Higgs are build up out of cubes. All Higgs are different, yet all have a corresponding diagonal shape. The shape of a Higgs is determined by throwing a pair of dice. The number of eyes is equal to the number of cubes. In total there are thirty-six double rolls required for one Higgs. This happens with two distinguishable dice; one always indicates a plus value and the other a minus value. The values coming from one double roll stay connected. Each double roll becomes a unit of at least two and up to twelve in a line concatenated cubes between the values of six and minus six. The units have a suppositional zero-line where the plus values connect with the minus.
The dice rolls result to thirty-six units. Those are arranged in a field of 6x6 squares. Each unit is placed perpendicular to occupy one square in the 6x6-field. The zero-lines of all the units align at the same level.
The unit with the highest plus value up and the lowest minus value (6/-1) is placed in one corner. The diagonally opposite corner has the counter values; the lowest plus value up and the highest minus value (1/-6). The other two corners have the lowest total value (closest to 1/-1). Next, the remaining of the thirty-six units are divided in the 6x6-field. The highest total values (closest to 6/-6) fall within the centre of the field.
Each row is arranged in a way that the values of the units proceed from high to low (e.g. 6/6/5/3/3/2), from low to high (e.g. 1/2/3/4/4/5), or from low to high to low (e.g. 1/2/4/6/2/2). From high to low to high (e.g. 4/4/3/2/3/6) is not allowed. These rules apply for both halves of the Higgs. As the two halves of all units are connected, the possibile arrangements are limited for a Higgs to comply.
