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2005, Pearson Prentice Hall
Chapter 9 -Chapter 9 -
Capital BudgetingCapital Budgeting
Decision CriteriaDecision Criteria
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Capital Budgeting
Capital Budgeting:: The processThe process
of planning for purchases of long-of planning for purchases of long-
term assets.term assets.
For exampleFor exam
ple:: Suppose our firm mustSuppose our firm must
decide whether to purchase a new plasticdecide whether to purchase a new plasticmolding machine for $12!""". #ow domolding machine for $12!""". #ow do
we decidewe decide
%ill the machine &e%ill the machine &e profita&leprofita&le
%ill our firm earn a%ill our firm earn a high rate of returnhigh rate of return
on the in'estmenton the in'estment
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(ecision-ma)ing Criteria(ecision-ma)ing Criteria
in Capital Budgetingin Capital Budgeting
#ow do we decide#ow do we decide
if a capitalif a capital
in'estmentin'estment
pro*ect shouldpro*ect should
&e accepted or&e accepted or
re*ectedre*ected
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The ideal e'aluation method should:The ideal e'aluation method should:
a+ includea+ include all cash flowsall cash flowsthat occurthat occurduring the life of the pro*ect!during the life of the pro*ect!
&+ consider the&+ consider the time 'alue of mone,time 'alue of
mone,! and! and
c+ incorporate thec+ incorporate the reuired rate ofre
uired rate of
returnreturnon the pro*ect.on the pro*ect.
(ecision-ma)ing Criteria in(ecision-ma)ing Criteria in
Capital BudgetingCapital Budgeting
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a,&ac) erioda,&ac) eriod
#ow long will it ta)e for the pro*ect#ow long will it ta)e for the pro*ect
to generate enough cash to pa, forto generate enough cash to pa, for
itselfitself
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a,&ac) erioda,&ac) eriod
#ow long will it ta)e for the pro*ect#ow long will it ta)e for the pro*ect
to generate enough cash to pa, forto generate enough cash to pa, for
itselfitself
" 1 2 / 0 3
4""+ 1" 1" 1" 1" 1" 1" 1" 1"
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a,&ac) erioda,&ac) eriod
#ow long will it ta)e for the pro*ect#ow long will it ta)e for the pro*ect
to generate enough cash to pa, forto generate enough cash to pa, for
itselfitself
a,&ac) period 5 /.// ,ears
" 1 2 / 0 3
4""+ 1" 1" 1" 1" 1" 1" 1" 1"
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6s a6s a /.// ,ear/.// ,earpa,&ac) period goodpa,&ac) period good
6s it accepta&le6s it accepta&le
Firms that use this method will compareFirms that use this method will comparethe pa,&ac) calculation to somethe pa,&ac) calculation to some
standard set &, the firm.standard set &, the firm.
6f our senior management had set a cut-6f our senior management had set a cut-
off ofoff of ,ears ,earsfor pro*ects li)e ours! whatfor pro*ects li)e ours! what
would &e our decisionwould &e our decision
7ccept the pro*ect7ccept the pro*ect..
a,&ac) erioda,&ac) eriod
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(raw&ac)s of a,&ac) eriod(raw&ac)s of a,&ac) eriod
Firm cutoffs areFirm cutoffs are su&*ecti'esu&*ecti'e..
(oes not consider(oes not consider time 'alue oftime 'alue of
mone,mone,.. (oes not consider an,(oes not consider an, reuiredreuired
rate of returnrate of return..
(oes not consider all of the(oes not consider all of the
pro*ect8spro*ect8s cash flowscash flows..
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(raw&ac)s of a,&ac) eriod(raw&ac)s of a,&ac) eriod
(oes not consider all of the pro*ect8s(oes not consider all of the pro*ect8s
cash flows.cash flows.
Consider this cash flow stream9Consider this cash flow stream9
" 1 2 / 0 3
4""+ 1" 1" 1" 1" 1" 1" 1" 1"
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(raw&ac)s of a,&ac) eriod(raw&ac)s of a,&ac) eriod
(oes not consider all of the pro*ect8s cash(oes not consider all of the pro*ect8s cash
flows.flows.
This pro*ect is clearl, unprofita&le! &ut weThis pro*ect is clearl, unprofita&le! &ut we
wouldwould acceptacceptit &ased on a 0-,ear pa,&ac)it &ased on a 0-,ear pa,&ac)
criterion9criterion9
" 1 2 / 0 3
4""+ 1" 1" 1" 1" 1" 1" 1" 1"
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(iscounted a,&ac)(iscounted a,&ac)
(iscounts the cash flows at the firm8s(iscounts the cash flows at the firm8s
reuired rate of return.reuired rate of return.
a,&ac) period is calculated usinga,&ac) period is calculated usingthese discounted net cash flows.these discounted net cash flows.
ProblemsProblems::
Cutoffs are still su&*ecti'e.Cutoffs are still su&*ecti'e.
Still does not examine all cash flows.Still does not examine all cash flows.
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(iscounted a,&ac)(iscounted a,&ac)
" 1 2 / 0
4""+ 2" 2" 2" 2" 2"
(iscounted(iscounted
earear Cash FlowCash Flow CF 410;+CF 410;+ "" -""-"" -"".""-"".""
11 2"2" 21
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(iscounted a,&ac)(iscounted a,&ac)
" 1 2 / 0
4""+ 2" 2" 2" 2" 2"
(iscounted(iscounted
earear Cash FlowCash Flow CF 410;+CF 410;+ "" -""-"" -"".""-"".""
11 2"2" 21
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(iscounted a,&ac)(iscounted a,&ac)
" 1 2 / 0
4""+ 2" 2" 2" 2" 2"
(iscounted(iscounted
earear Cash FlowCash Flow CF 410;+CF 410;+ "" -""-"" -"".""-"".""
11 2"2" 21
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(iscounted(iscounted
earear Cash FlowCash Flow CF 410;+CF 410;+ "" -""-"" -"".""-"".""
11 2"2" 21
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(iscounted a,&ac)(iscounted a,&ac)
" 1 2 / 0
4""+ 2" 2" 2" 2" 2"
(iscounted(iscounted
earear Cash FlowCash Flow CF 410;+CF 410;+ "" -""-"" -"".""-"".""
11 2"2" 21
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(iscounted a,&ac)(iscounted a,&ac)
" 1 2 / 0
4""+ 2" 2" 2" 2" 2"
(iscounted(iscounted
earear Cash FlowCash Flow CF 410;+CF 410;+ "" -""-"" -"".""-"".""
11 2"2" 21
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(iscounted a,&ac)(iscounted a,&ac)
" 1 2 / 0
4""+ 2" 2" 2" 2" 2"
(iscounted(iscounted
earear Cash FlowCash Flow CF 410;+CF 410;+ "" -""-"" -"".""-"".""
11 2"2" 21
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=ther >ethods=ther >ethods
1+1+ ?et resent @alue?et resent @alue4?@+4?@+
2+2+ rofita&ilit, 6ndexrofita&ilit, 6ndex46+46+
/+/+ 6nternal Aate of Aeturn6nternal Aate of Aeturn46AA+46AA+
Consider each of these decision-ma)ingConsider each of these decision-ma)ing
criteria:criteria: 7ll net cash flows.7ll net cash flows.
The time 'alue of mone,.The time 'alue of mone,.
The reuired rate of return.The reuired rate of return.
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?@ 5 the total @ of the annual netcash flows - the initial outla,.
?@?@ 5 - 6=5 - 6=FCFFCFtt
41 )+41 )+ tt
nn
t51t51
?et resent @alue?et resent @alue
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?et resent @alue?et resent @alue
(ecision Aule(ecision Aule::
6f ?@ is positi'e!6f ?@ is positi'e! acceptaccept.. 6f ?@ is negati'e!6f ?@ is negati'e! re*ectre*ect..
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NPV ExampleNPV Example
Suppose we are considering a capitalSuppose we are considering a capital
in'estment that costsin'estment that costs $2"!"""$2"!"""andand
pro'ides annual net cash flows ofpro'ides annual net cash flows of
$1""!"""$1""!"""for fi'e ,ears. The firm8sfor fi'e ,ears. The firm8s
reuired rate of return isreuired rate of return is 1;1;..
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NPV ExampleNPV Example
" 1 2 / 0
42"!"""+ 1""!""" 1""!""" 1""!""" 1""!""" 1""!"""
Suppose we are considering a capitalSuppose we are considering a capital
in'estment that costsin'estment that costs $2"!"""$2"!"""andand
pro'ides annual net cash flows ofpro'ides annual net cash flows of
$1""!"""$1""!"""for fi'e ,ears. The firm8sfor fi'e ,ears. The firm8s
reuired rate of return isreuired rate of return is 1;1;..
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?et resent @alue?et resent @alue
?@ is *ust the @ of the annual cash?@ is *ust the @ of the annual cashflows minus the initial outflow.flows minus the initial outflow.
Using TVM:Using TVM:
5 1 ? 5 6 5 1 5 1 ? 5 6 5 1
>T 5 1""!""">T 5 1""!"""
@ of cash flows 5@ of cash flows 5 $//!21$//!21
- 6nitial outflow:- 6nitial outflow: 4$2"!"""+4$2"!"""+
5 ?et @5 ?et @ $!21$!21
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?@ with the #1"B:?@ with the #1"B:
-2"!"""-2"!""" CF*CF*
1""!"""1""!""" CF*CF*
shift ?*shift ?*
11 6A6A
shift ?@shift ?@
ou should get ?@ 5ou should get ?@ 5 !21.1!21.1..
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?@ with the #13B66:?@ with the #13B66:
SelectSelect CFD=CFD=mode.mode.
FD=%4"+5FD=%4"+5 -2"!""" 6?ET-2"!""" 6?ET
FD=%41+5FD=%41+5 1""!""" 6?ET1""!""" 6?ET
T6>GS41+51T6>GS41+51 6?ET 6?ET
GH6TGH6T
C7DC 1 6; ?@C7DC 1 6; ?@
ou should get ?@ 5ou should get ?@ 5 !21.1!21.1
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?@ with the T6 B766 lus:?@ with the T6 B766 lus:
Select CF mode.Select CF mode.
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?@ with the T6 B766 lus:?@ with the T6 B766 lus:
Select CF mode.Select CF mode.
CFo5CFo5 -2"!"""-2"!""" G?TGAG?TGA
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?@ with the T6 B766 lus:?@ with the T6 B766 lus:
Select CF mode.Select CF mode.
CFo5CFo5 -2"!"""-2"!""" G?TGAG?TGA
C"15C"15 1""!"""1""!""" G?TGAG?TGA
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?@ with the T6 B766 lus:?@ with the T6 B766 lus:
Select CF mode.Select CF mode.
CFo5CFo5 -2"!"""-2"!""" G?TGAG?TGA
C"15C"15 1""!"""1""!""" G?TGAG?TGA
F"15 1F"15 1 G?TGAG?TGA
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?@ with the T6 B766 lus:?@ with the T6 B766 lus:
Select CF mode.Select CF mode.
CFo5CFo5 -2"!"""-2"!""" G?TGAG?TGA
C"15C"15 1""!"""1""!""" G?TGAG?TGA
F"15 1F"15 1 G?TGAG?TGA
?@?@ 6565 11 G?TGAG?TGA
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?@ with the T6 B766 lus:?@ with the T6 B766 lus:
Select CF mode.Select CF mode.
CFo5CFo5 -2"!"""-2"!""" G?TGAG?TGA
C"15C"15 1""!"""1""!""" G?TGAG?TGA
F"15 1F"15 1 G?TGAG?TGA
?@?@ 6565 11 G?TGAG?TGA CTCT
ou should getou should get ?@ 5 !21.1?@ 5 !21.1
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Profitability Index
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Profitability Index
?@ 5 - 6=FCFt
41 )+ t
n
t51
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Profitability Index
6 5 6=FCFt41 )+
n
t51
t
?@ 5 - 6=FCFt
41 )+ t
n
t51
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(ecision Aule:
6f 6 is greater than or eualto 1! accept.
6f 6 is less than 1! re*ect.
Profitability Index
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6 with the #1"B:6 with the #1"B:
-2"!"""-2"!""" CF*CF*
1""!"""1""!""" CF*CF*
shift ?*shift ?* 11 6A6A
shift ?@shift ?@
7dd &ac) 6=:7dd &ac) 6=: 2"!""" 2"!""" (i'ide &, 6=:(i'ide &, 6=: 2"!""" 5 2"!""" 5
ou should getou should get 6 5 1./06 5 1./0
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6nternal Aate of Aeturn 46AA+6nternal Aate of Aeturn 46AA+
6AA6AA::The return on the firm8sThe return on the firm8s
in'ested capital. 6AA is simpl, thein'ested capital. 6AA is simpl, the
rate of returnrate of returnthat the firm earns onthat the firm earns onits capital &udgeting pro*ects.its capital &udgeting pro*ects.
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6nternal Aate of Aeturn 46AA+6nternal Aate of Aeturn 46AA+
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6nternal Aate of Aeturn 46AA+6nternal Aate of Aeturn 46AA+
?@ 5 - 6=FCFt
41 )+
t
n
t51
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6nternal Aate of Aeturn 46AA+6nternal Aate of Aeturn 46AA+
?@ 5 - 6=FCFt
41 )+
t
n
t51
n
t51
6AA: 5 6=FCFt41 6AA+ t
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6nternal Aate of Aeturn 46AA+6nternal Aate of Aeturn 46AA+
6AA is the6AA is the rate of returnrate of returnthat ma)es thethat ma)es the@@
of the cash flowsof the cash flowseualeualto theto the initial outla,initial outla,.. This loo)s 'er, similar to our ield toThis loo)s 'er, similar to our ield to
>aturit, formula for &onds. 6n fact! T>>aturit, formula for &onds. 6n fact! T>
isisthe 6AA of a &ond.the 6AA of a &ond.
n
t51
6AA: 5 6=FCFt
41 6AA+ t
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Calculating 6AACalculating 6AA
Doo)ing again at our pro&lem:Doo)ing again at our pro&lem:
The 6AA is the discount rate thatThe 6AA is the discount rate that
ma)es the @ of the pro*ected cashma)es the @ of the pro*ected cash
flowsflows eualeualto the initial outla,.to the initial outla,.
" 1 2 / 0
42"!"""+ 1""!""" 1""!""" 1""!""" 1""!""" 1""!"""
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6AA with ,our Calculator6AA with ,our Calculator
6AA is eas, to find with ,our financial6AA is eas, to find with ,our financial
calculator.calculator.
Iust enter the cash flows as ,ou didIust enter the cash flows as ,ou didwith the ?@ pro&lem and sol'e forwith the ?@ pro&lem and sol'e for
6AA.6AA.
ou should getou should get 6AA 5 2.;96AA 5 2.;9
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6AA6AA
(ecision Aule(ecision Aule::
6f 6AA is greater than or eual to6f 6AA is greater than or eual tothe reuired rate of return!the reuired rate of return!
acceptaccept..
6f 6AA is less than the reuired6f 6AA is less than the reuired
rate of return!rate of return! re*ectre*ect..
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6AA is a good decision-ma)ing tool as6AA is a good decision-ma)ing tool as
long as cash flows arelong as cash flows are con'entionalcon'entional..
4- +4- +
Problem:Problem:6f there are multiple sign6f there are multiple sign
changes in the cash flow stream! wechanges in the cash flow stream! we
could get multiple 6AAs.could get multiple 6AAs. 4- - +4- - +
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6AA is a good decision-ma)ing tool as6AA is a good decision-ma)ing tool as
long as cash flows arelong as cash flows are con'entionalcon'entional..
4- +4- +
Problem:Problem:6f there are multiple sign6f there are multiple sign
changes in the cash flow stream! wechanges in the cash flow stream! we
could get multiple 6AAs.could get multiple 6AAs. 4- - +4- - +
" 1 2 / 0
4""+ 2"" 1"" 42""+ 0"" /""
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6AA is a good decision-ma)ing tool as6AA is a good decision-ma)ing tool as
long as cash flows arelong as cash flows are con'entionalcon'entional..
4- +4- +
Problem:Problem:6f there are multiple sign6f there are multiple sign
changes in the cash flow stream! wechanges in the cash flow stream! we
could get multiple 6AAs.could get multiple 6AAs. 4- - +4- - +
" 1 2 / 0
4""+ 2"" 1"" 42""+ 0"" /""
11
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6AA is a good decision-ma)ing tool as6AA is a good decision-ma)ing tool as
long as cash flows arelong as cash flows are con'entionalcon'entional..
4- +4- +
Problem:Problem:6f there are multiple sign6f there are multiple sign
changes in the cash flow stream! wechanges in the cash flow stream! we
could get multiple 6AAs.could get multiple 6AAs. 4- - +4- - +
" 1 2 / 0
4""+ 2"" 1"" 42""+ 0"" /""
1 2
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6AA is a good decision-ma)ing tool as6AA is a good decision-ma)ing tool as
long as cash flows arelong as cash flows are con'entionalcon'entional..
4- +4- +
Problem:Problem:6f there are multiple sign6f there are multiple sign
changes in the cash flow stream! wechanges in the cash flow stream! we
could get multiple 6AAs.could get multiple 6AAs. 4- - +4- - +
" 1 2 / 0
4""+ 2"" 1"" 42""+ 0"" /""
1 2 /
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Summar, ro&lemSummar, ro&lem
Gnter the cash flows onl, once.Gnter the cash flows onl, once.
Find theFind the 6AA6AA..
Esing a discount rate ofEsing a discount rate of 1;!1;!findfind ?@?@.. 7dd &ac) 6= and di'ide &, 6= to get7dd &ac) 6= and di'ide &, 6= to get 66..
" 1 2 / 0
4
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Summar, ro&lemSummar, ro&lem
6AA 5 /0./3;.6AA 5 /0./3;.
Esing a discount rate of 1;!Esing a discount rate of 1;!
?@ 5 $1".2.?@ 5 $1".2.
6 5 1.36 5 1.3..
" 1 2 / 0
4
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>odified 6nternal Aate of Aeturn>odified 6nternal Aate of Aeturn
4>6AA+4>6AA+
6AA6AAassumes that all cash flows areassumes that all cash flows are
rein'ested at therein'ested at the 6AA6AA..
>6AA>6AApro'ides a rate of returnpro'ides a rate of returnmeasure that assumes cash flows aremeasure that assumes cash flows are
rein'ested at therein'ested at the reuired rate ofreuired rate of
returnreturn..
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>6AA Steps:>6AA Steps:
Calculate the @ of the cash outflows.Calculate the @ of the cash outflows. Esing the reuired rate of return.Esing the reuired rate of return.
Calculate the F@ of the cash inflows atCalculate the F@ of the cash inflows at
the last ,ear of the pro*ect8s time line.the last ,ear of the pro*ect8s time line.This is called the terminal 'alue 4T@+.This is called the terminal 'alue 4T@+.
Esing the reuired rate of return.Esing the reuired rate of return.
>6AA: the discount rate that euates>6AA: the discount rate that euatesthe @ of the cash outflows with the @the @ of the cash outflows with the @
of the terminal 'alue! ie! that ma)es:of the terminal 'alue! ie! that ma)es:
@@outflowsoutflows
5 @5 @inflowsinflows
>6AA>6AA
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>6AA>6AA
Esing our time line and a 1; rate:Esing our time line and a 1; rate:
@ outflows 5@ outflows 5 4
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Esing our time line and a 1; rate:Esing our time line and a 1; rate:
@ outflows 5@ outflows 5 46AA
>6AA>6AA
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Esing our time line and a 1; rate:Esing our time line and a 1; rate:
@ outflows 5@ outflows 5 46AA