Friday, March 25, 2016

Means Test Number For Household Income Effective 4/1/2016 for Florida


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 A requirement with all Chapter 7 and Chapter 13 bankruptcy filings includes the completion of the Statement of Your Current Monthly Income (Form 122A-1 for Chapter 7 and Form 122C-1 for Chapter 13).  The Means Test numbers for household income are updated each November 1 and April 1.  Here are the latest number, including the numbers effective April 1, 2016.


Household Size
Before November 1, 2015
Effective 4/1/2016
1
$43,085
$43,136
2
$53,590
$53,654
3
$57,012
$57,080
4
$66,509
$66,588

Add $8,400 for each individual in excess of 4.