data:image/png;base64,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
if surcharge greather than 0, mult by tax, progressing until 0 = 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IAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==
true
yearly tax40000000
20000000
0
attempting excess tax using yearly tax base117527800,132628700,122506600,126369628,177795368,162316000,63171171,50989164,137133333,168070905,205680777
95000000,90000000,100000000,160000000,85000000,90000000,110000000,64000000,175000000,120000000,200000000
.2,.3,.5
22527800,42628700,22506600,-33630372,92795368,72316000,-46828829,-13010836,-37866667,48070905,5680777
.12,.425,.6
24505560,12788610,11253300,0,18559073.6,21694800,0,0,0,9614181,1704233.0999999999
303336,6308880134063.7,300792,0,1.5741777446766064e+21,591168030297360400000,0,0,0,19370172411616.152