Examples of tier tables

Computation Mode

Description

Example: 110 kg

Example: 300 kg

Single, non-linear

The property value determines a row of the tier table. The output column values of this row are assigned to the generated properties.

Gold Price = 1

Silver Price = 2

Gold Price = 4

Silver Price = 16

Single, linear

The property value determines a row of the tier table. For each output column, the output column value of this row is recalculated according to the formula "a(b-c)" where "a" is the output column value, "b" is the property value, and "c" is the lower boundary of the range including the property value. The resulting values are then assigned to the generated properties.

100=2(110-60)

200=4(110-60)

400=4(300-200)

1,600=16(300-200)

Cumulative, non-linear

The property value determines a row of the tier table. For each output column, the output column value of this row and the values of the output column of the previous rows are added together. The resulting values are then assigned to the generated properties

3=2+1

6=4+2

10=4+3+2+1

30=16+8+4+2

Cumulative, linear

The property value determines a row of the tier table. For each output column, the output column value of this row and the values of the output column of the previous rows are recalculated according to the formula "a(b-c)" (refer to the mode single, linear) and added together (*). The resulting values are then assigned to the generated properties.

160 = (1(60-0))+(2(110-60))

320 = (2(60-0))+(4(110-60))

820 = (1(60-0))+(2(120-60))+(3(200-120))+(4(300-200))

2,600 = (2(60-0))+(4(120-50))+(8(200-120))+(16(300-200))