Table
5:
Annual
Burden
And
Cost
For
The
Federal
Government
Activity
(
A)
EPA
Hours
Per
Occurrence
(
B)
Occurrences
Per
Year
(
C)
Technical
Personhours
Per
Year
(
C=
AxB)
(
D)
Management
Person­
hours
Per
Year
(
D=
Cx0.05)
(
E)
Clerical
Person­
hours
Per
Year
(
E=
Cx0.1)
(
F)
Total
Cost
Per
Yearb
Report
Activity
1.
Batch
Vapor
and
in­
line
Cleaning
Machine
A.
Initial
Notification
Report
1.00
393.00
c
393.00
19.65
39.30
$
17,753.96
B.
Initial
Compliance
Report
2.00
393.00
c
786.00
39.30
78.60
$
35,508.72
­
Performance
Test
Results
8.00
39.00
d
312.00
15.60
31.20
$
14,095.06
C.
Annual
Compliance
Report
2.00
1,180.00
e
2,360.00
118.00
236.00
$
106,616.54
D.
Exceedance
Report
1.00
118.00
f
118.00
5.90
11.80
$
5,330.82
2.
Batch
Cold
Cleaning
Machines
A.
Initial
Notification
/
Compliance
Report
0.25
251.00
g
62.75
3.14
6.28
$
2,833.51
Totalh
4,031.75
201.59
403.18
$
182,138.61
a
Total
number
of
facilities
estimated
as:
3,069
batch
vapor
and
in­
line
cleaning
machines/
2.6
cleaning
machines
per
facility
=
1180
facilities.

b
Costs
were
calculated
using
the
following
hourly
rates:
technical
at
$
18.94
+
110%
overhead
=
$
39.77/
hr;
manager
at
$
26.97
+
110%
overhead
­
$
56.63/
hr;
and
clerical
at
$
12.25/
hr
+
110%
overhead
=
$
25.74..

c
On­
time
costs
were
estimated
based
on
1180
facilities
averaged
over
3
years;
1180
facilities/
3years
=
3931
facilities/
year.

d
Assumed
that
50%
of
the
facilities
will
choose
the
equipment
standard;
20%
of
those
will
conduct
one­
time
idling
test;
and
one­
time
cost
is
averaged
over
3
years:

50%
x
1180
facilities
x
20%
/
3
years
=
39
facilities.

e
All
facilities
must
submit
annual
compliance
reports
summarizing
either
solvent
consumption
data
or
monitoring
results
for
each
cleaning
machine.

f
Assumed
that
10%
of
the
facilities
exceed
the
solvent
emission
or
monitoring
limits
one
time
per
year:
10%
x
1180
facilities
=
118
facilities).

g
Costs
were
based
on
752
with
batch
cold
cleaning
machines
averaged
over
3
years:
752
facilities/
3
years
=
251
facilities.

h
Total
hours
=
(
C)
+
(
D)
+
(
E)
=
hours.
