As used in this rule the following definitions apply:
Example A
Example A ignores growth or reduction in investment values, and distributions from the trust. Assume the trustee or servicing agent wants to determine the average fair market value of the trust for a 2016 distribution under the total return withdrawal method. This computation will involve averaging the trust fair market value as of January 1, 2014, 2015, and 2016. Assume the fair market value of the trust was $100 on 1-1-2014. Assume that cemetery sales of interment spaces resulted in deposits to the Care and Maintenance Trust Fund of $2.00 in 2014 and $2.20 in 2015. The computation of average fair market value for the 2016 distribution under the total return withdrawal method will be as follows:
Table A1
2014 | 2015 | 2016 | |
Beginning market value Principal addition | $100 | $102.00 | $104.20 |
2.00 + 2.20 | 2.20 | ||
FMV for averaging purposes | $104.20 | $104.20 | $104.20 |
The average fair market value for the 2016 distribution equals $104.20.
Because the $2.00 added in 2014 is not reflected in the 2014 beginning balance, it is added to that balance for purposes of computing average fair market value. Because the $2.20 in deposits occurred during 2015, it is added to both the 2015 balance and the 2014 balance. The deposits in 2014 and 2015 will necessarily be reflected in the opening fair market value in 2016, so they are not separately added in that year.
Assume that cemetery sales of interment spaces resulted in deposits to the Care and Maintenance Trust Fund of $2.15 in 2016. The average trust fair market value calculation for a 2017 distribution under the total return withdrawal method will be as follows:
Table A2
2015 | 2016 | 2017 | |
Beginning market value | $102.00 | $104.20 | $106.35 |
Deposits to trust | 2.20 + 2.15 | 2.15 | |
FMV for averaging purposes | $106.35 | $106.35 | $106.35 |
The average fair market value for the 2017 distribution equals $106.35.
Example B
Same facts as in Example A, except that in 2015 the licensing authority approved an extraordinary distribution from the trust in the amount of $5.00. The average trust fair market value calculation for a 2016 distribution under the total return withdrawal method will be as follows:
Table B1
2014 | 2015 | 2016 | |
Beginning market value | $100 | $102.00 | $99.20 |
Deposits to trust | 2.00 + 2.20 | 2.20 | |
Extraordinary distribution | (5.00) | (5.00) | |
FMV for averaging purposes | $99.20 | $99.20 | $99.20 |
The average fair market value for the 2016 distribution equals $99.20.
Because the $2.00 added in 2014 is not reflected in the 2014 beginning balance, it is added to that balance for purposes of computing average fair market value. Because the $2.20 in deposits occurred during 2015, it is added to the 2015 balance and the 2014 balance. Because the $5.00 extraordinary withdrawal occurred during 2015, it is subtracted from the 2015 balance and the 2014 balance. The deposits in 2014 and 2015, and the withdrawal in 2015, will necessarily be reflected in the opening fair market value in 2016, so they are not separately added or deducted for that year.
The average trust fair market value calculation for a 2017 distribution under the total return withdrawal method will be as follows:
Table B2
2015 | 201 6 | 2017 | |
Beginning market value | $102.00 | $99.20 | $101.35 |
Deposits to trust | 2.20 + 2.15 | 2.15 | |
Extraordinary distribution | (5.00) | ||
FMV for averaging purposes | $101.35 | $101.35 | $101.35 |
The average fair market value for the 2017 distribution equals $101.35.
Example C
Same facts as in Example B, except that we assume that the aggregate net effect of rise and fall of investment values resulted in the following actual beginning fair market values: 2015, $103.00; 2016, $110.
Table C1
2014 | 2015 | 2016 | Avg FMV | |||
Beginning market value | $100 | $103.00 | $110 | |||
Deposits to trust | 2.00 + 2.20 | 2.20 | ||||
Ordinary distribution | (5.00) | (5.00) | ||||
FMV for averaging purposes | $99.20 | $100.20 | $110.00 | $1 10 | $103.13 |
The average fair market value for the 2016 distribution equals $103 .13.
Assume the actual fair market value at the beginning of 2017 is $115. The average trust fair market value calculation for a 2017 distribution under the total return withdrawal method will be as follows:
Table C2
201 5 | 201 6 | 2017 | Avg FMV | |
Beginning market value | $103.00 | $110 | $115 | |
Deposits to trust | 2.20 + 2.15 | 2.15 | ||
Extraordinary distribution | (5.00) | |||
FMV for averaging purposes | $102.35 | $112.15 | $115 | $109.83 |
The average fair market value for the 2017 distribution equals $109 .83.
Fla. Admin. Code Ann. R. 69K-7.0012
Rulemaking Authority 497.103, 497.2675 FS. Law Implemented 497.2675, 497.268, 497.269 FS.
New 10-27-16.