10.
About special rounding...
Besides cut off, round off and round up, you can also specify "special rounding" for subtotals and totals
or changes. Special rounding converts the right-most digit(s) of an amount to "0" or "5" to comply with
the requirements of certain areas.
1 Special Rounding 1
Last (right-most) digit
0 ~ 2
3 ~ 7
8 ~ 9
2 Special Rounding 2
Last (right-most) digit
0 ~ 4
5 ~ 9
3 Special Rounding 3
Last (right-most) 2 digits
00 ~ 24
25 ~ 74
75 ~ 99
4 Special Rounding 4 (Danish Rounding)
With Danish rounding, the rounding method applies to subtotals depends on whether you
finalize the transaction by inputting an amount tendered or not.
• When a finalization is performed without
an amount tendered entry
Last (right-most) 2 digits
of subtotal
00 ~ 12
13 ~ 37
38 ~ 62
63 ~ 87
88 ~ 99
5 Special Rounding 5 (Australian Rounding)
Last (right-most) digit
0 ~ 2
3 ~ 7
8 ~ 9
• Partial tenders (payments): for Danish Rounding
No rounding is performed for the amount of tendered nor for the change amount due when the customer makes a partial
tender. When a partial tender results in a remaining balance within the range of 1 through 12, the transaction is finalized
as if there was no remaining balance.
• Display and printing of subtotals: for Danish and Australian Rounding
s
When you press the
up to apply an add-on tax rate, the add-on tax amount is also included in the subtotal that is printed and displayed.
Important!
When you are using Danish rounding, you can use the a key to register tendered amount
in which the last (right-most) digits are 00, 25, 50 or 75. This restriction does not apply to the
h and k keys.
Rounding result
2
0
2
5
2
10
Rounding result
2
0
2
10
Rounding result
2
0
2
50
2
100
Rounding result
2
00
2
25
2
50
2
75
2
100
Rounding result
2
0
2
5
2
10
key, the unrounded subtotal is printed and shown on the display. If the cash register is also set
Examples:
1.21
1.26
1.28
Examples:
1.12
1.55
Examples:
1.24
1.52
1.77
• When a finalization is performed with
an amount tendered entry
Last (right-most) 2 digits
of change due
00 ~ 12
13 ~ 37
38 ~ 62
63 ~ 87
88 ~ 99
Examples:
1.21
1.26
1.28
1.20
1.25
1.30
1.10
1.60
1.00
1.50
2.00
Rounding result
2
00
2
25
2
50
2
75
2
100
1.20
1.25
1.30
15
E