></p><p>It's not part of the pocket puzzle, but Piker sold it along with them so I guess I should add it as well.</p><p>I think the goal of the designer was to create a puzzle for a wedding, easy enough so that people with any puzzle experience can solve and enjoy the puzzle.</p><p>It's not a new kind of mechanism, but I still enjoy it though. And for sure you can bring to friends for them to try it. While being pretty easy, it's not trivial though. And it took me some time because either I did not fully applied the precise steps or I tried something completely different.<br /></p><p><u>Difficulty</u>: 1/5<br /></p><p></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMK4HaLmDQN_HwkAZQd_3r5YCYjYWFq7JmEZtFxAjq01HeUGwQbIgliNX9E2aX7voo6j-GsP1i9Tc4VNCnQn2Ks96qx-POi2LN5sURpi8H4w2WdWtUmVXr7nFcyXdBG0obgI73ATbxqKD67DG6iTiy4cju2fRTLOokKE-oYXlYgReKhfwh7HmmeP1T6ccV/s4032/20221120_161338.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMK4HaLmDQN_HwkAZQd_3r5YCYjYWFq7JmEZtFxAjq01HeUGwQbIgliNX9E2aX7voo6j-GsP1i9Tc4VNCnQn2Ks96qx-POi2LN5sURpi8H4w2WdWtUmVXr7nFcyXdBG0obgI73ATbxqKD67DG6iTiy4cju2fRTLOokKE-oYXlYgReKhfwh7HmmeP1T6ccV/s320/20221120_161338.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQbaUxJBGuzaqVBNUqeyfYrP99uwOG5nak9ugJiQBcqcNfPZoVO4t90BwHL3xpSh3WA6ZR3-VDMUySJPA6oRKe3FqGIwv9aur_paSHAAbld1kC_jZPqfGUlOWKeU3CLaASEW1n3zT0GXI2NkzDzsObSHjQ3jY7t3STm6B6FvuNYin2LiY8ToKrFge36Zbx/s4032/20221118_152803.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQbaUxJBGuzaqVBNUqeyfYrP99uwOG5nak9ugJiQBcqcNfPZoVO4t90BwHL3xpSh3WA6ZR3-VDMUySJPA6oRKe3FqGIwv9aur_paSHAAbld1kC_jZPqfGUlOWKeU3CLaASEW1n3zT0GXI2NkzDzsObSHjQ3jY7t3STm6B6FvuNYin2LiY8ToKrFge36Zbx/s320/20221118_152803.jpg" width="240" /> </a></p><p> </p><p> </p><p></p><p><b><span style="background-color: #fcff01;">You can buy them at Puzzle Master webshop!</span></b></p><p><a href="https://www.puzzlemaster.ca/browse/3dprinted/17471-pocket-change-red?a=1173228" target="_blank">RED</a></p><p><a href="https://www.puzzlemaster.ca/browse/3dprinted/17469-pocket-change-orange?a=1173228" target="_blank">ORANGE</a></p><p><a href="https://www.puzzlemaster.ca/browse/3dprinted/17470-pocket-change-yellow?a=1173228" target="_blank">YELLOW</a></p><p><a href="https://www.puzzlemaster.ca/browse/3dprinted/17679-pocket-change-purple?a=1173228" target="_blank">PURPLE</a><br /></p><p><a href="https://www.puzzlemaster.ca/browse/3dprinted/17472-wedding-puzzle-red?a=1173228" target="_blank">WEDDING</a><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-2196185417545893502023-06-28T15:54:00.001+02:002023-06-28T15:54:38.820+02:00Your new metal puzzle designer is born !!<p>While more and more 3D-printed puzzles are popping up in the market, we were missing metal puzzle designers and my post will bring you an happy smile on your face!</p><p>With only 2 metal puzzles designed so far, I can you the level of skills behind the guy!</p><p> </p><p><b>His name?</b> Garrett Mathias</p><p><b>His website?</b> <a href="https://mojomanufacturing.com/?ref=x18kuh8m" target="_blank">CLICK HERE</a></p><p>Garrett designed 2 puzzles (OurGlass and Cogas) but I am sure he will come up with more ideas. From his first 2 puzzles, the future sounds very promising !!<br /></p><p> </p><p>Let's talk about the two puzzles now! <br /></p><p> </p><p><b><u><a href="https://mojomanufacturing.com/collections/puzzles/products/ourglass-brain-teaser-puzzle?ref=x18kuh8m" target="_blank">OurGlass</a></u></b></p><p>I hope you get the pun?</p><p>It can be considered as a fidget toy or a puzzle for the less experienced puzzlers!</p><p></p><p>It took me few seconds to solve and the mechanism is not new but the quality is so nice that, even if you're an experienced puzzler, you should buy it :) </p><p>No need to mention that the shape is original and I have never seen a hourglass puzzle so far. Also you can use it as a display stand as well for a tiny puzzle (or a real hourglass?)<br /></p><p>So I do advise you OurGlass puzzle (becoming MyGlass puzzle when you have it....ok sorry...lol) if you're looking for a nice small puzzle that will stand well in your puzzle cabinet.<br /></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKk6zvUByhaTKVUpBJKzCHqDHpBt6GKbFYcJy0hxqAOXsRUBp9PZF8Rm3pT6Q_MWEgTgAiPhLXBEO7n1KDjQbccn-q20lBo8ZTOH9DIc8zeUq5Qd_Oe8_Fmn6-Q4N8wsVIGA1SptmNeuvQrm8GYUzbDXnF3dV2iTKZIyogRe4MrCJ6J2q1uS5XupvzjNbn/s4032/20230620_143354.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKk6zvUByhaTKVUpBJKzCHqDHpBt6GKbFYcJy0hxqAOXsRUBp9PZF8Rm3pT6Q_MWEgTgAiPhLXBEO7n1KDjQbccn-q20lBo8ZTOH9DIc8zeUq5Qd_Oe8_Fmn6-Q4N8wsVIGA1SptmNeuvQrm8GYUzbDXnF3dV2iTKZIyogRe4MrCJ6J2q1uS5XupvzjNbn/s320/20230620_143354.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOT0ZmuQQPbzzml8AtV79JxVJ327Zqxq4_0zcg4-LlAAkQ8le38rm8-9v5SBNewsMES57EH9Vr3hcq0hIUXP96KwEdkm5yqZrL7N24xmPO43xyqpfh3JOXHZ6vXfxOKkbpPQX8LcpeJcYKcLttIawaCrJeN8SXsrhxoVkqr_3OCx_SInH3ku4LrKz-GOiD/s4032/20230620_145432.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOT0ZmuQQPbzzml8AtV79JxVJ327Zqxq4_0zcg4-LlAAkQ8le38rm8-9v5SBNewsMES57EH9Vr3hcq0hIUXP96KwEdkm5yqZrL7N24xmPO43xyqpfh3JOXHZ6vXfxOKkbpPQX8LcpeJcYKcLttIawaCrJeN8SXsrhxoVkqr_3OCx_SInH3ku4LrKz-GOiD/s320/20230620_145432.jpg" width="240" /></a></div></div><br /><br /><p><br /></p><p><b><u><a href="https://mojomanufacturing.com/collections/puzzles/products/cogas-puzzle?ref=x18kuh8m" target="_blank">Cogas</a></u></b></p><p>Now we can talk about "real" puzzle!</p><p>The look is nice and clean and may remind you of some famous Dutch puzzle designers. However there are many differences, the first one being the size.</p><p>So the goal here is to remove the lid, so far nothing special....but the lid does not move...and nothing seems to move. No external tools allowed, no saws!</p><p>What else can we say? There is like a small hole on the body of the cylinder. And unless I am blind there are no tools visible!</p><p>The puzzle can be classified as Sequential Discovery puzzle because you will get tools to use. This information can be spoilery but I am sure people like to know what puzzle they have in front of them :)</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqu8CsNTJILAb6q8CLhIrbkl6gMUJj9nYnuWMOv0iYJ3Xd5cKzdWe_LZ-yFKBrjKXrAwnvUuWkz0MPi9xccEAgYIULV9xgFqPZ4JMdnznbAk5vOPE9cUuuUYVf-Q6yaPao4hH7WzaYExEQocvvNGlF6Rk5_I_K0w1Y__iQ0UTIAMJDLW1Ga0_SyQXRKsdx/s4032/20230620_150133.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqu8CsNTJILAb6q8CLhIrbkl6gMUJj9nYnuWMOv0iYJ3Xd5cKzdWe_LZ-yFKBrjKXrAwnvUuWkz0MPi9xccEAgYIULV9xgFqPZ4JMdnznbAk5vOPE9cUuuUYVf-Q6yaPao4hH7WzaYExEQocvvNGlF6Rk5_I_K0w1Y__iQ0UTIAMJDLW1Ga0_SyQXRKsdx/s320/20230620_150133.jpg" width="240" /></a></div><br /><p></p><p>Cogas is perfectly made, it's amazing for a 1st puzzle from a new designer, really! And I have not talked about the mechanism and solution yet (don't worry, I won't spoil it)</p><p>The puzzle is a mix of already known mechanism and new ones, it's very very devilish and, trust me, this is a very challenging puzzle!</p><p>You may stare at his during long time.... I am pretty sure that you won't even understand the mechanism despite all being visible. This is definitively a super clever mechanism.</p><p>For me, among all the cylinder puzzles, this is the most interesting one and one of the cheapest.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpgpkt6_flFDy0HZAaPqUUTlPY6cyZsLA5txLJJKnUNbkG4NKdNYbl16GaAXOahxTyUspYsuMx_C107nbBwTB0GF84PW7eU7jWgDD7zllZjikPt-JoiEaFbPcvi5Oq_EXnBr8r9GtqEIQ5Ie7srGLF2fxPaub7OaU2VqEd7DLfI3AHhDAOLXtBvj9ZegWK/s4032/20230620_143411.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpgpkt6_flFDy0HZAaPqUUTlPY6cyZsLA5txLJJKnUNbkG4NKdNYbl16GaAXOahxTyUspYsuMx_C107nbBwTB0GF84PW7eU7jWgDD7zllZjikPt-JoiEaFbPcvi5Oq_EXnBr8r9GtqEIQ5Ie7srGLF2fxPaub7OaU2VqEd7DLfI3AHhDAOLXtBvj9ZegWK/s320/20230620_143411.jpg" width="240" /></a></div><br /><b> <br /></b><p></p><p><b>Your ROI (Return On Investment) is very high with Cogas</b>. As for puzzles, Return is measured in terms of how satisfactory the solution is, if it will bring you "ha-ah" moments, if you will want to solve it again, if you won't feel shame to show it to your friends, etc. The investment being only money, this one is cheap compared to other puzzles in the same category!<br /></p><p><b>Cogas is on my favourite puzzle list for 2023, for sure!</b></p><p><br /></p><p><u><b><a href="https://mojomanufacturing.com/?ref=x18kuh8m" target="_blank">You can buy them on Garrett website!</a></b></u></p><p> </p><p>And if a good news does not come along, I have another good news: you can use my reduction code to get a discount on your total price to pay !!</p><p><b><u><span style="background-color: #fcff01; font-size: medium;">Use PIW to get 5% off</span></u></b> (puzzle for you: can you guess why "PIW"?)<br /></p><p> </p><p> </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-27718259914895099882023-06-06T18:57:00.001+02:002023-06-06T18:57:39.087+02:00Hardcore packing puzzles<p>The title of the post means everything....and sorry but I cannot draw a complete conclusion as I have not solved yet any of these 2 puzzles....</p><p>I like packing puzzles, especially the beautiful ones and the ones with an elegant solution. That does not mean I am good at solving them...!!</p><p><br /></p><p>I wanted to introduce 2 packing puzzles designed an made by Abhishek Ruikar. The first one would perfectly suit the X-mas period as it's called "<b><u><a href="https://www.puzzlemaster.ca/browse/novelty/packing/17006-snowflakes?a=1173228" target="_blank">snowflakes</a></u></b>" with the goal of putting the 6 flakes inside the tray. </p><p>By looking at the shape of the flakes, you will immediately understand where the difficulty is... :)</p><p>And for the mathematical guys around here, you may even compute all the possible combinations, there are thousands!</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHRo8v2jpHwDQCPQ1hDPOkiboR8nSWdTu-ODsDQbIO1m45u2wI8fS4jVr8S4C89LpfC40FR371SgMhIPzOu0MvIOMVD9stAsxbu03D0gIUFJrQHSafTvx-pN-pI5x5NOOLh_XtrJqNf4VnXTNTo9Jxxi3eeI_D_YsNRiyKaT1gLSgI5AJUKMW06fpaeg/s640/017006-27139.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="640" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHRo8v2jpHwDQCPQ1hDPOkiboR8nSWdTu-ODsDQbIO1m45u2wI8fS4jVr8S4C89LpfC40FR371SgMhIPzOu0MvIOMVD9stAsxbu03D0gIUFJrQHSafTvx-pN-pI5x5NOOLh_XtrJqNf4VnXTNTo9Jxxi3eeI_D_YsNRiyKaT1gLSgI5AJUKMW06fpaeg/s320/017006-27139.jpg" width="320" /></a></div><p></p><p>I liked a lot to fiddle with this puzzle. Maybe I will manage to solve it one day....</p><p><br /></p><p>Second puzzles I played with from the same designer is called <a href="https://www.puzzlemaster.ca/browse/novelty/packing/16713-clouds?a=1173228" target="_blank"><b><u>Clouds </u></b></a>with the goal of packing the 9 clouds in the sky tray. Same story: I failed at solving it....so far. Persistance is key when trying these kind of puzzles though!</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzM6zzfMJ99cE4D3fwJHp-bBBMwecFdm5LK3viHAZA4Osbn-5F-tkwAQLqPZX4vUuFKJlM20t26wSt3e1mnqyapajaVtQxZ-D32VW2QypHG1GRTUUgwndFQr0tDj66sLEqfRecHuHR9kQuLD24KvK8YSV34vNYzeiqF2inPiDcIBrz9CfNuinCXN7Nmg/s4032/20230412_120226.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzM6zzfMJ99cE4D3fwJHp-bBBMwecFdm5LK3viHAZA4Osbn-5F-tkwAQLqPZX4vUuFKJlM20t26wSt3e1mnqyapajaVtQxZ-D32VW2QypHG1GRTUUgwndFQr0tDj66sLEqfRecHuHR9kQuLD24KvK8YSV34vNYzeiqF2inPiDcIBrz9CfNuinCXN7Nmg/s320/20230412_120226.jpg" width="240" /></a></div><br /><p>Here you will have fewer constraints than with the flakes as you will have to consider the cloud shapes on their entirety while you needed to take into account the protuded parts of each flakes for snowflake puzzle. Don't get me wrong, it does not mean that it's easy.</p><p><br /></p><p>I tend to think that cloud is the easier of these 2. Both are super challenging (and well made!) and you will have plenty of fun for the money. Great ROI !</p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-50384700830635377452023-05-09T22:34:00.000+02:002023-05-09T22:34:28.314+02:00Locked Cabin<p>I assume it can be considered as a puzzle box, right? Even if it does not have the usual puzzle box shape.</p><p>In fact, <u><a href="https://www.puzzlemaster.ca/browse/wood/woodpuzzlemaster/17358-locked-cabin#reviews?a=1173228" target="_blank">Locked Cabin</a></u> looks a tiny house with window and even a chimney. For a laser-cut puzzle I can only say that it's nicely crafted with fine details.</p><p>To achieve your goal you will have to manipule certain pieces in certain order in certain ways. It's always hard to speak about a puzzle without spoiling (too much)...!</p><p>The puzzle solution is not that difficult to perform, so I would not advise for a seasoned puzzler, but more for a beginner or a puzzlebox collector. Don't get me wrong, it's a nice puzzle and will take you for sure some time (not long, though).</p><p><br /></p><p>Nice surprise: the cavity is big enough to hide a small puzzle inside !<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfyt_QFMVCG7zRBJuVLAXrLZEz4TxRE3M-974xV65YTgRow3zbODzmRgt8a5KawP6LWjTR3z7xRFkoQUBZLNP6nPDK6431rkHe025X7hDzFixpgjBF5BlHhOzh8Qp-eD-fhj7r6mbvS2fy_pMQtz3Fbv3tatWCvmXadzbQuM6qz5Yp3CHqG4ZaDg1mFg/s4032/20230412_121618.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><div class="separator" style="clear: both; text-align: center;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfyt_QFMVCG7zRBJuVLAXrLZEz4TxRE3M-974xV65YTgRow3zbODzmRgt8a5KawP6LWjTR3z7xRFkoQUBZLNP6nPDK6431rkHe025X7hDzFixpgjBF5BlHhOzh8Qp-eD-fhj7r6mbvS2fy_pMQtz3Fbv3tatWCvmXadzbQuM6qz5Yp3CHqG4ZaDg1mFg/s320/20230412_121618.jpg" width="240" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfyt_QFMVCG7zRBJuVLAXrLZEz4TxRE3M-974xV65YTgRow3zbODzmRgt8a5KawP6LWjTR3z7xRFkoQUBZLNP6nPDK6431rkHe025X7hDzFixpgjBF5BlHhOzh8Qp-eD-fhj7r6mbvS2fy_pMQtz3Fbv3tatWCvmXadzbQuM6qz5Yp3CHqG4ZaDg1mFg/s4032/20230412_121618.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWODBIV2qDzHnFuXaFNKfE5ZdOD302CKVskcS6Obp5p5IZouBhGeeR3LKg4hgpndyX4wlwMImm2crbKozRq7pLeMDuo3-UWqy7bJl-wJhKI7KsElppfJdCqA5PLMd7sl5VqdwtYxl2Nl1K3JLSnP3u1ZhPCdikQ0Qad0hECO9dG2QW8sP8YZW-yCzOMw/s4032/20230412_121628.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWODBIV2qDzHnFuXaFNKfE5ZdOD302CKVskcS6Obp5p5IZouBhGeeR3LKg4hgpndyX4wlwMImm2crbKozRq7pLeMDuo3-UWqy7bJl-wJhKI7KsElppfJdCqA5PLMd7sl5VqdwtYxl2Nl1K3JLSnP3u1ZhPCdikQ0Qad0hECO9dG2QW8sP8YZW-yCzOMw/s320/20230412_121628.jpg" width="240" /></a></div></div><br /><br /><p></p><p><u><a href="https://www.puzzlemaster.ca/browse/wood/woodpuzzlemaster/17358-locked-cabin#reviews?a=1173228" target="_blank">You can buy it at your usual webshop, you know it !</a></u></p><p><u> </u></p><p><u> </u><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-29516488697351546022023-03-27T15:49:00.000+02:002023-03-27T15:49:11.027+02:00What about some cast puzzles by Hanayama?<p> Quick reviews for nice Hanayama cast puzzles !!<br /></p><p> </p><p><a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metal/3516-cast-coil?a=1173228" target="_blank"><b><u>Cast Coil</u></b></a></p><p>Only 2 pieces to remove, but never underestimate seemingly easy cast puzzle. You will have to "perform" many moves and pieces will be like dancing around each other. A very clever puzzle designed by Edi Nagata.</p><p>Did I tell you that I usually like when the puzzles is composed of different colors, it looks more stunning!</p><p></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglMZ7rg9L0Mh0Bnz8mMdkMNyWhCPSHlyvD2m9kIA8ceahkB6k_tBxe5Z2pm_3M3sz20BOuRvF_ddNHvctCG2FApX1ARGIUlrmE4riBaKfG1aU2IQdmXooQIkNMRE-BXf3QKzromStrel6MGfH9Z18pV4S3qwYfYLFOi4UZvVLkiXKP7RQdSkRtjndWkQ/s3264/IMG_6537.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3264" data-original-width="2448" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglMZ7rg9L0Mh0Bnz8mMdkMNyWhCPSHlyvD2m9kIA8ceahkB6k_tBxe5Z2pm_3M3sz20BOuRvF_ddNHvctCG2FApX1ARGIUlrmE4riBaKfG1aU2IQdmXooQIkNMRE-BXf3QKzromStrel6MGfH9Z18pV4S3qwYfYLFOi4UZvVLkiXKP7RQdSkRtjndWkQ/s320/IMG_6537.JPG" width="240" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinNdYbxvjVFhtVwBrASKBy9rTRVry4q1boieg1GrnDVAcwZq2PFa4UJ5nUEdgl2maQ-qCpF1g24WU_4xTs2vNBToDEpYHmjx0Gk4oUeRhSTFtAS5nXVXy11CcH1-1cLmq5lWU8sC3h1x_sMZErv6jc54g8uam_tTde6jBd0PnRczDsR1WNCbu3r_q0eQ/s3264/IMG_6539.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3264" data-original-width="2448" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinNdYbxvjVFhtVwBrASKBy9rTRVry4q1boieg1GrnDVAcwZq2PFa4UJ5nUEdgl2maQ-qCpF1g24WU_4xTs2vNBToDEpYHmjx0Gk4oUeRhSTFtAS5nXVXy11CcH1-1cLmq5lWU8sC3h1x_sMZErv6jc54g8uam_tTde6jBd0PnRczDsR1WNCbu3r_q0eQ/s320/IMG_6539.JPG" width="240" /></a></p> <p></p><p><a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metal/8577-cast-keyhole?a=1173228" target="_blank"><b><u>Cast Keyhole</u></b></a></p><p>This puzzle has been designed Vesa Timonen and it's like a maze pattern that you have to solve to separate the pieces. I don't know if it's Vesa or Oskar the guy with more Hanayama puzzle, but definitely Vesa designed a lot of them and I am sure he will still have more clever ideas for future cast puzzles :)</p><p> </p><p></p><p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB28hOXM87CwaG1Ws3fRQspvc3SdCjLtBqAUDNu1jO3wMJrLxuP6J2at2Vn5MzZODCDgMlaK10DeefzHqJSaZ8HgPLNyZkbRLaHHWhcjUs4Ira7sTzDRXvWcruxtLwNYSh5C_uVwczdDWaWqfKInrUJbSCEbwYVO4KBEYN4WPH9Wdpy_4guRsdFqLQYw/s3264/IMG_6598.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3264" data-original-width="2448" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB28hOXM87CwaG1Ws3fRQspvc3SdCjLtBqAUDNu1jO3wMJrLxuP6J2at2Vn5MzZODCDgMlaK10DeefzHqJSaZ8HgPLNyZkbRLaHHWhcjUs4Ira7sTzDRXvWcruxtLwNYSh5C_uVwczdDWaWqfKInrUJbSCEbwYVO4KBEYN4WPH9Wdpy_4guRsdFqLQYw/s320/IMG_6598.JPG" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMe0SNZu4hKNbVypHnep_oyp0o6ZoMyp8LbcL2-0tvOxD-Pjdq1GAvwkLVWuWYtAS1OP3dkVVAEzSPKlgDtCr3V_v5fy9ypE91Blc86oeIQizS_x9T9-lAzRldTvgTeFQ2YqFgG2_qSOFbmdnajA2Sz3ngy5qSwyiiH6ZUqb0tEephFwD6APHqukwB4A/s3264/IMG_6590.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3264" data-original-width="2448" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMe0SNZu4hKNbVypHnep_oyp0o6ZoMyp8LbcL2-0tvOxD-Pjdq1GAvwkLVWuWYtAS1OP3dkVVAEzSPKlgDtCr3V_v5fy9ypE91Blc86oeIQizS_x9T9-lAzRldTvgTeFQ2YqFgG2_qSOFbmdnajA2Sz3ngy5qSwyiiH6ZUqb0tEephFwD6APHqukwB4A/s320/IMG_6590.JPG" width="240" /></a></p> <br /><p></p><p> </p><p><a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metal/8870-cast-hexagon?a=1173228" target="_blank"><b><u>Cast Hexagon</u></b></a></p><p>It's a puzzle designed by Mineyuki Uyematsu consisting of 3 pieces to free. The shape of the "tray" and of the pieces makes this puzzle unique in my mind. Ithave tricky moves and challenging to solve. Precision is a key word for this puzzle in terms of crafting the puzzle and solving it, no force needed. Gentle moves and maybe rotations or dancing moves? You will have to figure out, but I am sure you will have fun with it. Definitely a must-have in your collection!<br /></p><p> </p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYQco1GQ3D661sfraaEYihcxwkeaBDqfXD4rPz3VlonWGFAA52B7wA_L9DhVTLmOZYJ1cYNROT-RzmhjhKUdRc8BkVuBS46zsXQ-1rUNPmCYFgYDd0l396nO848w_tvvtCdidpeu8MjwPseoA4jOtaWU3V2uhJgVK6HCXjrDZXoQFQQZn9-ZwdlvmbOw/s3264/IMG_6550.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3264" data-original-width="2448" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYQco1GQ3D661sfraaEYihcxwkeaBDqfXD4rPz3VlonWGFAA52B7wA_L9DhVTLmOZYJ1cYNROT-RzmhjhKUdRc8BkVuBS46zsXQ-1rUNPmCYFgYDd0l396nO848w_tvvtCdidpeu8MjwPseoA4jOtaWU3V2uhJgVK6HCXjrDZXoQFQQZn9-ZwdlvmbOw/s320/IMG_6550.JPG" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhwlb3vNRrK3FEjEhV2V8tzruh5TUIkRFWTd_EGf3StlxKFSViSmxSOdEeBToi5BGrFAjiTM243Q_mOCflmamjjESvHlEB4YAKtrYjiXZ-OstWlGK_lBCJbm2ks5oQw7dBBMYbJlTTNrIbi-f12H-t0mTBi3-twb07jEgy6PKKMUYQlqoR8sSHZoAQxg/s3264/IMG_6554.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3264" data-original-width="2448" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhwlb3vNRrK3FEjEhV2V8tzruh5TUIkRFWTd_EGf3StlxKFSViSmxSOdEeBToi5BGrFAjiTM243Q_mOCflmamjjESvHlEB4YAKtrYjiXZ-OstWlGK_lBCJbm2ks5oQw7dBBMYbJlTTNrIbi-f12H-t0mTBi3-twb07jEgy6PKKMUYQlqoR8sSHZoAQxg/s320/IMG_6554.JPG" width="240" /></a></div></div><p></p><p><br /></p><p><br /></p><p>You can buy them on Puzzle Master webshop, but <u><a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metal/10969-group-special-a-set-of-65-hanayama-puzzles?a=1173228" target="_blank">you definitely should go for bundles</a></u> if you intend to buy a lot in one shot!<br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-69761148005209483832023-03-20T11:00:00.001+01:002023-03-20T11:00:00.169+01:00Some recent Yuu Asaka's<p>Yes I know I reviewed before some packing puzzles in the same spirit as the Yuu Asaka's tricky packing puzzles, but this time I will speak about 2 pretty recent ones Green 13 and Record 6</p><p><br /></p><p>So as a warm-up: record 6 !</p><p><a href="https://www.puzzlemaster.ca/browse/novelty/packing/16675-record-6?a=1173228" target="_blank"><b>Record 6</b></a> is a nice puzzles composed of circles. Personally I like that the tray has not the same shape as the previous puzzles. It's always nice to see some differences in the tray and I like that one. I bet that you understand a bit how you will have to proceed with this puzzle. Despite being the easiest Yuu's and despite it's mostly trials and errors, I enjoyed it a lot.</p><p>It does not have to be hard to be enjoyed and that gave me a nice puzzling journey. Each plexi circle has some small holes of protudent pieces that need to fit inside other holes. Basically when I mean "trials and errors", it's because you will try one configuration, flip the piece, and do so again and again for each piece. At you should solve it soon this way. <b><u><a href="https://www.puzzlemaster.ca/browse/novelty/acrylicpuzzles/16105-jigsaw-puzzle-16?a=1173228" target="_blank">Jigsaw 16</a></u></b> and <b><u><a href="https://www.puzzlemaster.ca/browse/novelty/acrylicpuzzles/16104-bird-puzzle-11?a=1173228" target="_blank">Bird 11</a></u></b>, his other "trial and error" puzzles were harder but less enjoyable from my point of view.</p><p>As usually the quality is wonderful and the fit is perfect. This is a puzzle that you can easily share with a friend while avoiding frustration (due to the difficulty).</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmQoz9OvX6H-Pn6-_xLx1yWpVDNNsb0Gl-CoBkOaHPjw4HaWgpVHTT8Sku33OQebZFiLlPd12Qca7xb9NuxVtW3D5PgUrk3JqNTvEBvQMt18CX72R3XBbpT-cq7RoBymCdW_OLA_0kP9VhU7yE_gATVRYWohVXM9NU6UytnhC26NSiUSCcEmaO9d7mlw/s4032/20220901_195218.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmQoz9OvX6H-Pn6-_xLx1yWpVDNNsb0Gl-CoBkOaHPjw4HaWgpVHTT8Sku33OQebZFiLlPd12Qca7xb9NuxVtW3D5PgUrk3JqNTvEBvQMt18CX72R3XBbpT-cq7RoBymCdW_OLA_0kP9VhU7yE_gATVRYWohVXM9NU6UytnhC26NSiUSCcEmaO9d7mlw/s320/20220901_195218.jpg" width="240" /></a></div><br /><p><br /></p><p><br /></p><p><b><u><a href="https://www.puzzlemaster.ca/browse/novelty/packing/17073-green-13?a=1173228" target="_blank">Green 13</a></u></b> is probably, on the opposite, one (if not the most) of his most difficult puzzles. Luckily for you there is no trickery with the pieces: you need to pack the green pieces inside the tray and the white rounded pices inside the holes formed by the shape of the pieces. I was sure there was something tricky there and the the white pieces must be put in some "unusual" place, but not at all. </p><p>But clearly it maybe make the solve easier, but definitely not easy at all, and will require many hours of thinking. <br /></p><p>I enjoyed it but I prefer something a bit less challenging though :)</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs3MlFgxCR69xwCANtivhgevfEFn2E2lXwFpqbvF0od1S4a_P1pxo2ZhPT9YD5Z43P9LfzZ7q1IR9pytdqeUnXNQVlaM3btoE2pJBw02exuQAa8A305UTPxdafCzRFKbra6lydIo7eNNbHljv02EQlkhS3WQ0vDuUDKHnqrx9_AGGYUqZ3ub71AvciSA/s4032/20230113_171222.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs3MlFgxCR69xwCANtivhgevfEFn2E2lXwFpqbvF0od1S4a_P1pxo2ZhPT9YD5Z43P9LfzZ7q1IR9pytdqeUnXNQVlaM3btoE2pJBw02exuQAa8A305UTPxdafCzRFKbra6lydIo7eNNbHljv02EQlkhS3WQ0vDuUDKHnqrx9_AGGYUqZ3ub71AvciSA/s320/20230113_171222.jpg" width="240" /></a></div><br /><p><br /></p><p>Now, when will Yuu be making puzzles with triangle shapes??</p><p><br /></p><p>You can buy <a href="https://www.puzzlemaster.ca/browse/novelty/packing/16675-record-6?a=1173228" target="_blank">Record 6 on Puzzle Master wbeshop</a>, <a href="https://www.puzzlemaster.ca/browse/novelty/packing/17073-green-13?a=1173228" target="_blank">same thing for Green 13</a> !!<br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-51060663564003379742023-03-13T18:35:00.004+01:002023-03-13T18:35:57.626+01:00Some cheaper Yuu Asaka<p>Cheaper does not mean less good. More expensive does not mean better. Don't be fooled by marketing things!</p><p><br /></p><p>Still let me introduce you some cheaper puzzles made by Hanayama and designed by Yuu Asaka, you know the famous devilish packing puzzle designer !!</p><p><br /></p><p><a href="https://www.puzzlemaster.ca/browse/inventors/yuuasaka/12838-jigsaw-19-hanayama-version?a=1173228" target="_blank"><b><u>Jigsaw 19</u></b></a><br /></p><p style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5r4M4bjfSgtS7zVae4Lh03JozyftutlriKXiVLPJr4NqA0HQF2S14h6cluMNP_jfrzhTBKvMbpLdYMimaHAFJFLF8Wafjibq9LWGkG9bZPsgJQzxkTa1sD6BKVHcvk2_avVoLiBmsxUOhfJ1mtqrJS_KHKvZ82kHrdEuCIyOrH1ICcGkJDYOkxav6Kg/s4032/20230115_123114.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5r4M4bjfSgtS7zVae4Lh03JozyftutlriKXiVLPJr4NqA0HQF2S14h6cluMNP_jfrzhTBKvMbpLdYMimaHAFJFLF8Wafjibq9LWGkG9bZPsgJQzxkTa1sD6BKVHcvk2_avVoLiBmsxUOhfJ1mtqrJS_KHKvZ82kHrdEuCIyOrH1ICcGkJDYOkxav6Kg/s320/20230115_123114.jpg" width="240" /></a></p><p><br /></p><p>This is the same copy as the Yuu Asaka version. Same pieces, same goal, same solution.</p><p>Maybe there is a very slight difference: the pieces are somewhat kind of rounded on some edges making the assembly more confusing than the Yuu's puzzles.<br /></p><p><br /></p><p><br /></p><p><br /></p><p><a href="https://www.puzzlemaster.ca/browse/inventors/yuuasaka/12395-jigsaw-29-hanayama-version?a=1173228" target="_blank"><b><u>Jigwsaw 29</u></b></a></p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixsKkWnxgBWCopBtsBW_vN1GpwSBlotnpGiloWiUeYAoyRCV9xHFpefbjLQcGRf2wIxKv9BjVrXBGN-n9JbUQbHQvLpvyU75Xs7gz-zFDZBRaO_DVuIxCKoMFctwB2bJBkChlINOb_Q-AQaC2QRnx6iWgXTSLuzkQIXEOebHnjHTP0SAHOL-L2ecQgNw/s4032/20230115_122823.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixsKkWnxgBWCopBtsBW_vN1GpwSBlotnpGiloWiUeYAoyRCV9xHFpefbjLQcGRf2wIxKv9BjVrXBGN-n9JbUQbHQvLpvyU75Xs7gz-zFDZBRaO_DVuIxCKoMFctwB2bJBkChlINOb_Q-AQaC2QRnx6iWgXTSLuzkQIXEOebHnjHTP0SAHOL-L2ecQgNw/s320/20230115_122823.jpg" width="240" /></a></div><p></p><p>Same comment as Jigsaw 19<br /><br /> </p><p><a href="https://www.puzzlemaster.ca/browse/novelty/packing/17004-jigsaw-28-hanayama-version?a=1173228" target="_blank"><u><b>Jigsaw 28</b></u></a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyviFHvk-jkKa1zM52WRjr-wriWFHmLxyoZEUT8eHwFvTmwCbFkcA_3fCFrDUA46IKhyLC1mOFWMxmJ6eI8S5IrxrBwOr-iMa3ynbJbTjxfW16lzLB2sdfl4rc65WcDMDcF_pWhGhOxq-O-DYHkKQgwEkHdKpBf7iToR0EqYW7ma4kHhRqnFfte_JgVQ/s150/017004.1678302843.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="150" data-original-width="150" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyviFHvk-jkKa1zM52WRjr-wriWFHmLxyoZEUT8eHwFvTmwCbFkcA_3fCFrDUA46IKhyLC1mOFWMxmJ6eI8S5IrxrBwOr-iMa3ynbJbTjxfW16lzLB2sdfl4rc65WcDMDcF_pWhGhOxq-O-DYHkKQgwEkHdKpBf7iToR0EqYW7ma4kHhRqnFfte_JgVQ/w200-h200/017004.1678302843.jpg" width="200" /></a></div><br /><p></p><p>Compared to the 2 previous puzzles, this one, as far as I know, has not (yet?) been produced by Yuu and thus making it a unique design by Hanayama.<br /></p><p>This is the trickiest of these 3 because of the shape of the pieces. I hope and bet that you have an idea of how the pieces will connect together right....many possibilities!! This puzzle is no joke!</p><p>For sure, I advise you to buy it. For the price you will get plenty hours of thinking. No doubt about that.</p><p>The quality is perfect and the previous 2, the fit is very precise. Nothing bad to say!<br /></p><p><br /></p><p><br /></p><p><span style="background-color: #fcff01;"><b>WARNING</b></span>: these puzzles come assembled. If you don't want to spoil the fun, open them blindfolded or ask someone to open them and scramble the pieces.<br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-40490583972439296782023-01-03T15:36:00.001+01:002023-01-03T15:36:00.173+01:00Bullet burr puzzles<p>We all know burr puzzles, you know the mind bogging puzzles...!!</p><p>What's the common point between burr and soma cube? </p><p>Well, both have existed since long time ago and designers have always tried to make different shapes, keeping the same goal in mind but adding some new challenges.</p><p>These bullet puzzles exist in 2 variations: <a href="https://www.puzzlemaster.ca/browse/inventors/alberthopping/16932-bullet-burr-puzzle-design-1-308-winchester?a=1173228" target="_blank"><u><b>Design 1</b></u></a> and <a href="https://www.puzzlemaster.ca/browse/inventors/alberthopping/16934-bullet-burr-puzzle-design-3-50-bmg?a=1173228" target="_blank"><u><b>Design 3</b></u></a>, both are 3D-printed (with great quality)</p><p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEec67Kct1V19djAnsn9oIRAKAL8u5gKHBcRNTvAMfQegl6pgtJN5GIaHPfq42ab8iXruNGi5LBTTID27CqyvDHggSWyRijdTDD5EWo1FIChdX8OnIbOLyGl3cg6ACOTkWzgeOICAeaJnVNTp1na6r2Jdq26n9AIxIVTqk-TKArXn4rq29sUal3pTqmA/s4032/20221227_152815.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEec67Kct1V19djAnsn9oIRAKAL8u5gKHBcRNTvAMfQegl6pgtJN5GIaHPfq42ab8iXruNGi5LBTTID27CqyvDHggSWyRijdTDD5EWo1FIChdX8OnIbOLyGl3cg6ACOTkWzgeOICAeaJnVNTp1na6r2Jdq26n9AIxIVTqk-TKArXn4rq29sUal3pTqmA/s320/20221227_152815.jpg" width="240" /></a></div><br /><br /> <p></p><p>Now what about the challenges? Well usually these kind of puzzles are not that easy for several reasons: first you need to make the final shape in your mind. And then you need to assemble the pieces and this requires a bit of dexterity. Especially here when the pieces can slip out of your fingers easily. Rubber bands will help for sure! :)</p><p>It took a bit of time to assemble one puzzles and the other one is still unsolved...I will get back to it when I can. I don't like defeat.</p><p>Usually with burr puzzle, once the puzzle is completely assemble, the structure is strong enough that it usually does not fall apart. So the challenging parts are at the beginning when all the pieces can easily fall apart !!</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ16xd04HQ-ustHpSiTYCg97OWXq2nAXSR9oFfyzmxokgCv00DtGZ9lRjsgGmOFDrp61WbRiUh1qk3V5Vwn6Ah9XkGLU1v8Sce6BD1EoRancQByCX104JLOtSBHyjgy8CHC4KaveajuJD7SMvOf5Wc_sIqZnEAF78E0lAP_ZjcIiW9zvmG7lQXx22ocA/s4032/20221227_152830.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ16xd04HQ-ustHpSiTYCg97OWXq2nAXSR9oFfyzmxokgCv00DtGZ9lRjsgGmOFDrp61WbRiUh1qk3V5Vwn6Ah9XkGLU1v8Sce6BD1EoRancQByCX104JLOtSBHyjgy8CHC4KaveajuJD7SMvOf5Wc_sIqZnEAF78E0lAP_ZjcIiW9zvmG7lQXx22ocA/s320/20221227_152830.jpg" width="240" /></a></div><p></p><p>For those of you who like challenging puzzles, these are definitely for you!</p><p>Also I like a lot the shape, they look stunning and will display well in your puzzle cabinets.</p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-76699620207733500022022-12-27T15:01:00.001+01:002022-12-27T15:01:30.759+01:00Do you fancy some Jean-Claude Constantin puzzles?<p>A bit long time that I have not reviewed some JCC (Jean-Claude Constantin) puzzles :)</p><p><br /></p><p>Here I will speak about 2 small boxes: triangle trick box and 20 cent box.</p><p>Which attributes do they both share apart from being made by the same designer and being made with wood and a bit of metal? Well, they have several steps (not a lot though), are not that big (especially true for 20 cent box) and.... they are boxes !! Amazing, right? :)</p><p><br /></p><p><a href="https://www.puzzlemaster.ca/browse/allpuzzleboxes/puzzleboxes2/9250-triangle-trick-box?a=1173228" target="_blank"><u><b>Triangle Trick Box</b></u></a></p><p>I first need to mention that I like th shape of the box, it changes from basique cubic boxes! It obvious at a first glace that something must move to open the box. Now how to open it? Well, I am not going to reveal the secrets. But just be curious about all the small little things here and there. What about the screw? Do you have to find a screwdriver? I let figure it out by yourself :)</p><p>It did not take me a lof of time to solve, but it was still nice to repeat the process. It should not be a big challenge for puzzlers, but may pose a bit more difficulty for newbies. Hence, I recommend it either if you're totally a beginner in puzzle boxes or for children</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6cIl_7KG9hNZmlArl6iFY9XMsQ6hOeqNiA_mhI1Pl1tu2KJDud5tDcqa2EF6fw6ASHdi0Fkv4Bx61PI0j5mhal1ZPRJv0uwIdOUs4P2FsxvZFDnBZt19QsoD8uIeWTwWHX5YhWBYFQmvygt9M-c2mJEHUWk-Rvq7CUJZb7gVdjAtuG7ae1hdnj-VtHQ/s4032/20221026_174241.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6cIl_7KG9hNZmlArl6iFY9XMsQ6hOeqNiA_mhI1Pl1tu2KJDud5tDcqa2EF6fw6ASHdi0Fkv4Bx61PI0j5mhal1ZPRJv0uwIdOUs4P2FsxvZFDnBZt19QsoD8uIeWTwWHX5YhWBYFQmvygt9M-c2mJEHUWk-Rvq7CUJZb7gVdjAtuG7ae1hdnj-VtHQ/s320/20221026_174241.jpg" width="240" /></a></div><p></p><p><br /></p><p><a href=" https://www.puzzlemaster.ca/browse/inventors/constantin/6872-20-cent-box-version-2-?a=1173228" target="_blank"><u><b>20 cent box</b></u></a></p><p>Keys bit no keyholes....</p><p>Coin but nothing to pay for....</p><p>Nothing seems to move....</p><p>but of course, things will move!</p><p>This is one move that I am not super fan of in the solution process. But I must admit that it's pretty clever though. Not a lot of steps, not overly difficult. A bit more challenging than Triangle Trick Box. You can try to cheat (yes I did), I wish you good luck if you manage to solve the puzzle like that. Normally it should not happen. When I mean "cheat" you will immediately know how you could consider cheating with this puzzle when you have it in your hands :)</p><p>This puzzles is suitable for new puzzle collectors and for more seasoned as well. Don't get me wrong, you seasoned one, you won't be challenged for hours with this one though!<br /></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj7sCz-wTFQoJj5da4xSKTUMOsx6FGN3EGip1SwDM9Tj5akUAsxTAiZqgEhK-yV_ruSkMHi78hCEGK9vztyYii3gohwIPFFkW6FwmFGymhfy6LTI2y2-eLmtMDPD8e80Ho75ymoSKXrYAICP_C7VhWX9RYgeyMEVxTRmshsk7cIFhN43uwHxlJYZkx4Q/s4032/20221026_174230.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj7sCz-wTFQoJj5da4xSKTUMOsx6FGN3EGip1SwDM9Tj5akUAsxTAiZqgEhK-yV_ruSkMHi78hCEGK9vztyYii3gohwIPFFkW6FwmFGymhfy6LTI2y2-eLmtMDPD8e80Ho75ymoSKXrYAICP_C7VhWX9RYgeyMEVxTRmshsk7cIFhN43uwHxlJYZkx4Q/s320/20221026_174230.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS5-A0fst3ntGdqsP6GTv6z4BM3LyDzOASj7GDpERanIZ5JzktG2lMTUf1eHFeuWBDdNV9iw2NOwBCMmkqtc74rYDXoWKF1v_lvyJF8ALbIC6UscXIP4vqX37Ql_klga7QA5GveOI5IP-ehpikE_O6JckR7Mr_sgO_AoHSlRH23sn0d_xPZFikX58UMQ/s4032/20221026_174221.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS5-A0fst3ntGdqsP6GTv6z4BM3LyDzOASj7GDpERanIZ5JzktG2lMTUf1eHFeuWBDdNV9iw2NOwBCMmkqtc74rYDXoWKF1v_lvyJF8ALbIC6UscXIP4vqX37Ql_klga7QA5GveOI5IP-ehpikE_O6JckR7Mr_sgO_AoHSlRH23sn0d_xPZFikX58UMQ/s320/20221026_174221.jpg" width="240" /></a></div></div><br /><br /><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-72387824568119116962022-12-16T15:47:00.008+01:002022-12-16T15:47:57.634+01:00Don't listen fake news....<p>Puzzle world is not an exception for fake news unfortunately...<br /></p><p>Please make your own judgment, analysis upon your experience and leads to investigation properly ! Don't take too seriously what other people say. And above all, enjoy your hobby. It's YOUR hobby :)<br /></p><p><br /></p><p>Someone reported me that someone said that Wil Strijbos made only one puzzle of the below.</p><p>Hence how come I have it? :)<br /></p><p><br /></p><p>By the way, if anyone knows the real name for this puzzle and the goal as well as the solution (without breaking the puzzle!), I am all ears !!</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJsQhk9xE4Zk3tIe5nzXUxC3iJjXMsm9ASqAZ1vRmHX-ixiqj6moofqWTQlAa_QQQSzJIVVQ95xo4yHztbIRCM_tX3dAAOPONEDMDeNBmFjGmeDXnmn2C4qfrD3uUo4hd8xQdyEn0TjhojAq0IiTRzyNk-B9xdAWX5w-gqN3BwaihudZeWG8tOrN6XdQ/s4032/20180810_190603.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJsQhk9xE4Zk3tIe5nzXUxC3iJjXMsm9ASqAZ1vRmHX-ixiqj6moofqWTQlAa_QQQSzJIVVQ95xo4yHztbIRCM_tX3dAAOPONEDMDeNBmFjGmeDXnmn2C4qfrD3uUo4hd8xQdyEn0TjhojAq0IiTRzyNk-B9xdAWX5w-gqN3BwaihudZeWG8tOrN6XdQ/s320/20180810_190603.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIFltWK6CwgU5cw7Q07wlrXmUUeDNLvWJSu2wODUVZjoTE0MA2DzSPsudy2zEx48dvc8x47glzZI5f2NSfn4O_FOI4Z_mGMhwFwvbXT8Ih28Dan6yPt_5FbCvgGAjCqO5UPVDC9RKzIxutDIoCvwtjPfJrQgl6XHsb-2cOZCqjvI8OKlgCrA1CnsVGkA/s4032/20180810_190531.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIFltWK6CwgU5cw7Q07wlrXmUUeDNLvWJSu2wODUVZjoTE0MA2DzSPsudy2zEx48dvc8x47glzZI5f2NSfn4O_FOI4Z_mGMhwFwvbXT8Ih28Dan6yPt_5FbCvgGAjCqO5UPVDC9RKzIxutDIoCvwtjPfJrQgl6XHsb-2cOZCqjvI8OKlgCrA1CnsVGkA/s320/20180810_190531.jpg" width="240" /></a></div></div><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-56742748849412174482022-12-11T13:49:00.001+01:002022-12-11T13:50:07.692+01:00The sequential discovery canon puzzle<p>In my opinion, this <a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metalpuzzlemaste/14629-cannon?a=1173228" target="_blank">canon puzzle</a> is a nice introduction to sequential discovery puzzles.</p><p>Well, there are some controversial talks about what is a SD (sequential discovery) puzzle. In my opinion, it's when you have several steps to open the puzzle and at least one tool to find and use to solve another step. Maybe there should be an even more difference between SD puzzles in the way that you cannot compare a SD with only one tool and a SD with many tools / secrets / steps.</p><p>So I would tend to classify as following: </p><p>SD: puzzle with one tool to use and several steps<br /></p><p>SD+: several steps and max 2 tools<br /></p><p>SD+++: more than 2 tools and several steps</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4eQyMC7k13IoEXJb5I5zCxmEX1CCDCS1YORSJbBLsPYeaL06T8ClyZxFeHHS7E-hKmVvIodoSUmt0a07Irw182rfU_RIIrbMRqFd0HEnxXTKIJ5N0_pE5-bzu7yQTv0CIQGjTP5Du4NTSIinA8YfNmN3JsdxpbSNdgTVVg-fYdSJeMUXHPc196DxSpg/s4032/20220901_200500.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4eQyMC7k13IoEXJb5I5zCxmEX1CCDCS1YORSJbBLsPYeaL06T8ClyZxFeHHS7E-hKmVvIodoSUmt0a07Irw182rfU_RIIrbMRqFd0HEnxXTKIJ5N0_pE5-bzu7yQTv0CIQGjTP5Du4NTSIinA8YfNmN3JsdxpbSNdgTVVg-fYdSJeMUXHPc196DxSpg/s320/20220901_200500.jpg" width="240" /></a></div><br /><p><br /></p><p>Now the difficulty would be to evaluate what is a tool and what is not, but that's another story.</p><p><br /></p><p>So for this one it's a SD according to my classification, especially considering that it even suitable for beginners.</p><p>The goal of the puzzle is to find the cannon ball. What's nice with the puzzle is that it has a metal support, to try to look like a real cannon.<br /></p><p>A not tool difficult but nonetheless nice puzzle that you should own and show to your guest (if they are not seasoned puzzlers!)<br /></p><p><br /></p><p><a href="https://www.puzzlemaster.ca/browse/metalpuzzles/metalpuzzlemaste/14629-cannon?a=1173228" target="_blank">You can buy it on Puzzle Master webshop!</a><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-54925543454626868442022-11-25T18:20:00.002+01:002023-01-18T22:04:15.386+01:00Karakuri Kit<div class="separator"><p style="margin-left: 1em; margin-right: 1em; text-align: left;"></p><p>You all know the beautiful Mecanigma and Architecto Kit by NKD
puzzles and you all know the nice puzzles by Karakuri Group, right?</p><p>Now
let me intriduce you the Karakuri Kits. Well these are not new, but
almost (if never) never reviewed anywhere, while they really deserve it !</p><p><br /></p><p><a href="https://www.puzzlemaster.ca/browse/games/models/woodenmodels/15559-karakuri-work-kit-kolorin-diy-trick-box?a=1173228" target="_blank"><u><b>I will focus on the Karakuri Work Kit - Kolorin</b></u></a><br /> <br /></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuad_CDrukF2U9FiJ0ap8qPPv0pggH9TkGHdK7r4uNADq8ZX87RTQEPnI_Z84eYty_5EwjuUPlfJxJUsj4sMDsJa58MkR65L2sP7zvjDjZsBV933DZXlNm3YJIx__fuTbKt0wBQFE2a6wql5e4eoVC2KAhTenQNKYkazddGNTstB5NP05jF-UXSmb2Yg/s1260/Image_2.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1260" data-original-width="1260" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuad_CDrukF2U9FiJ0ap8qPPv0pggH9TkGHdK7r4uNADq8ZX87RTQEPnI_Z84eYty_5EwjuUPlfJxJUsj4sMDsJa58MkR65L2sP7zvjDjZsBV933DZXlNm3YJIx__fuTbKt0wBQFE2a6wql5e4eoVC2KAhTenQNKYkazddGNTstB5NP05jF-UXSmb2Yg/s320/Image_2.jpeg" width="320" /></a></div><br />The goal of this kit is to build a wooden box with a drawer that can only be opened if you manage to solve the puzzle.<br /><br /> <br /><br /><span style="background-color: #fcff01;"><b>The assembly</b></span><br /><br />The kit is composed of 26 pieces: 23 wooden pieces to assemble and glue with wood glue (not included), 1 transparent plexi plate, 1 metal ball, and a spring. All the elements are of very good quality.<br /><br />The assembly instructions are entirely in Japanese but the illustrations are clear enough not to need the text. The diagrams in the instructions are precise and the use of color makes it easy to see which parts to use and where to use the glue.<br /><br />The assembly itself is very satisfying. The wooden pieces seem to be a kind of improved plywood. There are 5 different layers (probably glued at very high pressure to get a good final quality), 3 inner layers for strength (a kind of medium glued in opposite directions) and 2 outer layers of veneer for visual appearance.<br /><br />The pieces are cut (no laser cut so no blackened side) with extreme precision. Everything fits together perfectly. Nothing protrudes. It is impressive !!<br /><br /> The assembly is relatively fast, 30 minutes should be enough. Once finished, the box is solid and inspires confidence. There is no fear of breaking it or damaging the mechanism.<br /><br />The fact that you assemble the mechanism yourself allows you to understand both how it works and the technical details so that it can be assembled easily. It is ingenious.<br /><br /> <br /><p></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdWMFc1lID7SBG7KWQVBHfY4KNcjiQqeogDjiP31mVyMGMilCTunEn5yL2Fk0YCvw4qwH1jGcp_woPPqD-q_Qs1D3xtDKJhj783gUiLXs8rteLC6cn2J97ENYkaIsAWkLVkb3jjU0GpT9zk0i3C1Bvr3upMtaBHzw_Kkl4fJFbcUtGXKvmRf0d4efKbg/s2400/Image.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2400" data-original-width="1800" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdWMFc1lID7SBG7KWQVBHfY4KNcjiQqeogDjiP31mVyMGMilCTunEn5yL2Fk0YCvw4qwH1jGcp_woPPqD-q_Qs1D3xtDKJhj783gUiLXs8rteLC6cn2J97ENYkaIsAWkLVkb3jjU0GpT9zk0i3C1Bvr3upMtaBHzw_Kkl4fJFbcUtGXKvmRf0d4efKbg/s320/Image.jpeg" width="240" /></a></div><p style="margin-left: 1em; margin-right: 1em; text-align: left;"></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"><br /></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"><span style="background-color: #fcff01;"><b>The puzzling aspect </b></span><br /><br />Here you have to use a ball to operate a mechanism visible through a plexi plate. When manipulating it, the sound of the ball against the wooden plates is very pleasant.<br /> <br />I find the box pretty and intriguing because the mechanism is visible from the outside. We can see immediately that we are dealing with a secret box! And one is irresistibly tempted to manipulate it to try it. Although the resolution is not surprising, it remains very satisfactory. This is due to the quality of the material (everything slides smoothly), to the sound of the ball hitting the wood, to the simplicity of the mechanism that makes you want to understand it right away, etc.<br /><br />I left it at home on the table and all my friends wanted to try it, and even when they had found the way to open it, they wanted to do it again, and again.<br /><br />The puzzle is extremely simple. It's more of a marble game than a puzzle. It might disappoint, but I don't think this kit is intended to be too complex. The interest, for me, is to build and perceive the difficulties and ingenuity necessary to create a puzzle. The goal is also to have an object that you made yourself and that has a particular value to the one who made it. It is also possible to personalize it (paint it, stick pictures, stick small objects in the mechanism area, make it more or less complex by adding obstacles, etc ...).<br /></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHi59GLetL_vyFjcUP0S-bMN4gbGZ9v9rHNoIF4WB4pyQNBCALMt3VTxuvz8k1LK-rdK-O4yyLs-YKAsDcFRYU4IrKzCtfoIGbUxvQV28pptxfOkFm9h4UtqDpPuLYiC_ItHEGOV2lbbwu1v7WEqgv-oPUTiWVU0926rCXtoR7fxbQsa2MjE7ss4iA1g/s1527/Image_1.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1527" data-original-width="1527" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHi59GLetL_vyFjcUP0S-bMN4gbGZ9v9rHNoIF4WB4pyQNBCALMt3VTxuvz8k1LK-rdK-O4yyLs-YKAsDcFRYU4IrKzCtfoIGbUxvQV28pptxfOkFm9h4UtqDpPuLYiC_ItHEGOV2lbbwu1v7WEqgv-oPUTiWVU0926rCXtoR7fxbQsa2MjE7ss4iA1g/s320/Image_1.jpeg" width="320" /></a></div><p style="margin-left: 1em; margin-right: 1em; text-align: left;"><br /> <br /></p><p style="margin-left: 1em; margin-right: 1em; text-align: left;"> <span style="background-color: #fcff01;"><b>Who is it for?</b></span><br /><br />For those who like to understand the mechanisms of a puzzle. For those who like to build lego and furniture kits. For those who want to have or offer an original and personalized object. The box can also be the box that contains the 'real' gift in its drawer.<br /><br />This kit could also be very well suited to a parent-child activity (perhaps from 10 years old?), there is indeed no particular difficulty in the assembly or solving the puzzle.<br /><br /> <br /><b> </b></p><p style="text-align: left;"><span style="background-color: #fcff01;"><b>Conclusion</b></span><br /></p><p style="text-align: left;">The construction of this kit is very satisfactory. This is particularly related to the quality of the parts and the precision of the cutting which allows a perfect assembly! </p><p style="text-align: left;">The object is pretty and intriguing. We immediately want to take it and try it. The handling is satisfying and makes you want to do it again and again.The puzzle itself is not surprising, it is more of a game than a challenge and that is the goal.<br /></p></div><br /><br /><br /><p></p><p><u><b>Many other kits are available. You can find some pictures below.</b></u><br /></p><p></p><p></p><p></p><p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEias5uiPeXyGGhbB1s5b-e517vgN2F4NbqQiXxK-M8w212tXXQQ7_vJ2EeBjXk9FC57VvsSrc0qt0X-CGvK4zpj0x3HZzN1zaj9buCVfCxxRqNw6gAvB5XFkxqHSnXTZ7mX7HrXCINPC3TU7xBA58-ztYAIHot6hDdOBUu2vaQURKEI1fRD-I13z9HfUg/s4032/20221012_095254.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEias5uiPeXyGGhbB1s5b-e517vgN2F4NbqQiXxK-M8w212tXXQQ7_vJ2EeBjXk9FC57VvsSrc0qt0X-CGvK4zpj0x3HZzN1zaj9buCVfCxxRqNw6gAvB5XFkxqHSnXTZ7mX7HrXCINPC3TU7xBA58-ztYAIHot6hDdOBUu2vaQURKEI1fRD-I13z9HfUg/w240-h320/20221012_095254.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo6mjJ1CqIbZjGklPqAV0eUDv-YnZnC517pfvCgbDqki-Rzy8TU6_PbftXoIwDk-ktZWghwqfSHfeRoszSQybafc-rZCjBonn5fmEYZMA8zfhR86Nmy8BwGPkX-USDkdx69v07gp_qqYv6teFy8FxdE2zCS370jp42u8s2F06C15u2qjUXFM9jhTw_Hw/s4032/20221012_095313.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo6mjJ1CqIbZjGklPqAV0eUDv-YnZnC517pfvCgbDqki-Rzy8TU6_PbftXoIwDk-ktZWghwqfSHfeRoszSQybafc-rZCjBonn5fmEYZMA8zfhR86Nmy8BwGPkX-USDkdx69v07gp_qqYv6teFy8FxdE2zCS370jp42u8s2F06C15u2qjUXFM9jhTw_Hw/w240-h320/20221012_095313.jpg" width="240" /> </a></p><p></p><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-70378701117798441762022-11-21T23:42:00.005+01:002022-11-21T23:42:35.078+01:00Your list of puzzles to order from X-mas Father<p>X-mas is coming in a month or so, and it's time to make your wishing list for Xmas-Father !!!</p><p><br /></p><p>Below are my suggestions. I will put several puzzles with several kind of price. If you've been nice maybe you will get them all under the Xmas tree. Else...maybe nothing??</p><p>The order of the below puzzles does not mean anything special. It does not mean that 1/ is my favourite. I just needed to make a list, that's it :) </p><p>Also there are some great puzzles that I would highly recommend, but many are sold out. And it's better to have some puzzles in stock ready to be bought for your X-mas Father, you don't want to receive your presents in January :)<br /></p><p><br /></p><p>1/ <a href="https://nkd-puzzle.com/en/" target="_blank"><u><b>Mecanigma Kit and/or Architecto kit</b></u></a> for the people who like crafting things and enjoy big boxes!<br /></p><p><a href="https://nkd-puzzle.com/fr/34-mecanigma.html" target="_blank"><u><b>Mecanigma Kit</b></u></a> is the first big kit to have been released. I advise starting with Mecanigma Kit before doing Architecto. Everything is provided in the kits: glue, sandpaper, laquer, etc. You will just need some tiny manuel screwdrivers (kind of actually) to make tiny holes.</p><p>You need to follow the steps as everything is clearly mentioned. So you should not have too many issues. I still need to warn you: it's not that easy and obviously if you already have some manual skills that helps a lot.</p><p>As for <a href="https://nkd-puzzle.com/fr/60-puzzle-box-architecto-en-kit-.html" target="_blank"><u><b>Architecto Kit</b></u></a>, it's a bit more expensive and more challenging to solve because there are LED lights and other things to add.</p><p>One more thing: you won't get spoiled while crafting the puzzle because the steps in the solution process don't follow the same order as the steps in the crafting process. Plus I am sure you will be more focussed on making things right, than analyzing the pieces and steps to deduce the solution ! :)</p><p></p><p><img alt="Kit Puzzle box Architecto NKD Puzzle - 1" class="img-fluid ls-is-cached lazyloaded" height="320" src="https://nkd-puzzle.com/923-medium_default/puzzle-box-architecto-en-kit-.jpg" title="Kit Puzzle box Architecto NKD Puzzle - 1" width="320" /> <img alt="Kit Puzzle box Mécanigma NKD Puzzle - 1" class="img-fluid ls-is-cached lazyloaded" height="320" src="https://nkd-puzzle.com/938-medium_default/mecanigma.jpg" title="Kit Puzzle box Mécanigma NKD Puzzle - 1" width="320" /></p><p></p><p><br /></p><p><br /></p><p>2/ <a href="https://jigsawholic.com/" target="_blank"><u><b>Bozo's packing puzzles</b></u></a> for the people who loved well-made clever packing puzzles<br /></p><p>I reviewed the several puzzles in different posts in my blog. To be honest, I really like all of them. The quality is top, fit is perfect, difficulty is challenging. <br /></p><p>His first puzzle was <a href="https://jigsawholic.com/products/jigsaw-ugly4" target="_blank"><u><b>Ugly 4</b></u></a> which puzzled me for long time due to the weird puzzle pieces. Definity challenging.</p><p>The other 2: <a href="https://jigsawholic.com/products/8cat-puzzle" target="_blank"><u><b>8cat</b></u></a> and <a href="https://jigsawholic.com/products/jigsaw-broken-heart" target="_blank"><u><b>Broken Heart</b></u></a> are also nice challenges. 8cat has 2 challenges. As for Broken Heart I like the design a lot. For this one, I did not fall into the traps so I did not fully appreciated the difficulty, still liking it a lot.</p><p>The latest one <a href="https://jigsawholic.com/products/the-misfit" target="_blank"><u><b>MisFit</b></u></a> has even improved in terms of quality with a nice tray and a plexi cover. It took me a bit of time. You can choose the colors of the pieces when placing your order.</p><p>Let me remind you the coupon code to use when ordering to get a nice % reduction: <span style="background-color: #fcff01;"><b>RPW7ZMDYF6XZ</b></span></p><p><img alt="Load image into Gallery viewer, Jigsaw Ugly4
" class="product-single__thumbnail-image" src="https://cdn.shopify.com/s/files/1/0265/6603/3444/products/IMG_6629_110x110@2x.jpg?v=1616607442" /><img alt="Load image into Gallery viewer, The Misfit
" class="product-single__thumbnail-image" src="https://cdn.shopify.com/s/files/1/0265/6603/3444/products/Themisfit-coloralmostwhite_110x110@2x.jpg?v=1666700084" /><img alt="Load image into Gallery viewer, 8cat puzzle
" class="product-single__thumbnail-image" src="https://cdn.shopify.com/s/files/1/0265/6603/3444/products/secretbag_110x110@2x.jpg?v=1605291895" /></p><p><br /></p><p><br /></p><p>3/ <u><b>Trick Locks from Sashko</b></u> for the metal lover puzzlers who liked to be tricked with locks!</p><p>I reviewed in older posts the Titan Locks, Her Key to The treasure lock, and the lastest one: Monoblock.</p><p>All are modified locks from existing locks. In terms of difficulty for sure Titan lock is the most challenging with some traps and some unusual steps. Her Key to THe treasure can be solved in different ways (some more elegant than others) and finally Monoblock is the heaviest (pretty heavy actually!) of them all and has nice steps. It's not super difficult but some steps may puzzle you for some time.</p><p>His locks can be bought on etsy under the name of "<a href="https://www.etsy.com/shop/LockPuzzle?ref=usf_2020" target="_blank">LockPuzzle</a>". He also made available to purchase some lock picking kits to learn how to pick locks. Something interesting I guess (I have never tried so far) !</p><p>I've put the link if you click on LockPuzzle, but sometimes links to etsy don't work...so I guess you also may find it by yourself on etsy :)</p><p></p><p style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Titan padlock training/practice kit limited edition Brass" class="wt-max-width-full wt-horizontal-center wt-vertical-center carousel-image wt-rounded" data-carousel-first-image="" data-index="0" data-original-image-width="2000" data-src-zoom-image="https://i.etsystatic.com/20055347/r/il/808dc5/3813686407/il_fullxfull.3813686407_rv35.jpg" height="319" src="https://i.etsystatic.com/20055347/r/il/808dc5/3813686407/il_794xN.3813686407_rv35.jpg" width="315" /></p><img alt="Titan's Treasure Puzzle Lock image 1" class="wt-max-width-full wt-horizontal-center wt-vertical-center carousel-image wt-rounded" data-carousel-first-image="" data-index="0" data-original-image-width="952" data-src-zoom-image="https://i.etsystatic.com/20055347/r/il/57e20b/1851976608/il_fullxfull.1851976608_nfz6.jpg" height="320" src="https://i.etsystatic.com/20055347/r/il/57e20b/1851976608/il_794xN.1851976608_nfz6.jpg" width="320" /><p></p><p><br /></p><p><br /></p><p>4/ <a href="https://dougfactory.com/" target="_blank"><u><b>Some mazes by Doug</b></u></a> (aka Inside Cube)</p><p>So fare they have released a lof of puzzles from Easy to Mortal (well this is the name of it). The goal is to navigate with a ball from start to end with the maze engraved on the cubes. That does not make the puzzles easy, hell no !!</p><p>The first puzzles were called <a href="https://dougfactory.com/collections/frontpage" target="_blank"><u><b>The Original</b></u></a>: the easy cubes have fewer levels than the "regular" ones. The phantom ones have 2 ball bearings. Be careful: for the most advanced cubes, you cannot open them. </p><p>The <a href="https://dougfactory.com/collections/collection-inside-3-escape" target="_blank"><b><u>Donjon</u></b></a> was released with the idea of using a vegetal plastic. It has a nice shape. I love the design of it.</p><p>Finally the <a href="https://dougfactory.com/collections/collection-inside-3-legend" target="_blank"><u><b>Legend puzzles</b></u></a> are on one level and have nice stories behind them. Recently there has been a campaign on Ulule to raise some money to create a more advanced Legend with a 2-layer maze. The layers can be taken off the tray, they call it <a href="https://dougfactory.com/collections/i-n-s-i-d-e-3-troglodyte" target="_blank"><u><b>Troglodyte</b></u></a>.<br /></p><p></p><p style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img data-rimg-crop="false" data-rimg-max="1000x1000" data-rimg-scale="1" data-rimg-template-svg="data:image/svg+xml;utf8,<svg%20xmlns='http://www.w3.org/2000/svg'%20width='1000'%20height='1000'></svg>" data-rimg-template="//cdn.shopify.com/s/files/1/0631/4639/3815/products/castlesitecarre_{size}.jpg?v=1659564071" data-rimg="loaded" height="320" src="https://cdn.shopify.com/s/files/1/0631/4639/3815/products/castlesitecarre_1000x1000.jpg?v=1659564071" width="320" /></p><img data-rimg-crop="false" data-rimg-max="1000x1000" data-rimg-scale="1" data-rimg-template-svg="data:image/svg+xml;utf8,<svg%20xmlns='http://www.w3.org/2000/svg'%20width='1000'%20height='1000'></svg>" data-rimg-template="//cdn.shopify.com/s/files/1/0631/4639/3815/products/packnoob2_{size}.png?v=1653056265" data-rimg="loaded" height="320" src="https://cdn.shopify.com/s/files/1/0631/4639/3815/products/packnoob2_1000x1000.png?v=1653056265" width="320" /><p></p><p><br /></p><p><br /></p><p><br /></p><p>Which ones will you choose ?? :)<br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-49868322103042083982022-11-17T10:38:00.000+01:002022-11-17T10:38:06.454+01:0037 hours left to back up this project !!!<div class="separator"></div><p>You have less than 2 days to back up this awesome puzzle project in Ulule !!</p><p>The money is raised by Doug aka Inside Cube. Goals are to re-release an old puzzle and a new one. And with some added bonus along the way.</p><p>Doug would like to raise 15 000 euros to reach a new goal !</p><p style="margin-left: 1em; margin-right: 1em;"><img height="640" src="https://s3-eu-west-1.amazonaws.com/com.ulule.media/presales/8/8/3/1/5/1/151388/illustration_sans_titre-43.bFrVa7QJX6.jpg" width="215" /></p><p></p><p><br /></p><p>So hurry up and help them to raise the money :)</p><p> </p><p><a href="https://fr.ulule.com/conan-et-la-cite-perdue-de-tanusul/" target="_blank"><u><b>This is the link of the project ! </b></u></a><br /></p><p> </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-39318314353747004722022-11-13T21:27:00.000+01:002022-11-13T21:27:07.871+01:00Some Siebenstein-Spiele<p>Don't even try to pronounce "Siebenstein-Spiele", you better just solve the puzzles :)</p><p>Siebenstein-Spiele is famous for puzzles that usually combines wood and plexi and many have also some coins to free as goals. Many are mazes, but not all. So in this post, there will be one maze and one that is definitely not a maze!</p><p><br /></p><p><b><a href="https://www.puzzlemaster.ca/browse/wood/european/9086-euro-falle-03?a=1173228" target="_blank">Euro-Falle 03</a></b> is a cute puzzle that belongs to a pretty big series of euro coins from the same designer. </p><p>It's composed of 4 screws and I notices that 3 of them were a bit loose. So I unscrewed them. Of course, if I tell you that, then you should immediately see this not as a spoiler (because it's not the solution). And... puzzle solved!!</p><p>So I realized that was not the solution (and if it was, then it would have been super disapointing) and I managed to see the mechanism and the way it should have normally worked. Nothing really new about the mechanism, so don't expect something amazing. There is one step that I don't like and a nice step as well. I keep secret the number of step.</p><p>I recommend the puzzle if you have the other in the collection or if you like coin puzzles. If you're lookingfor a serious challenge, that may not the puzzle that suits your taste. I don't mean this is an easy puzzle though.</p><br /><br /><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYiQY5ZgPImXv8HxcgSVbgRqh7eNfG6VYj9h5Tdp31cpPIxv_oBfvwAO_JhfBkaLvZCkk3xgU9aYaNBCrb-U9Z28-zAVUlCGwuXqmrmcEf-eDyiuqVkHH18cXsHO1bybXE6D_MnT6ImbhfxLYTTS1CRv7f7ilaqLma6esf7KJU_m1Wfo6vhTEopmWuOQ/s4032/20221012_095238.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYiQY5ZgPImXv8HxcgSVbgRqh7eNfG6VYj9h5Tdp31cpPIxv_oBfvwAO_JhfBkaLvZCkk3xgU9aYaNBCrb-U9Z28-zAVUlCGwuXqmrmcEf-eDyiuqVkHH18cXsHO1bybXE6D_MnT6ImbhfxLYTTS1CRv7f7ilaqLma6esf7KJU_m1Wfo6vhTEopmWuOQ/s320/20221012_095238.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIQxwxUDQoW682CcfO8Qnc21Q-QoIRbEEG7CyG9-Q9iGAnYYKI8WncePBcV_JizwB3SAw3V5HvRqa2jyoghbOpu6RTntLIPjuWu87T-Fjvd7GNUGF1xfQ6hgqAd3kL6dcVummgKUpSPpR_UeXrM6aSFeBQ66-kVDsCM1eKOmIfSIwQ4nfzOTakDVNnfQ/s4032/20221012_095247.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIQxwxUDQoW682CcfO8Qnc21Q-QoIRbEEG7CyG9-Q9iGAnYYKI8WncePBcV_JizwB3SAw3V5HvRqa2jyoghbOpu6RTntLIPjuWu87T-Fjvd7GNUGF1xfQ6hgqAd3kL6dcVummgKUpSPpR_UeXrM6aSFeBQ66-kVDsCM1eKOmIfSIwQ4nfzOTakDVNnfQ/s320/20221012_095247.jpg" width="240" /></a></div></div><br /><br /><p><br /></p><p>As for the other puzzle, the maze one, it's called "<b><a href="https://www.puzzlemaster.ca/browse/wood/european/6926-safe?a=1173228" target="_blank">safe</a></b>". I have to say that the name of the puzzle is pretty well found because the coin to release is safe as it's a challenging puzzle. It's a 2 layer maze (one wooden layer and one in plexi) that you will have to rotate while moving the 2 pins. </p><div class="separator" style="clear: both; text-align: center;"><p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuVUn1zpqctuVwokpoKsi9jnui8C9-_LG_OQqGKiqsOfQxOH2l14PqncSMYP43beHRw_RBh9DlLLyQ-w5HoohvupJpDOU4DRENVNDCHJKWtwwCbx6VMrlrV6ITXieHoZOGVRvqAzoWoYBH3HbEX9Ia_SJvYSn-L7xQihJh1rXIZzVH9Qy-nhAlOdCEWQ/s4032/20221012_095231.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuVUn1zpqctuVwokpoKsi9jnui8C9-_LG_OQqGKiqsOfQxOH2l14PqncSMYP43beHRw_RBh9DlLLyQ-w5HoohvupJpDOU4DRENVNDCHJKWtwwCbx6VMrlrV6ITXieHoZOGVRvqAzoWoYBH3HbEX9Ia_SJvYSn-L7xQihJh1rXIZzVH9Qy-nhAlOdCEWQ/s320/20221012_095231.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7STcErpVXP4BqBglR6fdJ-yoH3VYFgkqVUJd-oHPagCJGVrLmSZKrDhRq2Uza7dKb7jW0mH4dfccSuENU-H35AOwodVeP9N1WCLVzzcYyXV2odlPb2hO9W5Xr8FRNiyBwkhhCeF7Ho6ftnHEtRHSdf8Cf3-peGCfibImL4UJyXKCG5N7hKKPShWvODw/s4032/20221012_095222.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7STcErpVXP4BqBglR6fdJ-yoH3VYFgkqVUJd-oHPagCJGVrLmSZKrDhRq2Uza7dKb7jW0mH4dfccSuENU-H35AOwodVeP9N1WCLVzzcYyXV2odlPb2hO9W5Xr8FRNiyBwkhhCeF7Ho6ftnHEtRHSdf8Cf3-peGCfibImL4UJyXKCG5N7hKKPShWvODw/s320/20221012_095222.jpg" width="240" /></a></p></div><p> </p><p>It's for sure a challenging puzzle!</p><p>At some point you will solve it, it's mostly try, try again and try one more time. I'm not even sure we can apply a reliable logic when solving a maze puzzle....</p><p>For sure it's well made, and if you're looking for a serious challenge, go for it! You will rewarded with a real coin, so actually you can replace the coin with a fake one, resulting in a cheaper puzzle :)</p><p><br /></p><p><a href="https://www.puzzlemaster.ca/search/?brand=271?a=1173228" target="_blank">Both can be found on Puzzle Master webshop !</a><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-56029854159369750792022-10-30T16:40:00.000+01:002022-10-30T16:40:08.628+01:003rd lock from Sashko<p>You may already be aware of Sashko's previous locks: <a href="http://puzzlinginwonderlands.blogspot.com/2019/09/titans-lock.html" target="_blank">Titan</a> and <a href="http://puzzlinginwonderlands.blogspot.com/2020/07/her-key-to-treasure.html" target="_blank">Her Key to the Treasure</a>. Now you will be able to enjoy another lock (it's been long time that Sashko has not relesad a new puzzle).</p><p>And it's not a small one....it's HEAVY !</p><p>This big lock is called "Monoblock" and it's a 1kg puzzle. Don't drop it on your feet....</p><p>The goal is easy to guess: open the lock !<br /></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi86TId8eMW5UuUe1ONGC_-twKyDhFjTBN_-35kvC1m2Erxs5fnoE2J1AOlA8_ZJnTfpoXSlsgYRTbEhuKUgBc0X8HRT9rmD3_AZIenaap5o1MQdqtx5xNKfQxOEvCMF1UyvHChUQ5OYIt7vU7z_izvsTJOlc6S0FjoreFf4xx10zaZGp1ogulKF9EaJw/s4032/20221029_144556.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNdcjeGioLzk5zwipM00X3EgVpNt725nG7XuDehu35c02qzFUHFoaWcOl0Xe11-DB4V8Sdel5M_3-4mGIQPzsHt5HxT0TJWR4sk7FlwkpXcf78PLAyzNf2X-kkH7omYSH2NB9UCeHdUEdFGyDuxPdjbXCrmPJnbISSbqWtldRUQzYz9VzBPIC-TDadHg/s4032/20221029_144505.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNdcjeGioLzk5zwipM00X3EgVpNt725nG7XuDehu35c02qzFUHFoaWcOl0Xe11-DB4V8Sdel5M_3-4mGIQPzsHt5HxT0TJWR4sk7FlwkpXcf78PLAyzNf2X-kkH7omYSH2NB9UCeHdUEdFGyDuxPdjbXCrmPJnbISSbqWtldRUQzYz9VzBPIC-TDadHg/s320/20221029_144505.jpg" width="240" /></a><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi86TId8eMW5UuUe1ONGC_-twKyDhFjTBN_-35kvC1m2Erxs5fnoE2J1AOlA8_ZJnTfpoXSlsgYRTbEhuKUgBc0X8HRT9rmD3_AZIenaap5o1MQdqtx5xNKfQxOEvCMF1UyvHChUQ5OYIt7vU7z_izvsTJOlc6S0FjoreFf4xx10zaZGp1ogulKF9EaJw/s320/20221029_144556.jpg" width="240" /></div></div><br /><br /> <p></p><p>I quickly made some discoveries that lead me on the right track and I made some progress smoothly. Actually it did not take me long time to solve, but I assume if you don't get the right ideas at the right moment, then it may take some more time. Especially one step that may be a bit tricky and I am not even sure that I did it in the intended way... Nevermind it worked :)</p><p>Also about the last step, I don't really fully understand at 100% how it works despite having managed to perform it several times...</p><p>Obviously this is a must-have if you like trick locks and metal puzzles !</p><div class="separator" style="clear: both; text-align: center;"><p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFEfvlLupQA_-pb9Nb6sVhnT8sFgfx2LXztEJN2t41gm9XFIMQnGFjHxtDap_4fv4pGw-fRSzxmbhGOlC16AHM3b7YQic5FFH-6Wv6SfPQ0J45rZKulW2UBeHujNbg9N_hJOall5fIJZ7v3cTwe4c19mUbYanwKcgOd0rYLKQGHgzxTCLaa0kdP3fETw/s4032/20221029_111535.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFEfvlLupQA_-pb9Nb6sVhnT8sFgfx2LXztEJN2t41gm9XFIMQnGFjHxtDap_4fv4pGw-fRSzxmbhGOlC16AHM3b7YQic5FFH-6Wv6SfPQ0J45rZKulW2UBeHujNbg9N_hJOall5fIJZ7v3cTwe4c19mUbYanwKcgOd0rYLKQGHgzxTCLaa0kdP3fETw/s320/20221029_111535.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_z1IuY1NOwD2-jATqLGZ12GpZttKJQR9J9zRlRC34INqn2zwUaMDr1vYUIWuuKbaAMmxbShdIiZ1RwbXzBfH3fAGPNNQr9YX75UFOxxLn7o21HM6u96pQiP37KNay-8rvhaTdQ2AI6VANVJ3mKP9hZTSxglB1C5O3IShNM99eOv3Z5bdxaVsA1NXBww/s4032/20221029_111527.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_z1IuY1NOwD2-jATqLGZ12GpZttKJQR9J9zRlRC34INqn2zwUaMDr1vYUIWuuKbaAMmxbShdIiZ1RwbXzBfH3fAGPNNQr9YX75UFOxxLn7o21HM6u96pQiP37KNay-8rvhaTdQ2AI6VANVJ3mKP9hZTSxglB1C5O3IShNM99eOv3Z5bdxaVsA1NXBww/s320/20221029_111527.jpg" width="240" /></a></p></div><p>Compared to Saskho's previous lock, it's definitely less challenging than his Titan puzzle. </p><p>But after all, a break in terms of difficulty is never a bad ide, don't you think so? </p><p>I am in a hurry to see what Sashko will prepare for us in the (hopefull soon) future !!<br /></p><p><br /></p><p>You can buy the lock at Sashko's etsy shop<br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-47353090121010679372022-10-18T16:44:00.004+02:002022-10-18T16:44:34.280+02:00New Ulule Campaign for DouG Factory (inside cube)<p><b><a href="https://www.ulule.com/conan-et-la-cite-perdue-de-tanusul/" target="_blank">Quick promotion post for their new campaign</a></b></p><p><b> </b></p><p>Sounds really exciting with come devilish puzzles. I trust they will keep on making top-quality puzzle. </p><p><img height="640" src="https://s3-eu-west-1.amazonaws.com/com.ulule.media/presales/8/8/3/1/5/1/151388/illustration_sans_titre-1.DdPtVw0sfE.jpg" width="480" /></p><p><span style="color: #fcff01;"><b><span style="font-size: large;">So what are you waiting for? Go and bid :-)</span></b></span></p><p><br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-55277267108723314092022-10-14T16:10:00.003+02:002022-10-14T16:16:30.705+02:00MisFit by Bozo - finally solved !!<p>I made a quick post about the new Bozo puzzle in September called MisFit. The quality is still top level and the tray has improved a lot, especially the cover lid.</p><p>I really like the fact that you have an empty space for the puzzle to get an initial configuration that does not spoil you the solution.</p><p><br /></p><p>Ok so now, what can I say in this new post? Well....just that I finally solved the puzzle!!!</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaxibiFMV_VriuMk492hVE7dSYaDjGxtacjbnQogmNlHd3kXmBX9-UlDIGh1dp2axz_DO6jQ7aZagGmKZl1ZHmn66MVFgZHzB1L2J3OWxwyYQQ3iNiLREBsAgqSNs3Ed39XsR6w--QTty5Zv-BFr3fD59K-5-K_RhInkYkLlpIbTbHKr9FMoyP9z7HGg/s4032/20220923_111141.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaxibiFMV_VriuMk492hVE7dSYaDjGxtacjbnQogmNlHd3kXmBX9-UlDIGh1dp2axz_DO6jQ7aZagGmKZl1ZHmn66MVFgZHzB1L2J3OWxwyYQQ3iNiLREBsAgqSNs3Ed39XsR6w--QTty5Zv-BFr3fD59K-5-K_RhInkYkLlpIbTbHKr9FMoyP9z7HGg/s320/20220923_111141.jpg" width="240" /></a></div><br /><br /><p><br /></p><p>Of course I played with it a bit when I first made my previous post. But honestly you cannot really count on the previous attempts to remember and make significant progress. In fact, many pieces can be placed at many spaces, making it confusing and almost impossible to remember what you tried to do some days ago while playing with the puzzle.</p><p>So I sit down and played with it. It must have taken me around one hours to solve and at the end, still some pieces to move...and....SOLVED !</p><p>I would say this is a challenging one, more difficult than his broken heart puzzle.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtYOFCJuXVni0xIvo8GgZ3ffjkoCZ5Z8K6rCitMcF6rQZV6jWlFsraXGU5W-VvK_hev1huksQWQv-WAtRbKbcqdQfbBPX2T1Z9Ipr5ITd17NbbNFnqanDuXw9XUwALX4EnijXqphof1bCWjGpQPfWWYeTmCKLoBAJUs5H88zwOJ0Mp1KkZEFFFd_t6oA/s4032/20221014_152043.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtYOFCJuXVni0xIvo8GgZ3ffjkoCZ5Z8K6rCitMcF6rQZV6jWlFsraXGU5W-VvK_hev1huksQWQv-WAtRbKbcqdQfbBPX2T1Z9Ipr5ITd17NbbNFnqanDuXw9XUwALX4EnijXqphof1bCWjGpQPfWWYeTmCKLoBAJUs5H88zwOJ0Mp1KkZEFFFd_t6oA/s320/20221014_152043.jpg" width="240" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">solved. Picture over lighted to not spoil!<br /></td></tr></tbody></table><p></p><p> </p><p> </p><p>A must-have in your collection if you like challenging, tricky, well-made, plexi puzzles. </p><p>I can only recommend to buy all of his creations, because they all have that little something extra special that makes his designs so awsome :) <br /></p><p><br /></p><p><a href="https://jigsawholic.com/" target="_blank"><u>You can buy them at Bozo's website!</u></a></p><p><b><span style="background-color: #fcff01;"><br /></span></b></p><p><b><span style="background-color: #fcff01;">And if you want to enjoy a 10% reduction, you can use my coupon code: RPW7ZMDYF6XZ</span></b></p><p><span style="background-color: #fcff01;">The reduction is applied an can be seen after you click on "checkout" button, then on the page you can apply the coupon code.</span></p><p><img alt="" height="254" 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" width="640" /></p><p>If you don't like the colors, Bozo offers you to choose other colors (like all white, all black, etc.), but I feel the colors of mine are the best!<br /></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-21912872525382820332022-10-14T15:51:00.000+02:002022-10-14T15:51:28.652+02:00This puzzle has some wonderful mathematical properties<p><b><a href="https://www.puzzlemaster.ca/browse/3dprinted/16445-flippe-ball-puzzle?a=1173228" target="_blank">This is a pretty unusual puzzle</a></b>, not because it's made out of 3D printers (which has become more and more usual these days) but because of the way it works (well the way it opens).</p><p>So a ball shape with a marble inside, probably composed of 3 (?) identical (?) pieces that you have to disassemble.</p><p>There are 2 methods to disassemble the puzzle:</p><p>-> the brute force: actually you won't use "brute force", but still this is not the intended solution</p><p>-> the intended solution which is very very nice.</p><p> </p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Zf0Bk5WMfUIf2iDEbWazSxvTUqcIx38nk_wmYrFRuHtssb9b-O4R_FZVaRc0S3wt-4xePCVKGPG47HdXiqDTmFHvbhO3RQMkkNqrWF4K6F8Hp6dUzRK1s5R-0CXr-Csw0-Zi1gel8X0s3DA78hvUMYHhIRle-849E7sjvJ-ZjShiYV_5g_i1gmJtRQ/s4032/20220901_200129.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRxBdEovx7NZ6_KoJid-DkKCDenOSg2y4Fsun3xW0NHzqjjtbUAqX6BegsOO3xpvJgbHV7FnHd5h2Y-DiZMk-Peu-EK0tJfRETOOSJycLIx3IWv9kq3wC3m1gz1O-p68aD2VVKX9Zz-QD3urZ0UJ9lWdCEMQnHa4toRlttDrvkRvETGhE_jLOlni2Abg/s4032/20220901_195806.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRxBdEovx7NZ6_KoJid-DkKCDenOSg2y4Fsun3xW0NHzqjjtbUAqX6BegsOO3xpvJgbHV7FnHd5h2Y-DiZMk-Peu-EK0tJfRETOOSJycLIx3IWv9kq3wC3m1gz1O-p68aD2VVKX9Zz-QD3urZ0UJ9lWdCEMQnHa4toRlttDrvkRvETGhE_jLOlni2Abg/s320/20220901_195806.jpg" width="240" /></a><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Zf0Bk5WMfUIf2iDEbWazSxvTUqcIx38nk_wmYrFRuHtssb9b-O4R_FZVaRc0S3wt-4xePCVKGPG47HdXiqDTmFHvbhO3RQMkkNqrWF4K6F8Hp6dUzRK1s5R-0CXr-Csw0-Zi1gel8X0s3DA78hvUMYHhIRle-849E7sjvJ-ZjShiYV_5g_i1gmJtRQ/s320/20220901_200129.jpg" width="240" /></div></div><br /><br /><p>I have solved it with the Solution many times and it is always super funny.</p><p>No, I am not a weirdo! And I am sure that my readers who have solved it know what I am talking about.</p><p>The solution is easily repeatable and will blow your mind again and again. You should really trust me.<br /></p><p><br /></p><p>Despite the seemingly simplicity of the puzzle, well there are some strong maths behind, that I am not going to share. I may have the explanations in PDF format somewhere in my computer though.</p><p>But don't worry, no need to understand the explanations to have fun with the puzzle. </p><p>Did I tell you that it even got a prize during a puzzle design competition? and i tmy opinion it is well deserved :)<br /></p><p><br /></p><p><b><a href="https://www.puzzlemaster.ca/browse/3dprinted/16445-flippe-ball-puzzle?a=1173228" target="_blank">You can buy it on Puzzle Master webshop!</a></b></p><p><b> </b><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3443477342902241191.post-59225205359729993542022-09-23T16:17:00.001+02:002022-10-14T15:52:24.026+02:00Can you beat the MisFit<p>A new puzzle by Bozo has landed for the joy of puzzlers !!!</p><p><br /></p><p>The <a href="https://jigsawholic.com/discount/RPW7ZMDYF6XZ?redirect=%2Fproducts%2Fthe-misfit" target="_blank"><u><b>MisFit</b></u></a> will now challenge your skills :)</p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAxbgP1BaGkSoiBEujFX9V3k6ODOHIxzTqvsIbbv8rt_HbKOOlh2A10IBump0VkoxhfYBs9bi1DtxLNfk1vS0QWkGjbHa3xuptbK7Ir-sxdIpafYPqry3xv82SSq_lbfM2m0YIfCWnTnzAei34jfwAMGb0KL2lATWfD4URUFXGx08py-ECp3utUww1lA/s4032/20220923_110934.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAxbgP1BaGkSoiBEujFX9V3k6ODOHIxzTqvsIbbv8rt_HbKOOlh2A10IBump0VkoxhfYBs9bi1DtxLNfk1vS0QWkGjbHa3xuptbK7Ir-sxdIpafYPqry3xv82SSq_lbfM2m0YIfCWnTnzAei34jfwAMGb0KL2lATWfD4URUFXGx08py-ECp3utUww1lA/s320/20220923_110934.jpg" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirj1JRhYPujkkV7Kg-QxVjPqPnrMCY4fcIBguaztFVqyqIrrNuTwROo10jrFPTg6Q5-y-r7wnU3w4KMM5hsEBrWB2y4sKUBn0zHcDdL2l2aa6Gr0SmKRdWC4OfGYoomMECOntCGHcIqPIfULPY4LjjYnAJFRcJcLE0IHxs9Ko6NwtQnN0oUBqQDheO-A/s4032/20220923_110921.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirj1JRhYPujkkV7Kg-QxVjPqPnrMCY4fcIBguaztFVqyqIrrNuTwROo10jrFPTg6Q5-y-r7wnU3w4KMM5hsEBrWB2y4sKUBn0zHcDdL2l2aa6Gr0SmKRdWC4OfGYoomMECOntCGHcIqPIfULPY4LjjYnAJFRcJcLE0IHxs9Ko6NwtQnN0oUBqQDheO-A/s320/20220923_110921.jpg" width="240" /></a></p><p>I have not yet solved it and I will update this post or make a new one once done, but I just wanted to share my joy. The quality is still top but it has even raised to sky now:</p><p>the tray is less fragile</p><p>the "lid" has magnets to maintain the pieces (either in a solved position or unsolved position)</p><p> </p><p>To be honest: this is very clever to have this configuration, so that you can display the puzzle in the way you want and it protects well the pieces.</p><p> </p><p>Unless my internet brower does not work well, it does not seem that Bozo has updated yet his website.</p><p><br /></p><p>But you can order this puzzle with the following link (it includes a 10% reduction price): <b><a href="https://jigsawholic.com/discount/RPW7ZMDYF6XZ?redirect=%2Fproducts%2Fthe-misfit" target="_blank">order MisFit</a></b><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaFxXk1Girj49QU8Usfh6khQV84I4RCVGsqvgMYB0Zkn2kxc3QIeMkdn4a7dE-bpLnH7vlfyNGx54jFxFgvV9TD1wb-PpZ33GPsgYVyEhuNtAfQmhRioaIb2BhlxbqniI5lmiyfOKMKi_Pehbpou4_dncn5pUDgT6l8UV6OoFR6_GtsvlcYEnYSl4XYA/s4032/20220923_111141.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="3024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaFxXk1Girj49QU8Usfh6khQV84I4RCVGsqvgMYB0Zkn2kxc3QIeMkdn4a7dE-bpLnH7vlfyNGx54jFxFgvV9TD1wb-PpZ33GPsgYVyEhuNtAfQmhRioaIb2BhlxbqniI5lmiyfOKMKi_Pehbpou4_dncn5pUDgT6l8UV6OoFR6_GtsvlcYEnYSl4XYA/s320/20220923_111141.jpg" width="240" /></a></div><p></p><p><span style="background-color: #fcff01;"><b>Remember that you can still use the coupon code RPW7ZMDYF6XZ to get a 10% reduction for the puzzles in his website</b></span>. </p><p>And once again, I really advise you to buy all of them.</p><p>They all have something special and all are challenging!<br /></p><p><br /></p>Unknownnoreply@blogger.com0