I have six tiles numbered 1 to 6. Each is a different shape, (triangle, circle, square, pentagon, hexagon and octagon) and painted a different color (red, orange, blue, yellow, green and purple.)
I arranged the tiles in two rows of 3. Given that

1) The top row formed an odd number and the bottom row a prime number
2) In the bottom row the colors were in reverse alphabetical order.
3) The Blue Number 1 was between the orange tile and the Circle;
4) The Hexagon was directly above the Red triangle numbered 4.
5) One tile has a color and shape beginning with the same letter.

Can you reproduce the layout?

(In reply to solution by Ruth)

Here are pairs of odd and prime numbers formed from the digits 1 - 6. Note that the oddness of a number depends on only its last digit, so the first two are available for play:

  125  463                      421  653
  125  643                      425  163
  145  263                      425  613
  215  463                      425  631
  215  643                      451  263
  235  461                      461  523
  235  641                      463  251
  241  563                      463  521
  241  653                      521  463
  245  163                      521  643
  245  613                      523  461
  245  631                      523  641
  251  463                      541  263
  251  643                      563  241
  253  461                      563  421
  253  641                      623  541
  263  541                      625  431
  265  431                      635  241
  325  461                      635  421
  325  641                      641  523
  365  241                      643  251
  365  421                      643  521
  415  263                      653  241
  421  563                      653  421

Edited on February 25, 2007, 1:25 pm

Posted by Charlie on 2007-02-25 13:23:35