Commonwealth Consolidated Regulations

[Index] [Table] [Search] [Search this Regulation] [Notes] [Noteup] [Previous] [Next] [Download] [Help]

SUPERANNUATION INDUSTRY (SUPERVISION) REGULATIONS 1994 - SCHEDULE 1A

Payment limits for annuities and pensions with a commencement day before 1 January 2006

(subregulations   1.05(4) and 1.06(4))

 

1.     Subject to clauses   3, 4 and 5, the maximum limits mentioned in paragraph   1.05(4)(f) or 1.06(4)(e) are determined under the formula:

    Start formula start fraction AB over PVF end fraction end formula

where:

"AB" means the amount of the annuity account balance, or pension account balance, as the case requires:

  (a)   on 1   July in the financial year in which the payments are made; or

  (b)   if that year is the year in which the annuity payments, or pension payments, commence--on the commencement day; and

"PVF" means the maximum pension valuation factor set out in Column 3 in the Table in this Schedule in relation to the item in the Table that represents the age of the beneficiary on:

  (a)   1   July in the financial year in which the payments are made; or

  (b)   if that is the year in which the annuity payments, or pension payments, commence--the commencement day.

2.     Subject to clauses   3, 3A, 3B and 4, the minimum limits mentioned in paragraph   1.05(4)(f) or 1.06(4)(e) are determined under the formula:

    Start formula start fraction AB over PVF end fraction end formula

where:

"AB" means the amount of the annuity account balance, or pension account balance, as the case requires:

  (a)   on 1   July in the financial year in which the payments are made; or

  (b)   if that year is the year in which the annuity payments, or pension payments, commence--on the commencement day; and

"PVF" means the minimum pension valuation factor set out in Column 4 in the Table to this Schedule in relation to the item in the Table that represents the age of the beneficiary on:

  (a)   1   July in the financial year in which the payments are made; or

  (b)   if that is the year in which the annuity payments, or pension payments, commence--the commencement day.

3.     For a calculation of the maximum or minimum limit in the year in which the commencement day of the pension or annuity occurs if that day is a day other than 1   July, the appropriate value set out in Column 3 or Column 4 must be applied proportionally to the number of days in the financial year that include and follow the commencement day.

3A.     For the financial years commencing on 1   July 2008, 1   July 2009, 1   July 2010, 1   July 2019, 1   July 2020, 1   July 2021 and 1   July 2022, the minimum limit is half of the amount determined under the formula in clause   2.

3B.     For the financial years commencing on 1   July 2011 and 1   July 2012, the minimum limit is 75% of the amount determined under the formula in clause   2.

4.     An amount determined under the formula in clause   1 or clause   2, is rounded to the nearest 10 whole dollars.

5.     In a year in which a PVF of 1 is used in calculating the maximum limit under clause   1, payment of the full account balance may be made at any time during the year.

Table

Column 1

Item

Column 2

Age of Beneficiary

Column 3

Maximum Pension Valuation Factor

Column 4

Minimum Pension Valuation Factor

1

20 or less

10

28.6

2

21

10

28.5

3

22

10

28.3

4

23

10

28.1

5

24

10

28.0

6

25

10

27.8

7

26

10

27.6

8

27

10

27.5

9

28

10

27.3

10

29

10

27.1

11

30

10

26.9

12

31

10

26.7

13

32

10

26.5

14

33

10

26.3

15

34

10

26.0

16

35

10

25.8

17

36

10

25.6

18

37

10

25.3

19

38

10

25.1

20

39

10

24.8

21

40

10

24.6

22

41

10

24.3

23

42

10

24.0

24

43

10

23.7

25

44

10

23.4

26

45

10

23.1

27

46

10

22.8

28

47

10

22.5

29

48

10

22.2

30

49

10

21.9

31

50

9.9

21.5

32

51

9.9

21.2

33

52

9.8

20.9

34

53

9.7

20.5

35

54

9.7

20.1

36

55

9.6

19.8

37

56

9.5

19.4

38

57

9.4

19.0

39

58

9.3

18.6

40

59

9.1

18.2

41

60

9.0

17.8

42

61

8.9

17.4

43

62

8.7

17.0

44

63

8.5

16.6

45

64

8.3

16.2

46

65

8.1

15.7

47

66

7.9

15.3

48

67

7.6

14.9

49

68

7.3

14.4

50

69

7.0

14.0

51

70

6.6

13.5

52

71

6.2

13.1

53

72

5.8

12.6

54

73

5.4

12.2

55

74

4.8

11.7

56

75

4.3

11.3

57

76

3.7

10.8

58

77

3.0

10.4

59

78

2.2

10.0

60

79

1.4

9.5

61

80

1

9.1

62

81

1

8.7

63

82

1

8.3

64

83

1

7.9

65

84

1

7.5

66

85

1

7.1

67

86

1

6.8

68

87

1

6.4

69

88

1

6.1

70

89

1

5.8

71

90

1

5.5

72

91

1

5.3

73

92

1

5.0

74

93

1

4.8

75

94

1

4.6

76

95

1

4.4

77

96

1

4.2

78

97

1

4.0

79

98

1

3.8

80

99

1

3.7

81

100 or more

1

3.5

Example:

Iva Fortune, who turns 60 on 5   September 1994, invests $100,000 in an allocated pension fund on 1   October 1994. The date of the first payment to Ms Fortune is 1   January 1995.

Assume a fund earning rate of 7%.

1994/95: The maximum and minimum payments for 1994/95 are based on:

(a)   the account balance on the day of purchase; and

(b)   the beneficiary's age of 60 on the day of purchase:

  Start formula start fraction $100,000 over 9.0 end fraction times start fraction 273 over 365 end fraction equals $8,310.50 (maximum limit, rounded to $8,310) end formula

  Start formula start fraction $100,000 over 17.8 end fraction times start fraction 273 over 365 end fraction equals $4,201.93 (minimum limit, rounded to $4,200) end formula

Assume that total payments to Ms Fortune at 30   June 1995 are $6,000.

1995/96: The maximum and minimum payments for the year 1995/96 are based on:

(a)   the account balance on 1   July 1995 which is $99,145 (residue $94,000 + interest of $5,145); and

(b)   the beneficiary's age of 60 on 1   July 1995:

  Start formula start fraction $99145 over 9.0 end fraction equals $11,016.11 (maximum limit, rounded to $11,020) end formula

  Start formula start fraction $99145 over 17.8 end fraction equals $5,569.94 (minimum limit, rounded to $5,570) end formula


AustLII: Copyright Policy | Disclaimers | Privacy Policy | Feedback