#TWEEDLE DEE AND TWEEDLE DUM FULL#

Although this looks remarkable in their raw state the possibilities are endless and these can be painted to add your own twist on this marvellous product, we have added an example of the Tweedles painted by a customer so that you can see for yourself. Hand Made in Devon UK using a specially formulated reconstituted stone to enhance the strength and durability of the piece, and finished using an olive-green stain which really lifts all the finer details that has been hand crafted by the designers at Devonshire Stone. Are they AliceвЂ™s friends or are they foeвЂ™s? They are portrayed as muddlers that never contradict but compliment what each other says which adds a twist to the story line. These endearing pair play a playful and childlike part in the story which has been shown off in the way in which they are dressed in this piece with their dungarees and caps. The pair have been created with great care and attention to the detail from the clothes that they are wearing to the wall that dee is sat upon. These have been carefully hand crafted by the designers at Devonshire Stone. Tweedle Dum and Tweedle Dee are part of a stunning collection based on the written by Lewis Carroll now available at Hidden Corners!

Welcome to AliceвЂ™s adventures in wonderland collection!

#TWEEDLE DEE AND TWEEDLE DUM FULL#

In the graphs below the brothers are referred to as bro0 and bro1, and the counts are based on the set of 168 puzzles where the 'reverse' of each puzzle is also included.(FOR OVERSEAS PURCHASES, PLEASE COULD YOU PM YOUR FULL TELEPHONE NUMBER, THIS IS FOR OUR CUSTOMS PAPER WORK, THANK YOU) The distribution of names and cards is uniform in these 84 puzzles (the brothers are as likely to be telling the truth as they are to be lying). So, ignoring the order of the statements/brothers there are 168/2 = 84 unique puzzles based on these statements. Really, only half of these puzzles are unique, as having the anonymous brothers 'first one' and 'second one' switch statements gives us essentially the same puzzle.

Some of these also lead to multiple solutions.ДЄ good puzzle must have a unique solution, and running these through a logic-puzzle solver yields 168 good puzzles (you can check out a Python notebook that generates and verifies the puzzles here). For example, if either brother makes the statement 'I am carrying a black card.' We end up with the liars paradox: the brother must be lying, but if he is, he is telling the truth (and vice versa).

This gives us 24 possible statements each brother could make, so a total of 24^2 = 576 possible puzzles.Д«ut some of these puzzles will lead to contradictions.

My brother's name is he is carrying a card.

Let's say there are 8 simple statements each brother could make. Just then flew by a monstrous crow, As big as a tar-barrel, Which frightened both the heroes so, They quite forgot their quarrel. If you think you may have a solution, you can try it out against the online version here.ДЄfter solving a puzzle (or reading the solution) in one of Smullyan's books, I am often left wishing there were more like it. Tweedle-dum and tweedle-dee Resolved to have a battle, For tweedle-dum said tweedle-dee Had spoiled his nice new rattle. SECOND ONE: My brother is Tweedledum, and he is carrying a Then made the following statements: FIRST ONE: My brother is Tweedledee, and he is carrying a blackД¬ard. Well, one of them-call him the first one-stood to Alice's left,ДЄnd the other-call him the second one-stood to Alice's right. Well, Tweedledee went into the house, and both Or Tweedledum.' 'Oh, that sounds like fun!' said Alice. Then your job is to figure out whether he is Tweedledee Make a true statement, but if his card is black, he will make a false Other one] is also carrying either a red card or a black card in his One carrying it is telling the truth, whereas a black card signifies that Would you like to play?' 'As you see, this is a red card. These parts, and we have prepared some nice logic games for you. 'You'll have to use logic,' said one of the brothers, giving the 'I'm afraid I can't very well tell you apart without your embroideredД¬ollars,' remarked Alice. 'Dum' and which was marked 'Dee,' but neither collar wasД®mbroidered. Tweedledee, who were grinning under a tree right by their house.ДЄlice looked carefully at their collars to see which was marked Just then Alice practically stumbled on Tweedledum and Here is another logic puzzle by Raymond Smullyan, this time from his book Alice in Puzzle-Land:

Tweedle dee and tweedle dum