Gathering 4 Gardner Miscellaneous Puzzles, Games, Illusions, & Magic, Qty:20

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The Gathering, also referred to as G4Gn (n denoting the number in the series), is a biennial conference that started with G4G1 in 1993. At each Gathering, there are lectures, performance art, puzzle and book displays, close-up and stage magic acts, and guided sculpture building. Traditionally, each conference has a Gift Exchange in which attendees swap puzzles, magic tricks, artwork, mathematical papers, novelty items, books, etc. You will receive at least 20 of the items listed below, (probably more). The following items were exchange gifts from several different Gatherings.G4G10 Wooden Puzzles by Ben ChaffinYou should have ten pieces, all identical in shape — a 2×2 square with a single cube on top– but differently painted. Pack them into a 5x5x2 box so that the painted squares spell G on one size, and ‘4’ on the other when flipped sideways like the page of a book. G4G11 Wooden Puzzles by Ben ChaffinYou should have eleven polyomino pieces, with blue stripes on one side and orange on the other. With the orange side up, they fit into a 7×7 square, with all the orange lines aligned. The blue side makes a 5×10 rectangle, again with all lines oriented the same way. Both solutions are unique, except for a trivial swap in the 7×7 square. Enjoy! After Dinner Tricks by Bill MullinsA Collection of Puzzles, Stunts and Tricks for the Tenth Gathering 4 Gardner, 2012 Elmo’s Excellent Excursion by Dick HessThese 26 puzzles are prepared for the Gathering for Gardner 11. Elmo is an eager math enthusiast who works through each of the 26 problems to create a final enlightened ending. Find solutions A-Z to duplicate Elmo’s feat. Enjoy Elmo’s excellent excursion. Math Dice Puzzles by Dick HessThese 188 puzzles are prepared for the Gathering for Gardner 8 in 2008. Each puzzle is composed in response to the new game of Math Dice invented by Sam Ritchie and produced by Thinkfun. Most puzzles are presented here for the first time. Twenty-Sided Dice Light SpinTop from Kenneth BrecherProject LITE: Light Inquiry Through Experiments Hinged Triangle-Square by Laura TaalmanBased on Dudeney’s classic Haberdasher’s Puzzle. 3D printed in one piece, fully assembled Triangle to Square by Dick EsterleG4G11 exchange gift Can you make a cube? by Lambert BrightPuzzle Objective: Construct a cube from the three pieces. Octomaze by Pavel CurtisThe final answer has four letters. Can you find it? Carl Hoff Rings by Dr. Carl N. Hoff Sqrt 66 Ring by Yoshiyuki KotaniCombine the two 6s and take them apart without much force. Star Puzzle G4G11 by Alexandre MuñizAssemble these 8 pieces into a 4 pointed star. Tunnel Cube by George HartPlay card sculpture/puzzle On the Dot by James W. StephensInstructions: Start with the block upright on the S square with the indentations facing the sides of the board. Move the block by “rolling” it across the board, tipping it over along an edge so that it comes to rest on a different face. Take care to keep the block on the squares and aligned with the grid lines. The block cannot rest on a square with a raised dot unless there is a corresponding indentation in the block. Your goal is to finish with the block upright on the E square. Dozen Add Up by James W. StephensA two-part rolling block puzzle. Knot Tiles by Robert FathauerHave fun solving knotty puzzlers, making your own designs, and learning about the mathematics of knots! Over 100 pieces! Ages 8 & up Turning Points by Joseph KisenwetherA strategy game for 2-6 players Cuboku by Sonia Brown, Jim Henle, Christine Niccoli, and BaylaFold the enclosed cardboard into a box, then tuck in the flaps to hold the sides together. The task is to place digits 1, 2, . . . 8 on the cube, four on each face (on the intersections of the dotted lines), so that1) the sum of the digits in each region outlined in black is the same, and 2) the numbers form a “Latin cube,” that is, no digit appears twice on the same dotted line. Dodecphilia by Adam BrooksIn each of these twelve puzzles, the four 3-letter starter words anagram into three 4-letter words, two six-letter words, and finally a 12-letter word. Can you overcome your dodecaphobia and solve them all? Math Horizons, September 2010, Mathematical Association of America (MAA)Featuring an article on Martin Gardner, magical man of numbers and letters. The Mathematics of Martin Gardner by Mathematical Association of America (MAA)The College Mathematics Journal, Vol. 43, No. 1, January 2012 Clara’s Rocket (booklet) by Robert OrndorffBefore folding the rocket, you will first fold and cut out the largest possible equilateral triangle from a rectangle of conventional proportions (American letter or A4). Why is this triangle an equilateral one? Everybody will understand and appreciate the straightforward visible proof (which is not described in this booklet). Octa-Isosceles-Hexaflexagon by Ann SchwartzDon’t be satisfied with just the traditional hexaflexagon. How many faces can you find? How Puzzles Made us Human by Pradeep MutalikMultiply together the number of fingers on each hand of all the human beings in the world, approximately 7 billion in all. Is the answer approximately: A) 5^7,000,000,000,000 B) 10^7,000,000,000,000 C) 5^14,000,000,000,000 D) Something else entirely? Anamorphic drawing of Martin Gardner by Karen MortillaroI am sure that if Lewis Carroll and Martin Gardner met, they would have had a lasting friendship with many fascinating conversations. This gift pays homage to both men. Blocked Box by Henry StroutThis is a fun packing puzzle box… with a block blocking the ability to pack the puzzle box… grrrr. COFFIN… TSKTSK…Looks like fun? Cuboid Wooden Puzzle by Henry StroutPlace 6 pieces inside the box. Acupressure & Back Scratcher Two ends, two functions: Acupressure massage tap (bird-head end), backscratch (saw-teeth end). Happy like in heaven.

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