exercise 04 - analyzing flood and floodplains in colordao

8/2/2019 Exercise 04 - Analyzing flood and floodplains in Colordao

1/37

B|brjdzb8

@eìt}def ciaahz

èh ciaah~i`dez

ìaef xlb Craex_èfb) Jaiar`ha

De xldz b|brjdzb) ta vdii l`sb xlb a~~arxedxt xa

`zzbzz ci`zl ciaah rdzk zdef FDZ) ldzxardjì èh

jrrbex rbjarhz) dg`fbrt) èh sbjxar cb`xrbz% Ta

vdii ìza jaezdhbr xlb bccbjx xl`x zdef ~oidjhag`de z~`xdì h`x` crag ` iajì fasbregbex l`z

ae tar cdeì hbjdzdae%

G`~ ~rahjbh xlrafl xlb eìtzdz ac ldzxardjì ciaahz de Oaihbr) Jaiar`ha%

B|brjdzbz car Xlb FDZ Fdhb xa ôidj Hag`de H`x`


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Jaexb|x

Ci`zl ciaahz `rb ` rbjrrbex ~raoibg de gaex`deaz

`rb`z `z reacc crag r`decìi dz raxbh xlrafl gèt

e`rrav rdsbr sìibtz%

Gèt jdxdbz ae xlb ldfl ~i`dez `x xlb o`zb ac gaex`de

craexz) zjl `z ìaef xlb Craex _èfb dejihdef Hbesbr)

Oaihbr) Iasbièh) èh Carx Jaiidez de Jaiar`ha vbrbcaehbh vlbrb rdsbrz ciavbh crag xlb gaex`dez aexa

xlb ~i`dez ,xlb Zaxl î`xxb) Oaihbr) Odf Xlag~zae)

èh J`jlb i` âhrb) rbz~bjxdsbit$%

Ldzxardjìit xlbzb iaj`xdaez ~rasdhbh zbxxibrz èh

gdebrz vdxl `jjbzz xa xlb gaex`dez) `z vbii `z `jjbzz

xa v`xbr zarjbz car drrdf`xdef jra~z frave ae xlb

~i`dez% Lavbsbr) xlbzb zdxbz vbrb ìza jaezxèxit

zombjx xa ci`zl ciaahdef crag xlbzb z`gb rdsbrz%

Hbz~dxb xlb jaezxrjxdae ac h`gz èh rbzbrsadrz de

gazx ac xlbzb jètaez) ci`zl ciaahz jaexdeb xa ob `

xlrb`x xa xlb ~rbzbex h`t%

Iasbièh zccbrbh xlb Odf Xlag~zae Ciaah de 0463) de

vldjl 0:4 ~ba~ib hdbh% De 0446) cdsb ~ba~ib hdbh èh

zbsbrì odihdefz ae xlb Jaiar`ha Zx`xb Redsbrzdxt

j`g~z vbrb hbzxratbh ot ciaahdef de Carx Jaiidez%


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^raoibg

Ciav saigb de xlb jdxtz rdsbrz

Z~bjdcdj ehbr~`zzbz èh axlbr lgè

jaezxrjxdae xl`x dg~`jx ciaahdef

Ldzxart ac ciaah bsbexz de Oaihbr èh xlbdr

dg~idj`xdaez car xlb cxrb

ôidj `v`rbebzz èh z`cbxt j`g~`dfez

Xlb Jdxt ac Oaihbr l`z ldrbh ta xa `zzbzz ci`zl ciaah

l`}`rhz car xlb jdxt% Ta vdii zb ldzxardjì èh jrrbex

`brdì dg`fbrt) ciaah~i`dez) odihdefz) zxrbbxz) èh

axlbr h`x` de ` FDZ besdraegbex xa ha tar rbzb`rjl

èh xa g`kb tar cdeì `zzbzzgbex%

Ta vdii jaezdhbr xlb caiiavdef de tar `zzbzzgbex acciaah l`}`rhz car Oaihbr=

Ldzxardjì èh jrrbex dg`fbrt ac xlb ièh)

cajzdef ae Car Gdib Jètae Jrbbk

Xlb zxrb`g ebxvark de xlb `rb` èh xlb 0>>'tb`r

èh xlb 2>>'tb`r ciaah~i`dez

Xlb egobr) zd}b) èh xt~b ac odihdefz dezdhb èh

axzdhb ac xlb ciaah~i`dez

Xlb ièh zb dezdhb èh axzdhb ac xlb ciaah~i`dez


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_bzarjbzZkdiiz _bpdrbh

Haveia`hdef èh carg`xxdef h`x` crag ` iajì

fasbregbex ~oidj hag`de h`x` zarjb

@eìt}def oaxl sbjxar èh r`zxbr h`x`

Dexbfr`xdef ldzxardjì èh jrrbex `brdì~laxafr`~lt) xb|x'o`zbh e`rr`xdsbz) eh

~rbzbex'h`t fraeh ~laxafr`~lz dexa xlb

èìtzdz

^rasdhdef ` jrdxdjì `zzbzzgbex ac xlb ~oidj

hag`de h`x` zbh de xlb b|brjdzb

XDGB

Xldz b|brjdzb jaex`dez zd|xt'edeb pbzxdaez èh vdii

rbpdrb xlrbb xa cdsb larz xa jag~ibxb%

ZACXV@_B

@rjFDZ 0>%> ar i`xbr) crag Bzrd%


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Vark ~`jk`fb 0= @jjbzzdef) haveia`hdef) èh carg`xxdef h`x` Zxb~z 0 ' 0:

Jrb`xb ` caihbr ae tar jag~xbr ar ebxvark xa zxarb h`x`% G`kb zrb xlb caihbr

l`z ` hbzjrd~xdsb e`gb ,za ta jè b`zdit rbjìi dxz jaexbexz$ èh jlaazb ` e`gb

vdxlax z~`jbz xa `sadh ~raoibgz de @rjFDZ%

0$ ^rb~`r`xdae

?$ @jjbzz xlb Jdxt

ac Oaihbr h`x`

@jjbzz xlb Jdxt ac Oaihbr) Jaiar`ha) FDZ h`x` i`tbrz zdxb) `x

lxx~=!!vvv%oaihbrjaiar`ha%fas% Fa xa Jdxt @']) jidjk xlb ibxxbr ) èh cdeh

îèedef # Hbsbia~gbex Zbrsdjbz 5 bG`~z 5 Haveia`hòib FDZ H`x`% Ta zlaih

ob `x xlb caiiavdef ~`fb=

lxx~=!!vvv%oaihbrjaiar`ha%fas!dehb|%~l~1a~xdae7jagQjaexbex#x`zk7sdbv#dh

7:220#Dxbgdh70?

@jjbzzdef xlb FDZ h`x` crag xlbJdxt ac Oaihbr) Jaiar`ha) vbozdxb%
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De xldz b|brjdzb) ta vdii ~`t ~`rxdji`r `xxbexdae xa Car Gdib Jètae Jrbbk% Xa

haveia`h ` ldzxardjì `brdì ~laxafr`~l ac xlb `rb`) `jjbzz xlb ldzxardjì `brdì

~laxafr`~lz ac Jaiar`ha `z zjèebh ot xlb Redsbrzdxt ac Jaiar`ha g`~ idor`rt=

lxx~=!!joidor`rdbz%jaiar`ha%bh!`brdì~laxaz!lagb%`z~

Zbibjx Zb`rjl ot G`~ èh xlbe bexbr xlb tb`r 04:


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Ae xlb Fbarbcbrbejdef Xaaio`r) zb xlb @hh Jaexrai âdexz xaai xa `hh ` ~adex ae

xlb `brdì ~laxafr`~l%

Zx`rx vdxl ` ~adex ae xlb zaxlbre beh ac xlb h`g ae Vaehbrièh I`kb ae xlb

04:< `brdì ~laxafr`~l èh xlbe zbibjx xlb jarrbz~aehdef ~adex ae xlb

LthraiaftQI`kbz i`tbr% Tar dg`fb vdii gasb `z dx cdxz xa xlb rbì varih jaarhde`xbz

ac xlb LthraiaftQI`kbz i`tbr%

0>$ @hh jaexrai ~adexz

00$ R~h`xb

fbarbcbrbejdef_b~b`x xlb ~rajbzz ac `hhdef jaexrai ~adexz xa xlb dg`fb èh xlbe xa xlb i`kbz

sbjxar i`tbr% ,Xd~= Ta g`t cdeh dx lbi~z xa rbgasb èt ~aitfae zl`hdef crag xlb

LthraiaftQI`kbz i`tbr%$ @hh `x ib`zx zd|~`drz ac jaexrai ~adexz%

Aeb ~`dr ac jaexrai ~adexz jaih ob iaj`xbh vlbrb Ora`hv`t jrazzbz xlb g`mar

zxrb`g ,Car Gdib Jètae Jrbbk$ òax ?)6>> cbbx earxlb`zx ac Vaehbrièh I`kb%

Vlbe `x ib`zx zd| ~`drz ac jaexrai ~adexz l`sb obbe `hhbh) zbibjx R~h`xb

Fbarbcbrbejdef ae xlb Fbarbcbrbejdef Xaaio`r%

Xlb `brdì ~laxafr`~l zlaih ideb ~ vdxl xlb Zxrbbx Jbexbridebz èh lthraiaft `zzlave eb|x=


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00$ R~h`xb

Fbarbcbrbejdef ,jaexh%$

Fbarbcbrbejbh brd`i ~laxafr`~lt eh sbjxar h`x`%

Z`sb tar g`~ hajgbex de tar h`x` caihbr%

0?%0$ Vl`x dz xlb e`gb ac xlb gbx`h`x` cdib ta haveia`hbh xl`x

~rasdhbz decarg`xdae oax h`x` i`tbrz eh xlbdr `xxrdoxbz1

0?$ Z`sb


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0?%?$ Vl`x dz xlb ~rambjxdae èh h`xg ac tar g`~ i`tbrz1

0?%:$ @x vl`x zjìb vbrb xlb h`x` fbebr`xbh1

0?%8$ Vl`x `rb xlb rbzxrdjxdaez ae xlb zb ac xlb h`x`) dc et1

0?%2$ Vldjl ~dbjbz ac decarg`xdae xl`x ta ebbh xa zb xlb h`x` rb

jaex`debh de xldz gbx`h`x` hajgbex1 Vldjl ~dbjbz rb gdzzdef1

0?%3$ De xlb jag~èdae oaak xa xlbzb b|brjdzbz) Xlb FDZ Fdhb xa ôidjHag`de H`x`) vb hdzjzzbh h`x` pìdxt de zagb hbx`di% Habz xlb

hdzji`dgbr g`kb èt ji`dgz oax xlb pìdxt ac xlb h`x` xl`x ta vdii

zb1 Lav jè ta hbxbrgdeb dc xlb h`x` `rb ac zccdjdbex pìdxt xa

jaehjx xlb ciaah~i`de zxht1

0?$ Z`sb ,jaexh%$

0:$ B|`gdeb g`~ Sdzìit b|`gdeb tar g`~%0:%0$ Vl`x dz xlb ~rdg`rt hdrbjxdae xl`x xlb jrbbkz ciav de xlb Oaihbr

`rb`1

Crag QQQQQQQQQQQQQQQQQ xa QQQQQQQQQQQQQQQQQQQQQQQQ

0:%?$ De vl`x ~`rx ac Oaihbr dz Car Gdib Jètae Jrbbk1

Beh ac vark ~`jk`fb


11/37

Vark ~`jk`fb ?= Carg`xxdef èh èìt}def h`x` Zxb~z 08 ' ?6

Iòbi xlb G`de _a`hz èh Zxrbbx Jbexbridebz i`tbrz zdef xlb cdbih IòbiQE`gb%08$ Iòbi i`tbrz02$ Rzb cdeh xaai Rzb xlb cdeh xaai èh zbibjx xlb Cb`xrbz xò% Cdeh V`rhbeorf de xlb Zxrbbx

Jbexbridebz i`tbr=

@hh xlb Odihdef Caax~rdexz i`tbr% Ta `rb b|`gdedef è `rb` ae xlb Redsbrzdxt acJaiar`ha j`g~z% Eaxdjb lav xlb zagb odihdefz `rb jag~azbh ac gixd~ib

~aitfaez% Xlbzb odihdefz g`t bdxlbr l`sb l`h è b|xbezdae `hhbh ar car zagb

axlbr rb`zaez rb g`dex`debh ot xlb Jdxt ac Oaihbrz FDZ zx`cc z gixd~ib

~aitfaez%

De xldz `jxdsdxt) ta vdii ob hbxbrgdedef xlb i`rfbzx odihdefz de xlb ciaah~i`de% @z

xlbzb dexbreì ~aitfaez vdii ob dexbr~rbxbh `z gixd~ib odihdefz) xlbt vdii dexbrcbrb

vdxl tar jìji`xdae% Xlbrbcarb) ta vdii cdrzx ebbh xa rbgasb xlb dexbreì idebz

xl`x hdsdhb xlbzb odihdefz dexa gixd~ib ~aitfaez%

Cdehdef V`rhbeorf Hrdsb%

06$ @hh odihdefcaax~rdexz i`tbr

03$ ]aag xa zxrbbx _dflx'jidjk xlb rbzixz èh }aag xa xldz zxrbbx% Jlèfb xlb zjìb xa 0=:>>>%


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Xa rbgasb xlbzb dexbreì ~aitfaez ta vdii ebbh xa hdzzaisb xlb dexbreì idebz% Ha

xldz ot a~bedef Vdehavz 5 J`xìaf) e`sdf`xb xa xlb Ztzxbgz Xaaioa|bz) èh zbibjx

H`x` Gè`fbgbex Xaaiz 5 Fbebrìd} xdae 5 Hdzzaisb cejxdae) èh bexbr xlb

`rfgbexz zbx ax obiav%

Eaxb= @z tar faì dz xa l`sb aeb `xxrdoxb ~br ~aitfae cb`xrb) g`kb jbrx`de xl`x

ta ejlbjk xlb Jrb`xb gixd~`rx cb`xrbz jladjb) `z xldz vaih jrb`xb aeb cb`xrb

vdxl gèt ~aitfaez% G`kb zrb xlb ~`xl e`gb ~adexz xa xlb iaj`xdae vlbrb tar

axlbr Oaihbr i`tbrz `rb zxarbh% Eaxb xl`x tar ebv i`tbr vdii ob e`gbh

OdihdefzQHdzzaisb%zl~%

_bgasdef dexbreì ~aitfaez crag xlb

Odihdef Caax~rdexz i`tbr%

0


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Z`sb tar g`~ hajgbex de tar h`x` caihbr%04$ Z`sb?>$ @jjbzz xòib @jjbzz xlb xòib car tar OdihdefzQHdzzaisb i`tbr%

?>%0$ Jag~`rb xlb egobr ac ravz de tar hdzzaisbh odihdefz xòib xa

xlb egobr ac ravz de tar ardfdeì Odihdef Caax~rdexz i`tbr% Vldjl aeb

jaex`dez cbvbr ravz1 Vlt1

?>%?$ Habz xlb OdihdefzQHdzzaisb i`tbr dejihb e xxrdoxb dehdj`xdef

xlb `rbì zd}b ac xlb odihdefz1

Ta l`sb xva a~xdaez car `hhdef xlb `rb` car b`jl odihdef% Ta jaih `jjbzz xlbZtzxbg Xaaioa|bz èh re Z~`xdì zx`xdzxdjz xaaiz 5 Rxdidxdbz 5 Jìji`xb `rb`z%

Lavbsbr) vdxl asbr 8?)>>> odihdef ~aitfaez) xldz `~~ra`jl g`t rbpdrb ` iaef

xdgb xa ~rajbzz%

Xlb zbjaeh a~xdae dz xa jrb`xb ` fbah`xò`zb) èh xlbe ia`h xlb hdzzaisbh

odihdefz zl`~bcdib dexa xlb fbah`xò`zb `z ` cb`xrb ji`zz% @ii sbjxar i`tbrz de `

fbah`xò`zb jaex`de decarg`xdae ae xlb `rb` èh ibefxl ac b`jl cb`xrb% Car xldzb|brjdzb) zb xlb zbjaeh a~xdae; dx vdii ob c`zxbr èh zbrsb xa diizxr`xb aeb ac xlb

`hsèx`fbz ac varkdef vdxl fbah`xò`zbz%


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Cdrzx) a~be è @rjJ`xìaf vdehav) e`sdf`xb xa tar varkz~`jb) rdflx'jidjk) èh

zbibjx Ebv 5 ^brzaeì Fbah`xò`zb) `z zlave eb|x=

E`gb tar ebv fbah`xò`zb odihdefz%gho%

?0$ Jrb`xb ebv

fbah`xò`zb

Jrb`xdef ebv ~brzaeì fbah`xò`zb%


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Eb|x) e`sdf`xb xa tar odihdefz ~brzaeì fbah`xò`zb èh zbibjx Dg~arx 5 Cb`xrb

Ji`zz ,Zdefib$) `z caiiavz=

Zbibjx tar hdzzaisbh odihdefz zl`~bcdib `z xlb de~x cb`xrbz) tar ebv bg~xt

odihdefz h`xò`zb `z xlb ax~x iaj`xdae) èh e`gb xlb ebv cb`xrb ji`zz

OdihdefzQHdzzaisb `z caiiavz=

??$ Dg~arx h`x`

Jaecdfrdef xlb cb`xrb

ji`zz dg~arx zbxxdefz%

?:$ Jrb`xb cb`xrb ji`zzDg~arxdef ` cb`xrb ji`zz dexa `

~brzaeì fbah`xò`zb%


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Crag xlb @rjJ`xìaf vdehav) `hh xlb ebv odihdefz cb`xrb ji`zz xa tar @rjG`~

hajgbex) dc xlb i`tbr dz eax ìrb`ht ~rbzbex%

Dhbexdct b`jl i`tbr de tar @rjG`~ hajgbex xa c`gdid`rd}b tarzbic vdxl tar

i`tbrz) èh rbe`gb tar ebv odihdefz cb`xrb ji`zz xa ` garb hbzjrd~xdsb e`gb%

?8$ @hh i`tbr xa @rjG`~

?2$ _be`gb cb`xrb ji`zz?8%0$ Ha ta eav l`sb `rbì zd}bz car b`jl odihdef1 De vl`x edxz,zp`rb gbxbrz) zp`rb cbbx) zp`rb kdiagbxbrz$ rb xlbzb `rb`z

rb~arxbh1

?3$ Jrb`xb ebv i`tbr A~be xlb `xxrdoxb xòib car xlb Jdxt Ciaah~i`de i`tbr èh zbibjx ìi cb`xrbz xl`xrb~rbzbex xlb 0>>'tb`r ciaah bsbex%

Jrb`xb ` ebv i`tbr crag xlazb cb`xrbz xa lbi~ sdzìd}b xlb hdccbrbex ciaah bsbexz%

_be`gb xlb ebv i`tbr xa Jdxt Ciaah~i`deQ0>>tr% Zvdxjl xlb zbibjxdae de xlb

ardfdeì Jdxt Ciaah~i`de i`tbr xa zbb xlb 2>>'tb`r ciaah bsbex%

?3%0$ Vldjl zlaih ob i`rfbr de z~`xdì b|xbex) 0>>'tb`r ciaah bsbex ar

` 2>>'tb`r ciaah bsbex1 Vlt1

?3%?$ B|`gdeb xlb b|xbex ac xlb 0>>'tb`r ciaah~i`de eh xlb 2>>'tb`r

ciaah~i`de% Habz xlb h`x` ~~b`r xa g`xjl vl`x ta ~rbhdjxbh de xlb

~rbsdaz pbzxdae1

?3%:$ Habz xlb 2>>'tb`r ciaah~i`de h`x`zbx dejihb ii ac xlb rb`z xl`x

jaih ob ehbrv`xbr de ` 0>>'tb`r ciaah1

?6$ Z`sb Z`sb tar g`~ hajgbex de tar h`x` caihbr% Beh ac vark ~`jk`fb


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Vark ~`jk`fb := @eìt}def h`x` ' Ciaah~i`dez Zxb~z ?< ' :4

@hh xlb LthraiaftQIdeb i`tbr xa tar g`~ hajgbex èh cdeh ideb Cb`xrb DH ,CDH$

?:>:%

?>'tb`r ciaah~i`de `x Car Gdib Jètae

Jrbbk èh xlb Oaihbr Jrbbk ciaah~i`de x xlb xlrbb ~adexz dehdj`xbh

eb|x) vlbrb xlb caiiavdef ra`hz jrazz xlb ciaah~i`de%

Ob zrb xa dehdj`xb de xlb caiiavdef xòib xlb edxz ac gb`zrbgbex xl`x

ta `rb zdef%


18/37


?4$ B|`gdeb h`x`

,jaexh%$

@jjbzz xlb Jdxt Idgdxz i`tbr%

Car Gdib Jètae Jrbbk Oaihbr JrbbkOra`hv`t?$ B|`gdeb Jdxt Idgdxz:>%0$ Dc ìi ac xlb zxrb`gz de Oaihbr vbrb x xlb 0>>'tb`r ciaah ibsbi)

vl`x ,o`zbh ae tar aozbrs`xdae ac xlb g`~$ dz xlb ~~ra|dg`xb~brjbex`fb ac xlb jdxt xl`x vaih ob jasbrbh de 0>>'tb`r ciaah1

:>%?$ Dc ìi ac xlb zxrb`gz de Oaihbr vbrb x xlb 2>>'tb`r ciaah ibsbi)

vl`x ,`f`de) o`zbh ae tar aozbrs`xdae ac xlb g`~$ dz xlb `~~ra|dg xb

~brjbex`fb ac xlb jdxt xl`x vaih ob jasbrbh de 2>>'tb`r ciaah1

:>%:$ Vldjl xxrdoxb ac zxrb`gz ,LthraiaftQIdebz$ jaex`dez xlb xt~b ac

v`xbr cb`xrb ,hdxjl) dexbrgdxxbex) ~brbeedì) bxj$1


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:0$ Ztgoaid}b lthraiaft

i`tbr:0%0$ Iaakdef x tar h`x`) vl`x xt~b ac lthraiaft rb ciaah~i`dez gazx

jaggaeit zzajd`xbh vdxl1 Vlt1

:0%?$ Vlbrb dz xlb i`rfbzx odihdef vdxlde xlb Oaihbr jdxt idgdxz1

:0%:$ Lav hdh ta hbxbrgdeb vlbrb xlb i`rfbzx odihdef v`z1

:0%8$ Dz xldz odihdef de ` ciaah~i`de1

:0%2$ Zbibjx eh }aag xa xlb zbjaeh i`rfbzx odihdef de Oaihbr% Xldz

odihdef dz ae xlb Redsbrzdxt ac Jaiar`ha j`g~z% O`zbh ae dxz zl`~b)

vl`x ha ta xldek xldz odihdef dz1

:0%3$ Vldjl xxrdoxb ac zxrb`gz ,LthraiaftQIdebz$ jaex`dez xlb xt~b ac

v`xbr cb`xrb ,hdxjl) dexbrgdxxbex) ~brbeedì) bxj$1

Ztgoaid}b xlb lthraiaft i`tbr `z Redpb Sìb o`zbh ae tar èzvbr xa xlb

~rbsdaz pbzxdae%

Xldz dz xlb DOG odihdef% DOG dz aeb ac xlb i`rfbzx bg~iatbrz de xlb rbfdae; dx

iaj`xbh lbrb hrdef xlb 046>z% Hadef za bejar`fbh axlbr ldfl xbjl jag~èdbz xa

iaj`xb de Oaihbr) `z vbii%

:?$ Jib`r zbibjxbh

cb`xrb Jib`r tar zbibjxbh odihdef%


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::$ Zbibjx odihdefz

de ciaah~i`de Eb|x) zb Zbibjx Ot Iaj`xdae xa zbibjx `ii ac xlb odihdefz vdxlde xlb 2>>'tb`rciaah~i`de) `z zlave eb|x% ,_bgbgobr xa zb xlb jrrbexit zbibjxbh cb`xrbzde xlbJdxt Ciaah~i`de i`tbr%$

Zbibjxdef odihdefz vdxlde xlb

2>>'tb`r ciaah~i`de%


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:8$ B|~arx h`x` Zbibjx xlb odihdefz i`tbr de xlb xòib ac jaexbexz èh rdflx'jidjk% Jidjk H`x` 5B|~arx H`x` èh z`sb xlbzb odihdefz de tar odihdefz fbah`xò`zb `z ` cb`xrb

ji`zz e`gbh odihdefz2>>%

Jrb`xdef ` ebv cb`xrb ji`zz jaex`dedef

xlb odihdefz de xlb 2>>'tb`r ciaah ~i`de%

Z`sb xlb odihdefz2>>cb`xrb ji`zz de xlb z`gb ~rambjxdae z xlb i`tbrz zarjb

h`x`%

:2$ B|`gdeb odihdefz

xòibB|`gdeb xlb odihdefz2>> `xxrdoxb xòib%

:2%0$ Vl`x ~brjbex`fb ac ìi xlb odihdefz de Oaihbr dz de xlb 2>>'tb`r

ciaah~i`de1 Zlav tar vark%

:2%?$ Eb`r vl`x zxrbbx dexbrzbjxdae dz xlb i`rfbzx odihdef de xlb 2>>'tb`r

ciaah~i`de1


22/37


:3$ Dexbrraf`xb g`~ Xldz odihdef dz xlb iaeb rbgeèx ac Jrazzra`hz Gìi xl`x cargbrit ajj~dbh xlbzdxb% Sdbv xlb g`~ ac xldz `rb` ,xlb Xvbext Edexl Zxrbbx zla~z$ `x

lxx~=!!vvv%xvbextedexlzxrbbx%jag!g`~%

Zbibjx xlb i`rfbzx odihdef de xlb 0>>'tb`r ciaah~i`de èh }aag xa dx%:>

tb`r ciaah~i`de1

:6$ Jrb`xb 0>>'tb`r

ciaah~i`de i`tbr _b~b`x xlb òasb ~rajbhrbz) zdef xlb Jdxt Ciaah~i`deQ0>>tr i`tbr ta jrb`xbhb`ridbr) xa jrb`xb ` cb`xrb ji`zz de tar odihdefz fbah`xò`zb xl`x rb~rbzbexzodihdefz de xlb 0>>'tb`r ciaah~i`de% E`gb xldz cb`xrb ji`zz odihdefz0>>%

:6%0$ Lav gèt odihdefz `rb de xlb 0>>'tb`r ciaah~i`de1 @rb xlbrbgarb ar cbvbr odihdefz de xlb 0>>'tb`r ciaah~i`de xlè de xlb 2>>'tb`r

ciaah~i`de1 Vlt1

:'tb`r ciaah~i`de sbrzz xlb

i`rfbzx odihdef de xlb 0>>'tb`r ciaah~i`de%
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:4$ _b`h òax xlb

ciaah v`redef ztzxbg B|`gdeb xlb bsì`xdae ac xlb Oaihbr Jrbbk ciaah v`redef ztzxbg `xlxx~=!!vvv%hcjh%fdzvarkzla~%jag!~hcz!Oaihbr Jrbbk Iajì Ciaah V`redefZtzxbg ?>>?%~hc

:4%0$ Ha ta xldek xl`x xlb rbjaggbeh`xdaez car xlb ldfl zjlaai `rb

`hbp`xb1 Vlt ar vlt eax1

:4%?$ Xlb ièh vbzx ac Oaihbr Ldfl Zjlaai) obxvbbe xlb zjlaai èh

Ora`hv`t) v`z cii ac zxrbbxz exdi dx v`z jib`rbh z ~`rx ac xlb ciaah

jaexrai ~iè% Lav i`rfb è `rb` v`z jib`rbh1 Ob zrb xa dehdj`xb xlb

edxz ta `rb zdef%

Beh ac vark ~`jk`fb
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24/37

Vark ~`jk`fb 8= Dejar~ar`xdef ièh zb èh zxrb`g ciav h`x` Zxb~z 8> ' 86

8>$ @hh ièh

zb i`tbr @hh xlb Ièh Rzb i`tbr èh ztgoaid}b `z Redpb Sìb ae xlb `xxrdoxbI@EHRZB% Rzb xlb h`x` obiav xa jaezxrjx ?'jaige z~rb`hzlbbx de B|jbi%I@EHRZB HBZJ_D^XDAE@F @frdjixrì

JO Jaggedxt Ozdebzz

JD Jaggedxt Dehzxrdì

B^ Besdraegbexì ^raxbjxdae

FO Fbebrì Ozdebzz

FD Fbebrì Dehzxrdì

L_ Ldfl Hbezdxt _bzdhbexdì

ID Idflx Dehzxrdì

I_ Iav Hbezdxt _bzdhbexdì

GL Gèc`jxrbh Lazdef

G_ Gbhdg Hbezdxt _bzdhbexdì

GRO Gd|bh Rzb Ozdebzz

GR'O Gd|bh Rzb Ozdebzz

GRD Gd|bh Rzb Dehzxrdì

GR'D Gd|bh Rzb Dehzxrdì

GR_ Gd|bh Rzb _bzdhbexdì

G\_ Gd|bh Hbezdxt _bzdhbexdì

AZ'@ A~be Z~`jb) @jpdrbh

AZ'H_ A~be Z~`jb) Hbsbia~gbex _dflxz

AZ'A A~be Z~`jb) Axlbr

^D ^brcargèjb Dehzxrdì

^K'R!A ^`rk) Rroè èh Axlbr

^RO ôidj

_O _bfdaeì Ozdebzz

ZJ Zbrsdjb Jaggbrjdì

XO Xrèzdxdaeì Ozdebzz

SI_ Sbrt Iav Hbezdxt _bzdhbexdì


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8>$ @hh ièh

zb i`tbr ,jaexh%$ @hh xlb z~rb`hzlbbx xa tar @rjG`~ zbzzdae% Rzb ` xòi`r made ae xlb Ièhzbjahb xa made xlb z~rb`hzlbbx xa tar Ièh Rzb i`tbr%Eaxb lav gjl L_ ,ldfl hbezdxt rbzdhbexdì$ èh I_ ,iav hbezdxt rbzdhbexdì$ ièh

dz dezdhb xlb ciaah~i`de%

8>%0$ Vlt ha ta xldek xlbzb xva xt~bz ac ièh zb `rb zagb ac xlb

varzx ~azzdoib ièh zbz de ` ciaah~i`de1

8>%?$ Vl`x ièh zb ha ta jaezdhbr xa ob gazx `~~ra~rd`xb de `

ciaah~i`de1

Car Gdib Jètae Jrbbk dz ` xt~djì ~arxdae ac xlb Oaihbr Jrbbk v`xbrzlbh% Dx l`z

b|~brdbejbh zbsbrì ciaah bsbexz de xlb i`zx 0>> tb`rz) ìxlafl gazx ac xlb xdgb dx

dz ` sbrt edg~azdef v`xbrjarzb% De c`jx) v`xbr aeit ciavz de xlb jrbbk hrdef

xdgbz ac lb`st zeavgbix ar `cxbr c`drit zozxèxdì r`dez%


26/37


80$ B|`gdeb ~laxafr`~l B|`gdeb xlb ~laxafr`~l obiav ac Car Gdib Jètae Jrbbk) iaakdef vbzx cragòax 0 kdiagbxbr vbzx ac Ora`hv`t%

Car Gdib Jètae Jrbbk) Jaiar`ha%^laxafr`~l ot Mazb~l Kbrzkd%

80%0$ Hbzjrdob xlb ièhzj`~bz sbfbx`xdae) rdsbr jlèebi) eh

xa~afr`~lt%

80%?$ Jè ` rdsbr ciaah bsbe dc dx dz eax ciavdef ìi xlb xdgb1


27/37


8?$ B|`gdeb Car Gdib

Jrbbk v`xbrzlbh

Eb|x) b|`gdeb Car Gdib Jètae Jrbbk de garb hbx`di ot zxhtdef xlb rbzarjbz ae

O@ZDE) xlb Oaihbr @rb` Zzx`deòdidxt Decarg`xdae Ebxvark% Cehbh ot xlb RZ

Besdraegbexì ^raxbjxdae @fbejt ,B^@$) O@ZDE dz ` ~oidj rbzarjb xl`x ~rasdhbz

decarg`xdae òax xlb Oaihbr Jrbbk v`xbrzlbh% Ta vdii cajz tar b|`gde`xdae

ae aeb zgìi ~arxdae ac xlb v`xbrzlbhCar Gdib Jètae Jrbbk de Earxl Oaihbr%

Xlb `rxdjibz ta vdii rb`h eb|x hbì vdxl xlb jl`r`jxbrdzxdjz ac xlb jrbbk èh dxz

ciaah ldzxart asbr xlb i`zx 0>> tb`rz%

Zx`rx ot fadef xa xlb O@ZDE vbozdxb= lxx~=!!oje%oaihbr%ja%z!o`zde!% Fa xa Zbibjx

èh Xlbgb= V`xbrzlbh) Rehbr Dezdhb xlb V`xbrzlbh) èh zbibjx Car Gdib JètaeJrbbk%

8?%0$ @~~ra|dg xbit vlbrb habz xlb jrbbk obfde eh beh1

Xlb 0>>'tb`r ciaah ciav car Car Gdib Jètae Jrbbk dz :)2?> jodj cbbx ~br zbjaeh

`x Ora`hv`t%

@jjbzz xlb Oaihbr Jrbbk v`xbrzlbh ae xlb O@ZDE vbozdxb%8:$ B|`gdeb OaihbrJrbbk v`xbrzlbh 8:%0$ Vl`x vaih ob xlb ciav de jodj cbbx ~br zbjaeh ,JCZ$ `x xlb

jaecibejb ac Oaihbr Jrbbk vdxl Car Gdib Jètae Jrbbk hrdef ` 0>>'

tb`r ciaah1


28/37


88$ @jjbzz zxrb`g

f`fdef h`x`

@jjbzz xlb RZFZ zxrb`g f`fdef zx`xdaez jrrbex decarg`xdae ,èh eaxb xlb

ehbrzjarbz de xlb vbozdxb `hhrbzz$ obiav=

lxx~=!!v`xbrh`x`%zfz%fas!ja!evdz!s!1zdxbQea7>36:>?>># @_@gbxbrQjh7>>>3

2)>>>3>

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Jaiar`ha zxrb`gciav rbzarjb=

lxx~=!!v`xbrh`x`%zfz%fas!ja!evdz!jrrbex!1xt~b7ciav

Zjraii have xa Oaihbr Jrbbk% Xldz dz xlb RZFZ zxrb`g f`fb idzxbh `z caiiavz=

OARIHB_ J_BBK @X EA_XL 62XL ZX EB@_ OARIHB_) JA

88%0$ Vl`x dz xlb hdzjl`rfb de JCZ ciavdef rdflx eav xlrafl xlb f`fdef

zx`xdae1

88%?$ Lav gèt garb xdgbz xlb jrrbex ciav dz xlb 0>>'tb`r ciav1 Zlav

tar vark%

88%:$ Dz xldz f`fdef zx`xdae ~zxrb`g ar havezxrb`g crag xlb Car Gdib

Jètae Jrbbk rb` eb`r Ora`hv`t1
http://waterdata.usgs.gov/co/nwis/uv/?site_no=06730200&PARAmeter_cd=00065,00060http://waterdata.usgs.gov/co/nwis/uv/?site_no=06730200&PARAmeter_cd=00065,00060http://waterdata.usgs.gov/co/nwis/current/?type=flowhttp://waterdata.usgs.gov/co/nwis/current/?type=flowhttp://waterdata.usgs.gov/co/nwis/uv/?site_no=06730200&PARAmeter_cd=00065,00060http://waterdata.usgs.gov/co/nwis/uv/?site_no=06730200&PARAmeter_cd=00065,00060


29/37


82$ B|`gdeb ~laxafr`~l B|`gdeb xlb fraeh ~laxafr`~l obiav) vlbrb Ora`hv`t z~èz Car Gdib JètaeJrbbk%

Car Gdib Jètae Jrbbk `x Ora`hv`t%

^laxafr`~l ot Mazb~l Kbrzkd%

83$ B|`gdeb v`xbrzlbh Fa o`jk xa Car Gdib Jètae Jrbbk ae xlb O@ZDE vbozdxb èh zxht xldzv`xbrzlbh%

83%0$ Ha et ~axbexdì ~raoibgz b|dzx z rbzix ac xlb ra`hv`t ordhfb

èh jisbrx asbr Car Gdib Jètae Jrbbk x Ora`hv`t1

86$ B|`gdeb ciaah~i`de B|`gdeb xlb zl`~b ac xlb ciaah~i`de vbzx ac Ora`hv`t de tar FDZ%86%0$ Lav gdflx xldz ~raoibg b|~i`de xlb zl`~b ac xlb 0>>'tb`r

ciaahv`xbrz vbzx ac Ora`hv`t1Beh ac vark ~`jk`fb


30/37

Vark ~`jk`fb 2= Dejar~ar`xdef ldzxardjì bsdhbejb Zxb~z 8< ' 2:

8) 0420) èh 0422 ldzxart ac ci`zl

ciaahz) ehbr O`zde Ldzxart `x

lxx~=!!oje%oaihbr%ja%z!o`zde!ldzxart!ciaahldzxart0%lxgi

_b`h xlbzb `rxdjibz) èh xlbe èzvbr xlb caiiavdef pbzxdaez%

8


31/37


84$ _b`h btb'vdxebzz

`jjaex

_b`h xlb `jjaex ac Haiarbz Obezae de xlb 042> ciaah) èh eaxb xlb iaj`xdae ac

lbr lagb) `x lxx~=!!oje%oaihbr%ja%z!o`zde!ldzxart!042>iaah%lxgi%

Cdeh xlb iaj`xdae ac Gz% Obezaez lagb de tar FDZ g`~ hajgbex zdef xlb Cdeh

xaai% Rehbr Iaj`xdaez) zbibjx 4%:%0 RZ Zxrbbxz Fbajahb Zbrsdjb ,@rjFDZ Aeideb$) èh

bexbr xlb dexbrzbjxdae dehdj`xbh ot xlb 042> ciaah `jjaex) `z zlave eb|x%

2>$ Rzdef xlb cdeh xaai

Iaj`xdef Ora`hv`t èh X`g`r`jk%

De xlb rbzixz ideb) rdflx'jidjk) }aag xa xlb dexbrzbjxdae) èh `hh ` fr`~ldj ~adex xa

g`rk xlb z~ax%

2>%0$ Eb`r vl`x rdsbrz ciaah~i`de dz Gz% Obezaez lagb1 Dz dx eb`rbzx xa

xlb 0>>'tb`r ciaah~i`de ac xldz rdsbr) ar xlb 2>>'tb`r ciaah~i`de1

2>%?$ Vlt dz Gz% Obezaez lagb axzdhb xlb ciaah~i`de) dc dx v`z dehbbhciaahbh de 042>1
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20$ ]aag xa 04:>'

tb`r ciaah~i`de de xldz `rb`1

2?%6$ Lav hdh ta hbrdsb tar èzvbr òax lav gèt odihdefz rb

dezdhb xlb Car Gdib Jètae Jrbbk 2>>'tb`r ciaah~i`de1

2:$ Jrb`xb ` i`tax Jrb`xb ` i`tax ac xlb odihdefz dezdhb xlb Car Gdib Jètae ciaah~i`de vdxl tar04:< `brdì `z ` o`zb) dejihdef vl`xbsbr g`~ i`tbrz ta cbbi `rb ebjbzz`rt xa

jaggedj`xb xlb g`~z ~r~azb ac zzbzzdef ciaah l`}`rhz) eh b|~arx xlb i`tax

`z ` %m~f cdib%

Beh ac vark ~`jk`fb

k k i d h d l i


34/37

Vark ~`jk`fb 3= @eìt}def h`x` ' @zzbzzdef xlb rbzixz Zxb~z 28 ' 26

28%0$ Vl`x) dc èt) `rb xlb zdgdi`rdxdbz obxvbbe xldz 0446 ciaah èh xlb

ldzxardjì ciaahz de Oaihbr1

28$ _b`h ciaah rb~arx Carx Jaiidez èh xlb Jaiar`ha Zx`xb Redsbrzdxt j`g~z zccbrbh ` h`g`fdef) c`xìci`zl ciaah de 0446% _b`h òax dx de xlb Carx Jaiidez Jaiar`haè `x=

lxx~=!!vvv%jaiar`haè%jag!ebvz!jaiar`haè~oidzldef!Z~rdefJrbbkCiaah!dehb|

%lxgi

22$ _b`h edsbrzdxt

eaxbz

B|`gdeb xlb Oaihbr Jrbbk Ciaah Eaxboaak crag xlb Redsbrzdxt ac Jaiar`ha `x=

lxx~=!!vvv%jaiar`ha%bh!l`}`rhz!ojce!ciaah0%lxgi

Rzb JX_I + C xa cdeh xlb zbjxdae xdxibh Xlb Hbjdzdaez de _bxraz~bjx; rb`h xldz

zbjxdae%

22%0$ G`kb xlrbb aozbrs`xdaez òax xlb dzzbz desaisbh vdxl ~rb~`rdef

car ci`zl ciaah de Oaihbr) eh ot b|xbezdae) de axlbr jaggedxdbz%

23$ @eìt}b ciaah hrdii @eìt}b xlb ciaah hrdii hbzjrdobh `x=lxx~=!!vvv%oaihbrjaiar`ha%fas!dehb|%~l~1a~xdae7jagQjaexbex#sdbv7`rxdjib#d

h784?0#Dxbgdh7?>6>

23%0$ Lav `hbp`xb ha ta xldek xlb hrdii hbzjrdobh lbrb dz de ìbrxdef

èh ~rb~`rdef xlb ~oidj car ` ciaah bsbex1

V k k 3 @ i d h @ d l i Z 28 26
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35/37

Vark ~`jk`fb 3= @eìt}def h`x` ' @zzbzzdef xlb rbzixz Zxb~z 28 ' 26

26%0$ Vl`x `rb tar rbjaggbeh`xdaez de xbrgz ac vl`x jè ob haeb

òax xlb ciaah~i`de ~raoibg xah`t de Oaihbr èh de axlbr gaex`de'

craex jaggedxdbz1

26%?$ Vl`x axlbr FDZ h`x` i`tbrz gdflx ta ebbh dc ta vbrb jaehjxdef

` garb rdfaraz ciaah èìtzdz ac Oaihbr ar et axlbr jaggedxt1

26%:$ Lav hdh xlb jladjb ac zdef h`x` crag Oaihbr Jaextzfasbregbex `ccbjx tar `zzbzzgbex ac xlb ci`zl ciaah rdzk1 Lav vaih `

hdccbrbex zbx ac h`x` ccbjx tar eìtzdz1

26%8$ Lav vaih tar èìtzdz ob hdccbrbex dc xlb ~oidj hag`de h`x` l`h

obbe fbebr`xbh `x ` zgìibr ,ja`rzbr$ zjìb1 @ i`rfbr ,ldflbr rbzaixdae$

zjìb1

26%2$ Zgg`rd}b de ` cbv zbexbejbz vl`x ta l`sb ib`rebh òax zdef

z~`xdì h`x` eh FDZ zacxv`rb eh z~`xdì eìtzdz ~rajbhrbz xa eìt}b

ciaahz%

26%3$ Zgg`rd}b vl`x ta l`sb ib`rebh oax vlt ciaah~i`de

`v`rbebzz eh eìtzdz rb dg~arxèx xa iajì jaggedxdbz%

26$ _b`h Jdxt ac Oaihbr

decarg`xdaeB|`gdeb xlb Jdxt ac Oaihbr Ciaah Gè`fbgbex ~`fbz `x

lxx~=!!vvv%oaihbrjaiar`ha%fas!dehb|%~l~1a~xdae7jagQjaexbex#x`zk7sdbv#dh7

:84:#Dxbgdh70?2:%

Beh ac vark ~`jk`fb
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0$ Vl`x dz xlb xrb jazx ac z~`xdì h`x`1

?$ Hbzjrdob x ib`zx xva rfgbexz de c`sar ac fasbregbex fbejdbz ~rasdhdefz~`xdì h`x` car crbb eh x ib`zx xva rfgbexz de c`sar ac fasbregbex fbejdbz

jl`rfdef cbbz eh ratìxdbz car xlazb h`x`%

:$ Zx`xb tar a~dedae= Ha ta xldek fasbregbexz zlaih jl`rfb cbbz car z~`xdì

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8$ Hbzjrdob lav g`~~def g`zl~z jag~idj`xb xlb crbb sz% cbb hbo`xb%

2$ Hbzjrdob aeb g`de hdccbrbejb obxvbbe cbhbrì z~`xdì h`x` ~aidjt de xlb Redxbh

Zx`xbz eh xl`x ac iajì fasbregbexz%

3$ Hbzjrdob `x ib`zx cdsb xt~bz ac h`x` xl`x ta haveia`hbh car xlb ciaah~i`de

èìtzdz de xlb jdxt ac Oaihbr%

6$ Hbzjrdob vla jrb`xbh xlb h`x` xl`x ta zbh eh x ib`zx xlrbb axlbrjl`r`jxbrdzxdjz ac xlb h`x`%

>'tb`r ciaah~i`de ar 2>>'tb`r ciaah~i`de1

Vlt1 Vl`x v`z xlb ~raoibg vdxl xlb zd}b ac xlb jisbrx ae Ora`hv`t de Oaihbr

car Car Gdib Jètae Jrbbk1

Jl`~xbr 8 pd}


37/37

0>$ Xlb jladjb ac zdef h`x` crag Oaihbr Jaextz fasbregbex `ccbjxbh tar

`zzbzzgbex ac xlb ci`zl ciaah rdzk% Xlb h`x` vbrb jaiibjxbh ehbr jbrx`de pìdxt

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ac ièh ~`rjbiz dg~`jxbh ot ciaahz) xlb iaj`xdae ac xlazb ~`rjbiz) xlb gaex ac

ciaahdef xl`x vaih x`kb ~i`jb) eh gjl garb% Obtaeh xlb pèxdx`xdsb eìtzdz)

` hdccbrbex h`x`zbx vaih ixbr xlb pìdx`xdsb zzbzzgbex eh xlb zozbpbex

rbjaggbeh`xdaez xl`x aeb vaih g`kb crag xlb zxht% H`x` crag ` s`rdbxt ac

hdccbrbex zarjbz vaih idkbvdzb ccbjx xlb cdeì rbzixz%

Lav jè xlb zb ac FDZ lbi~ decarg jdxd}bez òax xlb rdzk ac ci`zl ciaahz èh lbi~

de xlb hbsbia~gbex ac ciaah gdxdf`xdae ~iè) car b|`g~ib) xlb bgbrfbejt

~rb~`rbhebzz fdhbz ae xlb Oaihbr Accdjb ac Bgbrfbejt Gè`fbgbex

,lxx~=!!oaihbrabg%jag!$% Lav hdh xlb `s`diòdidxt ac ~oidj hag`de h`x` car xlb

Jdxt ac Oaihbr `ccbjx tar òdidxt xa zxht ciaahz de xlb `rb` zdef FDZ1

Jl`~xbr 8 pd}
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exercise 04 - analyzing flood and floodplains in colordao

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