Code of Federal Regulations (Last Updated: November 8, 2024) |
Title 25 - Indians |
Chapter I - Bureau of Indian Affairs, Department of the Interior |
SubChapter H - Land and Water |
Part 170 - Tribal Transportation Program |
Subpart C - Tribal Transportation Program Funding |
Appendix B to Subpart C of Part 170 - Population Adjustment Factor
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1. The Population Adjustment Factor allows for participation in the IRR Program by all tribes. This component of the funding formula creates a special calculation of funding which is available in accordance with the TTAM each fiscal year for a tribe based on the population range within which the tribe is included. The following table shows how BIA develops the PAF.
Population
rangeDistribution factor* Number of tribes** Funding amount per tribe Less than 25 1 N1 MBA*** × 1 25-100 3.5 N2 MBA × 3.5 101-1000 5.0 N3 MBA × 5.0 1001-10,000 6.5 N4 MBA × 6.5 10,001 + 8 N5 MBA × 8 *Multiplier used to determine the PAF funding for the population ranges. For example, if $1000 is available for the first population range (less than 25), then the second population range (25-100) will receive $3,500 or 3.5 times the amount available to the first population range.
**The number of tribes changes yearly.
***The Minimum Base Allocation (MBA) is the dollar value to be multiplied by the distribution factor for each population range to determine the distribution of the PAF.
2. The following example shows how the PAF applies to a total IRR Program authorization for the allocation year of $375 million. The five steps to calculate the Population Adjustment Factor are applied as follows:
Step 1. For each population range, multiply the Distribution Factor by the total number of tribes identified in the population range to determine the Step Factor;
Step 2. Add the Step Factors determined in Step 1 above to derive a Total Step Factor;
Step 3. Calculate the $A = IRR Program authorization available in the allocation year by taking the Total IRR Program authorization for the allocation year ($375M for this example) minus the appropriate statutory and regulatory set-asides, as well as other takedowns ($25M for this example)
$375M−$25M = $350M;
Step 4. Derive a Minimum Base Allocation by taking 121⁄2 per cent of the difference (from Step 3) and dividing it by the Total Step Factor. The mathematical equation for the Base Allocation is as follows:
MBA = Minimum Base Allocation
Distribution Factors = 1, 3.5, 5, 6.5, and 8
$A = IRR Program Authorization Available in the Allocation Year
$275M = Base Reference Amount
n = The nth Population Range
1 . . . 5 = Population Ranges 1 through 5
Nn = Number of tribes in the nth Population Range
Step 5. Calculate Population Adjustment Factor within each Population Range by multiplying the Distribution Factor for the Population Range by the Minimum Base Allocation.
The mathematical equation for the Population Adjustment Factor calculation is as follows:
PAFn = DFn X MBA
PAF = Population Adjustment Factor
DF = Distribution Factor
n = The nth Population Range
MBA = Minimum Base Allocation
For example, for DF1 = 1.00; PAF1 = 1 × $3,215.57 = $3,215.57
For example, for DF3 = 5.00; PAF3 = 5 × $3,215.57 = $16,077.86
The following table illustrates the results of the above calculations for all population ranges:
Population range (step) # of
tribesDistribution
factorStep
factorTribal PAF per
population rangeTotal
funding
per stepLess than 25 17 1 17 $3,215.57 $54,664.72 25-100 66 3.5 231 11,254.50 742,797.12 101-1000 309 5 1545 16,077.36 4,968,058.65 1001-10,000 137 6.5 890.50 20,901.22 2,863,466.82 10,001 + 29 8 232 25,724.58 746,012.69 Totals Total Step Factor = 2,915.50 9,375,000