deltastewardshipcouncil map...

2
ABSTRACT The California Geological Survey has compiled regional geologic maps of the delta, incorporating original mapping at 1:24,000 (1 inch = 2000 feet). These maps show the distribution of different geologic units that can be distinguished by their age, environment of deposition, and grain size. The physical properties of the geologic units are used directly in calculation of earthquake shaking hazards and liquefaction. Geologic maps therefore, can be used for assessing how liquefaction and earthquake shaking potential varies across the region. These geologic maps are available as four separate maps covering 30x60 minute areas: the Lodi, Napa, Sacramento and Stockton quadrangles. Pdf images of the first three are available on the CGS Preliminary Geologic Maps webpage at: http://www.conservation.ca.gov/cgs/rghm/rgm/Pages/preliminary_geologic_maps.aspx The Stockton quadrangle is still in progress, but will be posted on the same web page when it is complete. Chris Wills California Geological Survey [email protected] Geologic maps as baseline data for evaluating seismic hazards Modesto Formation Qm Qm 2 Qm 2b Qm 1 Qm 1b Qm - Undivided Qm 2 - Upper member, undivided alluvium Qm 2b - Upper member, fine-grained Qm 1 - Lower member, undivided alluvium Qm 1b - Lower member, fine-grained Qof Early to late Pleistocene alluvial fan deposits Qop Early to late Pleistocene pediment deposits Qpa Latest Pleistocene alluvium Qpf Latest Pleistocene alluvial fan deposits Qtl Turlock Lake Formation Neroly Sandstone Mc Cierbo Sandstone QTi QTu Pittsburg Assemblage QTl af Artificial fill Qha Holocene alluvium, undivided afbm Artificial fill placed over bay mud Qhly Latest Holocene fan levee deposits Qhdm Holocene Delta mud Qhl Holocene fan levee deposits Qhff Holocene alluvial fan deposits, fine grained facies Qhf Holocene alluvial fan deposits Qhty Latest Holocene stream terrace deposits Qhfy Latest Holocene alluvial fan deposits Qhay Latest Holocene alluvial deposits, undivided ac Artificial stream channel gq Gravel quarry ads Dredge spoils Qhc Latest Holocene stream channel deposits Qhb Holocene basin deposits Qhbm Holocene estuarine deposits (bay mud) alf Artificial levee fill Qhfp Holocene flood plain deposits Qls Alluvium, undivided Landslide deposits Qds Qf Late Pleistocene to Holocene dune sand deposits Late Pleistocene to Holocene stream terrace deposits Late Pleistocene to Holocene fan deposits Qt Qa Irvington gravels Livermore gravels Plt Lawlor Tuff Pth Pb Basaltic intrusive rocks Unnamed limestone Pl Laguna Formation Plp Ppc Unnamed nonmarine clay Pol Tehama Formation Oro Loma Formation Unnamed freshwater limestone MPss Musl MPv Mus MPgt MPgv Unnamed sandstone MPgv - undivided MPgt - tuff marker bed Green Valley and Tassajara Formation Unnamed volcanic rocks Unnamed sedimentary and volcanic rocks Mor Orinda Formation Mbp Bald Peak Basalts Mnr Mnc Mnc - conglomerate Mns Mns - siltstone Mnr - undivided Msv Silicic intrusive rocks Mcsc Mc - undivided Mcsc - sandstone and conglomerate Mbr Briones Formation Mbri Mbrg Mbre Mbrd Mbr - Undivided Mbri - I member Mbg - G member Mbe - E member Mbd - D member Mr Rodeo Shale, Hambra sandstone, Tice Shale and Oursan sandstone, undivided Mro Rodeo Shale Mt Tice Shale Mo Oursan Sandstone Mcs Mccs Claremont Shale Mcs - undivided Mccs - interbedded sandstone Ms Sobrante Sandstone Mtem Temblor Sandstone Msh Unnamed shale Mmss Unnamed sandstone Oks Okt Okt - undivided Oks - Tuffaceous sandstone, conglomerate, and siltstone Kirker Tuff Markley Formation Emk Emku Emkl Emsu Emsl Emlu Emll Emk - Undivided Emku - Upper member Emkl - Lower member Emsu - Sidney Flat member, upper part Emsl - Sidney Flat member, lower part Emlu - Lower member, upper siltstone Emll - Lower member, lower siltstone Domengine Formation Ed Edu Edl Edls Edl - Lower member Edls - Lower member, sandstone - Undivided Ed Edu - Upper member Etel Ete Ete - Undivided Etel - Lower sandstone Tesla Formation Ets Tolman Formation Megonas Formation $me $md $mc $mcs $ma $me - Upper member $md - Sandstone member $mc - Shale member $mcs - Sandstone interbeds $ma - Lower member $ps $mzl $mzu Unnamed sandstone and shale, Upper member Unnamed sandstone and shale, Lower member Unnamed siltstone and sandstone Krc Redwood Canyon Formation Ko Oakland sandstone/ conglomerate Km Moreno Formation Kms Km - undivided Kms - sandstone Panoche Formation Kpa Kpl Kps Kpa - Undivided Kpl - Shale Kps - Sandstone Kdv Deer Valley sandstone Kkh Horsetown Formation of Huey Ksh Knoxville Formation Coast Range Ophiolite KJk - undivided KJkc - conglomerate KJk KJkc Franciscan Complex KJf KJfe KJfg KJfm KJqd - Franciscan KJf - Eylar Mountain terrane KJfe - Franciscan greenstone KJfg - Franciscan melange KJfm - Franciscan quartz diorite KJqd Ku Kslt Ku - Unnamed sedimentary rocks Kuc - Unnamed conglomerate Kuhs - Unnamed sandstone and shale Kuss - Unnamed sandstone Kssh - Siliceous shale Kslt - Unnamed siltstone Great Valley Complex (Juassic and Cretaceous) Keu Kel Kels Keu - Unit E, upper member Kel - Unit E, lower member Kels - Unit E, lower member, sandstone Kd Kds Kd - Unit D, sandstone Kds - Unit D, shale Kcu Kcus Kcm Kcl Kcls Kcu - Unit C, upper member, shale and siltstone Kcus - Unit C, upper member, sandstone Kcm - Unit C, middle member, wacke Kcl - Unit C, lower member, shale and siltstone Kcls - Unit C, lower member, sandstone Kss Kus Kcv Ks Ksu Ksuh Ksus Kb Kbsh Kbs Kb Kbsh Kbs - Unit B, sandstone and shale - Unit B, shale - Unit B, sandstone Ka Unit A, shale Blocks within Franciscan Complex Jb Jdb Jpb Jgb - Diabase Jdb - Basalt and diabase Jb - Pillow basalt Jpb - Gabbro and diabase Jgb fc fg gl gl+fb vk vb di - glaucophane gl gl+fb - glaucophane + basalt - keratophyre vk - diorite diabase vb - diabase di - gabbro - peridotite gb - serpentinite sp - chert fc - basalt and chert fbc - melange fm - greywacke fs - sandstone and shale fss - silica carbonate sc - greenstone fg fbc fm Qht Holocene stream terrace deposits Qpt Kuc fs fss sc sp gb Qot Early to late Pleistocene terrace deposits Latest Pleistocene terrace deposits Kus - Undivided sandstone and shale Kcv - Unnamed sandstone, conglomerate, and shale Ksh - Unnamed shale Ks - Unnamed sandstone and shale Kss - Unnamed sandstone Ksu - Unnamed sandstone and shale Ksuh - Unnamed shale Ksus - Unnamed sandstone and shale Riverbank Formation Qr Qr 3 Qr 2 Qr 1 Qr Qr3 Qr2 Qr1 - Undivided - Upper unit - Middle unit - Lower unit Qpb Latest Pleistocene basin deposits Qmz QTnm Montezuma Formation North Merced Gravels Mpb Putnam Peak Basalt OMvs Valley Springs Formation Ei Ione Formation Nortonville Formation Env Envu Env Envu - Undivided - Upper member Esh Unnamed shale $pu $mz Shale and sandstone Martinez Formation Kssh Kfo Kg Kuhs Kuss Forbes Formation Guinda Formation Jgo Gopher Ridge Volcanics Jss Salt Springs Slate MPmb Jch Jp Kc Kr MPmc Mzd Mzg Mzqd Qoa Qoa 3 Qoa 4 Qoa 1 Qoa 2 Older alluvium Diorite, undivided Quartz dorite, undivided Granite, undivided Chico Formation Rocklin Pluton Penryn Pluton Copper Hill Volcanics Mehrten Formation Foothill Melange Coherent rocks within Foothill Melange MPm - Undivided MPmc - Cobble comglomerate MPmb - Mudflow breccia sp - Serpentine and peridotite sa - Serpentine and amphibole, interlayered py - Pyroxenite and metapyroxenite pg - Pyroxenite and gabbro gb - Gabbro and metagabbro ls - Limestone Qoa - Undivided Qoa 4 - Unit 4 Qoa 3 - Unit 3 Qoa 2 - Unit 2 Qoa 1 - Unit 1 MPm mv mvs ms mv - Metavolcanic rock mvs - Metasedimentary and meta- volcanic rock, undivided ms - Metasedimentary rock sp sa py pg gb ls HOLOCENE PLEISTOCENE PLIOCENE MIOCENE OLIGOCENE EOCENE PALEOCENE CRETACEOUS JURASSIC TERTIARY QUATERNARY MESOZOIC CENOZOIC ABBREVIATED EXPLANATION Approximate stratigraphic relationships only Location map showing the Sacramento, Lodi, and Stockton 30’ x 60’ Quadrangles, and Fairfield South and Vine Hill 7.5’ Quadrangles CALIFORNIA GEOLOGICAL SURVEY CALIFORNIA CONSERVATION

Upload: lamtram

Post on 30-Jan-2018

216 views

Category:

Documents


2 download

TRANSCRIPT

Page 1: DeltaStewardshipCouncil map 11x17deltacouncil.ca.gov/sites/default/files/2016/07/2016-07-13-chris... · 7/13/2016 · MPmc - Cobble comglomerate MPmb - Mudflow breccia sp - Serpentine

ABSTRACTThe California Geological Survey has compiled regional geologic maps of the delta, incorporating original mapping at 1:24,000 (1 inch = 2000 feet). These maps show the distribution of different geologic units that can be distinguished by their age, environment of deposition, and grain size. The physical properties of the geologic units are used directly in calculation of earthquake shaking hazards and liquefaction. Geologic maps therefore, can be used for assessing how liquefaction and earthquake shaking potential varies across the region.

These geologic maps are available as four separate maps covering 30x60 minute areas: the Lodi, Napa, Sacramento and Stockton quadrangles. Pdf images of the first three are available on the CGS Preliminary Geologic Maps webpage at: http://www.conservation.ca.gov/cgs/rghm/rgm/Pages/preliminary_geologic_maps.aspxThe Stockton quadrangle is still in progress, but will be posted on the same web page when it is complete.

Chris WillsCalifornia Geological Survey

[email protected]

Geologic maps as baseline datafor evaluating seismic hazards

Modesto Formation

Qm Qm2

Qm2b

Qm1

Qm1b

Qm - UndividedQm2 - Upper member, undivided alluviumQm2b - Upper member, fine-grainedQm1 - Lower member, undivided alluviumQm1b - Lower member, fine-grained

QofEarly to late Pleistocenealluvial fan deposits Qop

Early to late Pleistocenepediment deposits

QpaLatest Pleistocenealluvium Qpf

Latest Pleistocenealluvial fan deposits

Qtl Turlock Lake Formation

Neroly Sandstone

Mc

Cierbo Sandstone

QTi QTu Pittsburg AssemblageQTl

af Artificial fill

Qha Holocene alluvium, undivided

afbmArtificial fill placed over bay mud

QhlyLatest Holocene fanlevee deposits

Qhdm Holocene Delta mud

QhlHolocene fanlevee depositsQhff

Holocene alluvial fandeposits, fine grained faciesQhf

Holocene alluvial fandeposits

QhtyLatest Holocene stream terrace depositsQhfy

Latest Holocene alluvial fan depositsQhay

Latest Holocene alluvial deposits, undivided

ac Artificial stream channelgq Gravel quarryads Dredge spoils

QhcLatest Holocene streamchannel deposits

Qhb Holocene basin deposits QhbmHolocene estuarine deposits (bay mud)

alf Artificial levee fill

QhfpHolocene flood plain deposits

QlsAlluvium, undivided Landslide depositsQdsQfLate Pleistocene to Holocenedune sand deposits

Late Pleistocene to Holocenestream terrace deposits

Late Pleistocene to Holocenefan deposits QtQa

Irvington gravels Livermore gravels

Plt Lawlor Tuff

Pth Pb Basaltic intrusive rocks

Unnamed limestone

Pl Laguna FormationPlp

Ppc Unnamed nonmarine clay

PolTehama Formation Oro Loma Formation Unnamed freshwaterlimestone

MPss

Musl

MPv

Mus

MPgtMPgvUnnamed sandstone

MPgv - undividedMPgt - tuff marker bed

Green Valley andTassajara Formation

Unnamed volcanic rocks

Unnamed sedimentary and volcanic rocks

Mor Orinda Formation Mbp Bald Peak Basalts

Mnr Mnc

Mnc - conglomerate

Mns

Mns - siltstoneMnr - undivided

Msv Silicic intrusive rocks

Mcsc

Mc - undividedMcsc - sandstone and conglomerate

Mbr

Briones Formation

Mbri Mbrg Mbre Mbrd

Mbr - UndividedMbri - I memberMbg - G member

Mbe - E memberMbd - D member

Mr

Rodeo Shale, Hambra sandstone,Tice Shale and Oursan sandstone,undivided

Mro

Rodeo Shale Mt Tice Shale Mo Oursan Sandstone

Mcs Mccs

Claremont Shale

Mcs - undividedMccs - interbedded sandstone

Ms Sobrante SandstoneMtem Temblor Sandstone

Msh Unnamed shale

Mmss Unnamed sandstone

OksOkt

Okt - undividedOks - Tuffaceous sandstone, conglomerate, and siltstone

Kirker Tuff

Markley Formation

Emk Emku EmklEmsu Emsl Emlu Emll

Emk - UndividedEmku - Upper member

Emkl - Lower member

Emsu - Sidney Flat member, upper partEmsl - Sidney Flat member, lower part

Emlu - Lower member, upper siltstoneEmll - Lower member, lower siltstone

Domengine Formation

Ed Edu Edl Edls

Edl - Lower memberEdls - Lower member, sandstone

- UndividedEdEdu - Upper member

EtelEte

Ete - UndividedEtel - Lower sandstone

Tesla Formation

Ets Tolman Formation

Megonas Formation

$me $md $mc $mcs $ma

$me - Upper member$md - Sandstone member$mc - Shale member$mcs - Sandstone interbeds$ma - Lower member

$ps

$mzl$mzuUnnamed sandstone and shale,Upper member

Unnamed sandstone andshale, Lower member

Unnamed siltstone and sandstone

Krc Redwood Canyon Formation

Ko Oakland sandstone/conglomerate

Km

Moreno Formation

Kms

Km - undividedKms - sandstone

Panoche Formation

Kpa Kpl Kps

Kpa - UndividedKpl - ShaleKps - Sandstone

Kdv Deer Valley sandstone

Kkh Horsetown Formation of Huey

Ksh

Knoxville Formation

Coast Range Ophiolite

KJk - undividedKJkc - conglomerate

KJk KJkc

Franciscan Complex

KJf KJfe KJfg KJfm KJqd

- FranciscanKJf- Eylar Mountain terraneKJfe- Franciscan greenstoneKJfg- Franciscan melangeKJfm- Franciscan quartz dioriteKJqd

Ku Kslt

Ku - Unnamed sedimentary rocksKuc - Unnamed conglomerateKuhs - Unnamed sandstone and shaleKuss - Unnamed sandstoneKssh - Siliceous shaleKslt - Unnamed siltstone

Great Valley Complex (Juassic and Cretaceous)

Keu Kel Kels

Keu - Unit E, upper memberKel - Unit E, lower memberKels - Unit E, lower member, sandstone

Kd Kds

Kd - Unit D, sandstoneKds - Unit D, shale

Kcu Kcus Kcm Kcl Kcls

Kcu - Unit C, upper member, shale and siltstoneKcus - Unit C, upper member, sandstoneKcm - Unit C, middle member, wackeKcl - Unit C, lower member, shale and siltstoneKcls - Unit C, lower member, sandstone

KssKus Kcv Ks Ksu Ksuh Ksus

Kb Kbsh Kbs

KbKbshKbs

- Unit B, sandstone and shale- Unit B, shale- Unit B, sandstone

Ka Unit A, shale

Blocks within Franciscan Complex

Jb Jdb Jpb Jgb

- DiabaseJdb- Basalt and diabaseJb

- Pillow basaltJpb- Gabbro and diabaseJgb

fc fg

gl gl+fb vk vb di

- glaucophaneglgl+fb - glaucophane + basalt

- keratophyrevk- diorite diabasevb- diabasedi- gabbro - peridotitegb- serpentinitesp

- chertfc- basalt and chertfbc- melangefm- greywackefs- sandstone and shalefss- silica carbonatesc- greenstonefg

fbc fm

QhtHolocene stream terracedeposits

Qpt

Kuc

fs fss sc

spgb

QotEarly to late Pleistoceneterrace deposits

Latest Pleistoceneterrace deposits

Kus - Undivided sandstone and shaleKcv - Unnamed sandstone, conglomerate, and shaleKsh - Unnamed shaleKs - Unnamed sandstone and shaleKss - Unnamed sandstoneKsu - Unnamed sandstone and shaleKsuh - Unnamed shaleKsus - Unnamed sandstone and shale

Riverbank Formation

Qr Qr3

Qr2

Qr1

QrQr3Qr2Qr1

- Undivided- Upper unit- Middle unit- Lower unit

QpbLatest Pleistocene basindeposits

Qmz

QTnm

Montezuma Formation

North Merced Gravels

Mpb Putnam Peak Basalt

OMvs Valley Springs Formation

Ei Ione Formation

Nortonville Formation

Env Envu

EnvEnvu

- Undivided- Upper member

Esh Unnamed shale

$pu

$mz

Shale and sandstone

Martinez Formation

Kssh Kfo

Kg

Kuhs Kuss Forbes Formation

Guinda Formation

Jgo Gopher Ridge Volcanics

Jss Salt Springs Slate

MPmb

Jch

Jp

Kc

Kr

MPmc

Mzd

Mzg

Mzqd

QoaQoa

3

Qoa4

Qoa1

Qoa2

Older alluvium

Diorite, undivided

Quartz dorite, undivided

Granite, undivided

Chico Formation

Rocklin Pluton

Penryn Pluton

Copper Hill Volcanics

Mehrten Formation

Foothill Melange Coherent rocks within Foothill Melange

MPm - UndividedMPmc - Cobble comglomerateMPmb - Mudflow breccia

sp - Serpentine and peridotitesa - Serpentine and amphibole, interlayeredpy - Pyroxenite and metapyroxenitepg - Pyroxenite and gabbrogb - Gabbro and metagabbrols - Limestone

Qoa - UndividedQoa4 - Unit 4Qoa3 - Unit 3Qoa2 - Unit 2Qoa1 - Unit 1

MPm

mv mvs ms

mv - Metavolcanic rockmvs - Metasedimentary and meta- volcanic rock, undividedms - Metasedimentary rock

sp sa py pg gb ls

HO

LOC

EN

EP

LEIS

TO

CE

NE

PLI

OC

EN

EM

IOC

EN

EO

LIG

OC

EN

EE

OC

EN

EP

ALE

OC

EN

E

CR

ETA

CE

OU

SJU

RA

SS

ICT

ER

TIA

RY

QU

AT

ER

NA

RY

ME

SO

ZO

ICC

EN

OZ

OIC

ABBREVIATED EXPLANATIONApproximate stratigraphic relationships only

Location map showing the Sacramento, Lodi,and Stockton 30’ x 60’ Quadrangles, and

Fairfield South and Vine Hill 7.5’ Quadrangles

CALIFORNIAGEOLOGICAL SURVEY

C A L I F O R N I ACONSERVATION

Page 2: DeltaStewardshipCouncil map 11x17deltacouncil.ca.gov/sites/default/files/2016/07/2016-07-13-chris... · 7/13/2016 · MPmc - Cobble comglomerate MPmb - Mudflow breccia sp - Serpentine

44

50

4427

60

74755547

6745

8042

3560 57

5558

4858

624056

2837

60545363

45

14

40

22

10

75

60

65

60

60

20

70

25

55

6580

45

70

65

70

45

45

40

Qf

afbm

alf

alf

alf

alf

Qhf afbm

Qhf

alf

$mz

Qhbm

Qhl

Qhbm

Qhbm

Qhb

Qhff

Tsvt

Qf

Qhbm

QhlQhf

Qhf

Qf

Qhbm

Qhbm

Qhf

Qhbm

Qhbm

Qhf

Qop

Qhbm

Qf

Qhbm

Qhbm

Tss

Qhbm

Qhbm

afbm

Tsvm

Tsvm

Qhl

Qhl

Qhb

Qhbm

alf

Qhbm

QhfQhbm Qhbm

Qhbm

Tsvm

Qhb

Qhb

alf

Qhl

Qhbm

Qhf

afbm

afbm

Qhl

Qhf

alf

alf

Qhbm

Qa

Qhbm

EmkMnr

QhlQf

EdQhbm

alfQf

afQhb

Qa

Tst

afbm

Qhc

Qha

Tsvt

Ppt

Qhc

Env

Qhbm

Emk

af

Tsvm

Emk

Qpf

af

Mnr

Tss

Tsvt

alf

af

afbm

Qf

Qhf

Qhf

$mz

Qhbm

Qhbm

af

Qhc

Qhbm

$mz

Qhbm

Qhbm

Qhbm

Qhbm

Qhbm

Qhbm

Qhbm

alf

Pth

QPu

Qhbm

Qpf

Qhbm

Qhbm

Ku

Qhbm

alf

Emk

Qpf

Qpf

Qls?

alf

Qpf

Qht

afbm

Qhbm

Ms

Qhf

af

alf

Qhbm

Qpf

Emr

Ed

Qhbm

Emr

Qhbm

Qhbm

Qpf

Kus

Qoa

Ku

Mc

Qhbm

Qhbm

Emr

Qpf

afbm

Qa

Qhbm

Pth

Ms

alf

afbm

Kus

$lj

$lj

Ms

alf

Tsvt?

Qhbm

af

Qpf

Emr

Qof

Qls?

$lj

Qhf

Qpf

Ees

alf

Qhbm

Qpf

Qhbm

Qhbm

af

Qhbm

Qhbm

Qha

alf

Qhbm

af

alf

alf

Qoa

Mbr

Qhcaf

Ees

Qhf

Qpf

Ku

af

$lj

alf

Kus

Tsv

Pth

alf

afbm

Qhff

Msr

Ees

Qhbm

Ku

Qhf

Plt

afbm

Qhbm

Kus

Qhff

afbm

Qha

alf

alf

Msr

alf

ac

afbm

alf

afbm

af

afbm

alf

Plt

Qhbm

afbm

Mc

af

af

afbm

afbm

Qpf?

af

afbm

Qhbm

alf

Qoa

af

alf

Qpf?

Qhbm

af

af

af

Ed

Qhbm

af

alf

alf

afbm

afbm

Qhf

alf

Qhbm

alf

$vh

$vh

$vh

af

af

af

afaf

Mnr

Mnr

Qm1b

Qhf

Qm2-2b?

Qf

af

af

MoMt sp

sp

Qpa

Qoa1

Mor

Qoa

Qa

sp

Kmsp

Mo

MoKm

Km

sp sp

Qm2b

Qht2

Qht2

Qpf

Emkl

Qa

gb

Qop

Qa

Mo

fg

Qfsp

spQf

fc

Mt

af

Qa

Kcu

Qpa

Qpf

Qf

Qha

Qof?

Jgb

Qoa2

spsp

KJfe

fsQa

fc

Mnr

fsfc

Kss

Emsu

Emkl

Emkl

Kcu

Pεma Emkl

Pεmc

Pεmd

Jbfsfg

fc

Mo fc

fggb

Qa

Ku

EdEd

Emsu Emsl

Qt sp

fcKm

fc

Mo

sp

Km

fg

fc

QpfEmkl

Emkl

Kus Kbs?

Qpf

Pεma

fc fc

Ku

Mt

sp

sp fgspfc

fc

Qht2

Mbre

Mbre

Mc

Emlu

spKm af

af af

Mt

sp

Mt sp

Km

fc

MbrgMbre

Mt?

Mcs

vbfc

Qa

fgspfg

Ms

vb fs

Ms

Qpf

Mro

Mbre

Mus

Mbrg

Qa

Kmsp

vk

Qa

Ku

spMt

PεpsMcs

Mcs

Mbr

Mcs

Ks

Edaf

Qa

Qpt

Qhc

Qpf

Qls

Qhc

Qhf

Qf

Qhl

Qls QopQhl

Qls

Qpf

Qhb

Qls

Qhc

Qls

Qoa1

QdsQoa1

Qds

Qop2

Qpf2

Qhty

Qm1b

Qm2b

MPgv

Qop2

Qhty

Qds

Qa

Qm2b

Qpf

Qhfp

Qhfp

Qhfp

Qm1b

Qm1b

Qhfp

Qds

Qhty

Qm1b

Qds

Qht1

KJfe

Qpf2

Qht1

Qha

Qpf1Qoa

MoQa

Mnr

Ks

Mnr

gqgq

sp

Ks

Plp

Mbr

Kbsh

Emll

Emk

Emk

Qf

Mt af

Mo

sp

QtgqMo

fc

Km

Qpf

Kslt

KbsMc

Mcsc

Kb

gq

Mc

afKm

sp

Mnr

Jb

KJk

Ksus

fg

QlsQls

Qls

fc

Qhl

Mnr

Ms

fc di

Ks

fg

Km

fcKs

gl

Qr2 Pl

Qha

Jpb

af

Qa

fg

Kc

fc

KuKo

Qoa

Qht

Qha

fc

fg

sp

Ks Mnr

fc

sp

Qpf

Qf

Qhf

Qhff

Qhf

Qhff

QhffQf

fcKs glfc Mnr

Ku

fs

MPv

Qhc

Qm1bQm1b

Qhff

QfKufc

Km

fc

Qm2

QTl

af

spsp

Krc

afMc

af

Mnr

fc Kmfc

Ku

afbm

McQhf

Mc

Mnr

Mnr

Qa

Ko

Mnr

Km

Qf

Qoa

Qhf

Km

Qa

Mc Mnr

Kc

fs

Qpf

Qhff

McMc

Ks

Mnr Mnr

Mc Mc

QoaQoa

Qhff

MroQoa

Qoa Qhff

Kc

Mnr

MnrMnr

Ku McMcMnr

McMc

af

Mc

Qm1b

Qhfp

Qhff

Qf

Qhly

Qf

Qhf

Qoa2

afbm

Ku

Kd Mc

af

Mc

KdMc af

gq

Mnr afMnrMc

McKc

Mnr

Mnr

gq

Mc

Kd

McMnr

KdKd

Kd

af

Km

Ku

Mnr

Kc

Qpf

gq

MnrMcMc

Ku

ac

Qa

Qhf

Qpf Qt

Qpf

Qt

Qoa

Qf

ac

af af Mnr

McKd

Mc

Qds

Qm2b

Qm2-1

Qpf

Kms Ete

Kd

Qa

Mnr

Mc

McMc

Mc

MnrQa

Mnr

Qpa

Qoa?

Qf

Qf

Qhc

Qof

Mc

Qf MnrMc

McQf

af

QhffQhff

Qhf

Qhl

Qhf

Qhff

af

Kd

afKdaf Kd

Mnr

Mnr

ac

Qhff

Qhl

QpfQha

afaf

Mc

Kd

afMc

Qof?

PεmzuPεmc

Qa

Qa

af

Kd

Qa

afKd

Qhay

af

af

af

af

Qa

Kd

Mc

af

Kd

Qhf

alf

alf

af

af

MnrMc

Qa

Qds

QdsQds

Qds

Qpa

ac

Mnr

Kd

af

Qaaf

Kd

Pεps

Qm2

af

Kd

Kd

af

afaf

Qa

Qa

QaMnr

Qf

Kds

Kds

Qhf

Qhf

Kd

Qa

af

af af

af

af

af

KdQa

Mc

af

Qa

Mnr

af

af

Mc

Mc

MnrQa

af

af

af

af

ac

Mnr

af

Kd

Mc afaf

af

Mnr

af

Kd

KdQa

Kd

Kplfc

Mmss

Kd

af

MnrQha

af

Kd

af

af

Kd

Kd

Qa

Kd

Ka

afKd

Kd

KdQa

Kd

ac

Qha

Kd

KaKd

Kb

Kb

Kd

af

Kd

KdQa

Kd

Mnr Mc

Mnr

Mnr

KbKd

KdMc

Ka

af

KdKds

Kd

Kb

Ed

sp

QafmEd

Mnr

Mnr

Qa

af

KdQt

QaMc

Qa Ka

fm

EdKd

spMc

Kb

fm

Mnr

KbQt

Qht2

af

Kd

Ed

Ka

Ka

KdKb

Ka

Kd

Qhty

Ka

Kb

af

Kbsc

Qf

Qa

Qhty

Qds

Qht2

Ete

Ete

Kd

QfEd

af

Qf

affm

Ppc

Kpa

sp

Kd

Ed

Qf

afKd

Kdaf

af

af

ac

af

Kd

af

Ka

afKbEdKa

Ka

Ka

Ed

af

Qf

Kd

Ka

EdKb

Kd

Kb

Ed acQa

Qof

Ka

Ppc

fc

Mnr

Qof

QaKb

af

Qa

Qpa

Kd

Ed

EdEd

Qpf

Pol

Qhf

Qhfp

EdEd

EdEd

EdKa

af

Qm2-1

ac

af

Pb

af

Qa

Pb

af

af

Pb

Qa

QaQa

Mc

alf

af

McMc

MnrMc

Mc afMnr

Plt QaMnr

Qa

Plt

Mnr

Mc

Pb af

Mnr

Qa

Qa

Mc

Mnr

Mc

MnrQf

Qf

af

af

Qht

Qhc

Qhc

Qm2

alf

ads

Qhc

ads

Qm2

Kps

Pol

Pol

Pol

QTi

QTi Mbr McsQpt QhcMcs

Qht

KpaQhf

QopQpf

Qls

Qpf

Kps

QTi

Qop

Qot

QlsQls

Qls

Qa

Mcs

Qhf PpcQhc

QhcQls

Kpa

QhtMbr Pol

QhfKpaMbr

Qhc

Qls

Qls

KplQls

Qls

QlsQTi

Qhc

QhfQls

Qt

Kpa Qop

KmsQop

Qht

Qhl

Qhf

Kpa

Jgb

Kps

KJkMsv

Kps

Qhc

Qls

Qls Qhf

Qha

Qht

Mbr

QpfQop

Qls

Jgb

Kpa

Pol

QhfMnc

Qhf

QlsMbr

Mcs

Qls

Qls

Qop

Mcs

Kpa

Qhc

Qls

Qpf

Mbr

Ppc

Mbr

QpfPol

Qhf

Qhf

Kpl

Qht

Qhf

Kps

Qhc

QpfQpf

Qpf

Qha

Qhl Qht

Qls

Qhf

Mbr

Kps

KpaQhf

QpfQpf

Msv

Kps

Kpa

Qa

QpfQhf1

Kpa

Qhty

QoaQhc

Qpf

Qpf

QTl

Qls

QTl

Kps

Qht

Mbr

Qhf

Mbr

QpaKps

KpaKps

Kps

Mcs

QoaQpf

Qhf

Qhl

Qhb

Ppc

Mcs

Qoa

Kpa

QhfQht

Mbr

Qoa

Kps

Qpf

Qls

QoaQht

Kms

KpaQhc

Kps

MshQt Qhf

QTlQot

Qhff

QptQhty

Qpt

Qhc

Qhf

Ete

Qpf

McsQht

QhlPol

QTl

Qht Qhl

Qa

QTl PolQhf

Ppc

QpaQTl

Mbr Qpt

QTl

Qpa

Qhc

Qht

Qm2Qpf

Qht

QTl

QTl

Mbr

Qpf

Mor

KpsQhf

Qhf

QaQTl

Qhf

Mor

Qhc

Qhty

Qm2

QTlQhf

Ete

QpfKss

McsPol

Qhc

Qht

Qhl

Mcs

Qhc

QTl

Qm2

Qpf

Qoa1

Qm2

QhcQhlQhl

Qhc

KJk

Qpf

Qop

Pol

Qhc

Qls

QhlQhf

Qpf

Kss

Ppc

Qpt

Qpt

Qa

Qhf

Pol Qhl

Qht

Qht

Qa

QTl

QTlPol

Qht

QTl

Qhc

KpaQpt

Qhf

Pol

KpsQhlPpc

Qa

Qm2

Ksu

Qhc

Mbr

Pol

Ete

QTl

QptQf

KkhQTl Qhf

Kps

QhlQtEte

Qpt

Ete

Qhf

Qpt

Kkh

Qhty

Qpf Qpf

Qoa1

KsuQTlQm2

Qm1Qha

QTl Pol

Qm1

QTl

QlsQpf Qm1

Qa

Qm1

Qls

Qoa1

Qa

QhaQls

Qa

Qoa1

Qm1

QTl

QTl

Qf

Qm1

Qm1

QTl

Qls

Qm1

QhffQhf

Kps

Qhc

Qhf

Qha

QlsQhfQht2

QTl

Pεps

Qpf

Qls

Kcv

Qht

Kps

Qm1

Qpf

Qha

Qls

Qhf

Qhf

QTl

Qhc

Qoa1

Qm2

Qm1

Qhf

Qm1

Pol

Qhf

Qht

Qm1

Qht

Qm1 Qm1

QhlPεpsQTl

QTl

Qhf

Qhl

Qa

Qhl Qhl

QTl

Qhb

Qhc

QhlQfQTl

Mcs

Qhl

Qm2

Mro Qhl

Qha

QpfQm1

QTl

Qhf

Mcs

Kps

Mbre

Qpf

Qhf

Qm1

Qhb QhfQpfQls

Qm2

Qhc

Qf

Qhf

Qhf

Qpf

Qhf

Qpf

Qht

Mbre

Pol Qpf

Qhf

QTl

Qm2

QhaQa

Mbrg

Qhf

Qm2

QpfMro Qhf

Qhty

Mro

Qm1

QhfQTl

Mbrg

Qpf

MbrgMbre

QhfQhf

Pol

Qhc

Mo?

Pol

QTl

QhaPol

QpfQhaMbrg

Mus

Pol

MbrQTl

Pol

Mbrg

Pol

Qht

Qhf

Qhl

Qha

Qpf

Qhf QpfQha

QTl

QopQpf

Kcu

QhaQhaQhf

Mbre

QTl

Qop PolQpf

QhfMbri

Qha

Mbp

QTl Qpf

Qhf

Mro

Qpf

Qop Pol

QTl

MbreMbrd

Pol

QTl

QpfQha

Mbrg

Qpf

MbrgMbri QTl

Qm2

Mbrg

QpfQpf

Mro

Qhf Qha

Qha

Qhc

QTl

Qpf

Qop

Qop

Kcm

QpfKcu

Mbre QTl

Qhf

Pol

Qpf

Kcu

Pol

Qht

QhaQop

Qpf

Qha

Qm1

Qhf

Qpf

Qha

QTl

Mus

Qhf

Kcu

Qhl

Kcu

QopQhaMbrg

Qop

Qha

Qm2

PolQhf

Qpf

Kcu

Qhf

Qhl

Pol

Qm2

Qht

Qa

Pol

QTl

Kcu

Qhc

Qhf

Qpf Qop

KcuQha

Qop

QTl

Qhf

Qhf

Mus Qop

Mus Kcm

Qm2

Qhc

Pol

Kcm

Qhff

Qht

Qht

Kcu

Kcu

Qhf

Kcm

MusQpf

QopKcl

Qa

Qhf

Qhf

KcmQhf

Qhb

Kcm

Qpa

Kcu

Kcm Qpa

Qop

Qha

Kcl Kcm

Mus

Qhl

Qpf

Qpa Qop

Kcm

Qhf

Mus

Qhf

Qpf

Qpf

Qha

Qm2Qop

Kcm

KclKcu

Qha

Qhff

Qhb

Qm2Kcu

Kcm

KcmMnr?

Kcu

Kcm

QpaQhc Qop

Qha

Qpf

QpaKel

QpfKcu

Qhf

Qha

Kbs

QhlQha

KclQha

Qhc

Qhf

KelKcu

Mbr

Qhc

Qoa

Qoa

Qha

Mnr? Qhff

Qhf

Qhc

KcuKd?

Kcl

Kcu

Qhf

Qpa

Kds

Kcm

KelQhaKds

Qhl

Qls

Qpa

Qhc

Kcl

Qha

Qls Qhc

Qpf

QpfQpf

Edl KelKcmKcu

KdsKcu

Qha KasQha

Qhf

KclKel

Qhc

Qhc

Kbs

Kds Qpf

KcmKcm

Kel

Qha

QhfKcm Kel EnvQha Kel

Qhc

Qha

Kcu

Keu

Pεma

KdvEdu Qpa

Pth

Kcl

Edl

Qpa

Kcm

Qpf

Qpf

EnvQhc

Kcu

Kel

EdlQha

Kdv

Kbs

KelKa?Kcl

QhaQpf

Qpa

Pth

Edl

KJf

Kel

Kbs

QlsQpa

Qpf

EmkPεma

Qhc

Qpf

Ku?Ka?

Qhc

MsvPεmd

Edl

Qhc

fss Qhf

Qhc

fbc

Kbs

Qhc

EduQht

fbc Kel

Qhc

Kel

Kcm

Kdv

Qhc

KdsQha

Kcu

QhaMsv

QhtEdu

MsvKel

EdlKeu

Kds

EmkQhf

QhlQhf

QhfQhf

Kcm Qha

Pth

Qhc

Edl

Qha

Keu KdvKa?

Qha

KelKcu

QhfPεma

Ku?QTu

KcmKdv

Qhf

QpfPεma

fbc

Qha

Kel

Qls

Pεmc

Qhc

Kds

KJk

Qr

Pεmd

Qhb

Env

Msv

KcmKcu Pεme

Qls

Kel

JdbQds

Ka?

QhcQhc

Kel

Kcm

Qhc

Qds

Qhc

Kel

Jpb

Msv

Qtl

Qoa Qhf

Qhb

QdsQhf

Qhb

Kds

PεmeKJk

Keu

QTu Qhb

Qhl Qhb

Qhb

QhfKcu

Env

Pεma

QhaKdsQha

PεmcQhf

PεmdPεme Qhf Qds

QdsQds

Kdv

Qhf

Jdb

Qhf

Env

QhcJdb Kdv

Keu Qds

PεmcQhl

Jdb

Pεmd

Env

Qds

Kdv

Qhf

Keu

Qm2

QTu

Qhc

Qhc

Qhl

Pεme

Qhl

QTu

Qls

Qhl

Qht QdsQds

Qhb

Qds

Qds

Qhf

Qds

Qhc

Pεmc

Env

Qds

Ka?

PεmaKb?Pεmc

PεmcQdsEnv

Qm2

Ka?

Qhf

Qhl

QofQhl

QpfQdsKcu

Qm2

KcuEnv

Qhf

Qhc

Qds

Qm2

Qm2

QhlQpf Qds

QoaQds

Env

Qha

Qtlads

Kb?Qds

Qds

Env

Qpf

Qhb

ac

Qhc Qr

Kb?

QdsQhb

Emsl

Qhc

Qhc

Qds

Oks

adsEmsl

adsQht

Qds

QdsQhbEmsu

Qha

QdsEmsuQoa

QdsQds

Qpf

Qds

Qds

Emsl

Qpf

PthQds

PthQhc

Qhf

Qhc

Qds

Oks

Qds Qds

Qds

Qtl

PthOks

Qhc

Pth

Qpf

Qhc

Qds

Qhc

QdsQds

Qds

Qds

Pth

Qha

Qhb

PthQhfQoa

QTu QTu

Qpf

Qhb

Qls Qls

Qls

QhcPth Qds

Qhb

Qpf

Qhc

Qpf

Qpf

Qhl

Qhf

Qpf Qha QdsQhbQhb Qds Qhl

QdsQr3

QhaQm2

QhlQhc

Qm2Qhc

Qr3

Qtl

Qr

Qtl

Qhty

Qhfp

Qhfp

Qhfp

Qhfp

Qhfp

Qhdm

Qhfp

Qhdm

Qhfp

Qm2b

Qm

Qm2b

Qm1b

Mmss

Qht1

Qhty

Qht2 Qhty

Qht1

Qhfp

Qm1b

Qm2b

Qhfp

Qm2b

Qhdm

Qhfp

Qm2b

QhbmKJfeKJfm QhtyKJfm

KJfe Qht2

Qht1

Qds

Qm1b

KJfe

Qds

KJfm

KJfe

KJfm

KJfm

KJfg

Qht2

Mbr?KJfe

Qhty

Qht1

KJfm

KJfe

KJfeKJfe

KJfe

Qm2?

KJfe QdsKJfg

KJfm

Qds

QdsKJfe

Qds

Mcss

KJfe

Qht1

KJfm

Qds

KJfg

Qhf1

Qm1b

Qm1bQht1

KJfm

KJfe

KJfm Qht2

KJfm

Qm1bQhty

Qds

QhaQhty

Qm1b

KJfe

Qht1

MPgvQpf2

Qht2Qds

QTl?

Qht1

Qpf1

Qht2Qht1 Qm1b Qm2b

Qm1b

KJfm

KJfg

Qpf2

QdsQm1b

Qm2bQm2b

Qhty

Qm2bKJfm

Qht2

KJfm

KJfm

Qds

QptQhty

Qm1b

Qhfp

Qm1b

Qm2b

Qds

KJkc

Qds

Etel

Qht1

Qm1b

Qm1bQhty

Qhty

Qpf4

Etel

Qop2

Qht1

Mmss

Qht1

Qpf3

Qhty

Qm1b

Qoa2

Qht1

Qpf

Qpf1

Qhf2

Qpf1

Qpf1

Qoa1

Qpf1

Qop2

Qht2

Qm2b

KJfe

Qpf2

QhtyQop1

Qoa2

Qoa2

Qoa2

Qm2b

Ets

Qht1

Qht2

Qa

Qop1

Qds

Qm2bQm2b

Qpf1

Qa

Qm2b

Qht1

Qpf1Qht1

Qhf2Qhty

Qht1

Qpf1Qm2b

Qop2

Qht2

Qm2b

KJfe

Qpf3

KJfe

Qpf2

Qht1

Qoa1

MPgvQpf1

Qop1

Qoa1

MPgv

Qop1 Qds

Pεps?Pεps?

Qht1

Pεps?

Qht1 Qht1

Qm2b

Qm1b

Ksus

Qoa2 Qoa1 Ksuh

Qoa1

Pεps?Qoa2

Ksus Pεps?

Qm1bQds Qm2b

Qoa2 KsuhQoa2

Qm2b

Qoa1

Qht1

Qa

Pεps?

KJfe

KJfe

Qm2b

Qoa2Pεps? Qm1b

Qm2bQm1b

Qoa1Qhty

Qm1b

Pεps?Mmss

Qm1b

Qhf

Qm1bQm1b

Qm2b

Qoa1Qoa1

Qoa2Qhty

Qop3Qht1

Pol?Qoa2

Qm1b

Qoa1

MmssQoa2

Qht1Qoa1 Qop3Qoa2

Qpf1

Qoa2

Qhty

Qds

Qoa2

Qoa1Qoa1

Qoa2

MPgv

Kel?MmssQhfp

Qpf

Qds

QdsQaQoa1

Qm1bQds

Qf

Qm2b

Qop1Qm2b

QdsQm1b

Qm1b

Mmss Qop3

Qhb

Qop3Qm2b

Mmss

Qds

Qa

MPgvQm1b

Qpf3

Qds

Qm1b

QdsMPgv

Qm2bQm2b

Qoa1

MmssQdsQop1

Qop2 QdsQhfQhfp

MmssQpf3

Qa

Qm2b

Qm2bQm2bQhfy Qop2

Qds

Qhay

Qhf

Qm2bQm2b

QfQhty

QhffQht1

Qhf

Qhty

Qhty

QhfQm2b

QpfQm2b

Qm2b

Qpf

Qhf

Qm2b

Qm1bQht1

Qm2b

Qm1b

Qds

Qpf3

Qm2b

Qhay

Qht1Qhty

Qhfp

Qm2b

Qm2b

Qht1

Qhfp

Qm2b

Qm1bQht1

Qht1 Qds

Qm2b

Kslt

Qm2bQds

QTl?

Musl

MPgv

MPgvQht1

Qds

Qht2 Qht2Qht1

Qht2Qhty Qhty

Qm2b

Qds

MPgvQds

Qht2

QdsQds Qht2

Qht2

MPgvQds

Kcus

Qds

Qht1

MPgvQds

QdsQht1

QhfpQhty

MPgvQdsQhfp

QdsQds

Qds

QdsMPgv

MPgv

KbshMPgv

Qds

Qhfp

MPgvMPgv

QdsKslt

KclsMPgv

Qhfp

Qhfp

QdsQhfp Qds

Qds

MPgv Qds

MPgv

Qm1b

Qds

Qds

MPgvMPgv

Qhfp

Qop?

Qm1bKbsh

MPgv

Qds

MPgv

Kbsh

QdsQm1b

Kbsh

MPgv

Qhfp

Qds

QhfpKcls

MPgv

QdsMPgv

Kcu? Pth?

Qm1b

QhfpPth?

Qhfp

MPgv

KbshQhfp

Qhfp

Qm1bKbsh Qds

MPgv

MPgvKcls Qds Qds

MPgv

Qds

QdsMPgv

MPgv

Kcu?

Kbsh

MPgvKcls

Qm1b Qds

Kels

Qhfp

Kbsh

KelsKslt

Qhfp

Ksh?

Qhfp

Kcus

Qm1b

MPgv

Mcsc

Qhdm

Qm1b

QhdmQm2b

Qhfp

Qhfp

KJk?

Qhdm

Emkl Qhfp Qhfp

Qhfp

Qhdm

Emkl

Qhfp

EmklEmkl EmklEmkl

Pεmzl Pεmcs

Qhfp

Qhfp

Qhdm

Qm2b

Emkl Emkl

Emkl

Qhdm

Emkl

Qhfp

adsQhdm Qhdm QhfpEmkl

Qhdm

Qhfp

Qhdm

Qhdm

Qhdm

Qhdm

Qhfp

afbm

QhfpEmkuEmku

afbm

afbm

QhdmQhdm

Emku

Qhdm Qhdm

Qhdm

Qhdm

Qhdm

QhdmQhfp

Qm2b

Qm2b

Qm2b

Qm2-1

Qds?

Qm2-1Qds?

Qm2-1

Qds?

Qm2-1Qm2-1

MPgv?MPgv?

Qm2-1Qds?

Qm2-1

Qm2-2Qds?

Qds?

MPgv?

MPgtQds?

Qds?

Qds?

Qm2-1

Qm2-3Qds?

Qm2-4

Qm2-2 Qm2-2Qm2-3

Qm2-1

Qm2-1

Qm2-1

Qm2-1Qm2-1

Qm2-1

Qm2-1

Qm2-1

Qm2-1Qm2-1

Qm2-1

Qm2-1

QpfQm2b?

MPgt

Qm2-2

MPgt

Qm2-3

MPgt

Qm2-3

MPgt

MPgtKbsh?

Qm2-1b

Qm2-1b

Qm2-1b

Qm2-1b

Qm2-1b Qm2-1b

Qm2-1b

Qm2-1b

Qm2-1b

Qm2-1b

Qm2-1bQm2-1b

Qm2-2?

Qm2-3?Qm2-3?

Qm2-1bQm2-3b

Qm2-1?

Qm2-2bQm2-1bQm2-1b

Qm2-1b

Qm2-1b

Qm2-1bQm2-1b

Qm2-1b

Qm2-1bQm2-1b

Qm2-1b

Qm2-1b

Qm2-1b

Qm2-1b

Qm2-1b

Qm2-4?

Qm2-3?

Qm2-2b?

sp

gqMcKd

gq

gq

MnrMs

Mc

Kd

Mnr

Ms

af

Mc

Mnr

KcMs

Km

Ku af

Mnr

Mc

Mnr

Mnr

Qhc

Pεps

Qm2

Qls

Qm1

Ete

QTl

KelEdu

Qa

Qha Kdv

Qhc

Kel

Qhb

PεmdKcu

Qhl

Kcu

QhlKJk

Qm2

Qhl

PεmeKdsQhc

Qds

Qoa

Qds

Qhb

QdsEmll Qds Qds

Qds

Emlu

Qht1Qhty

Qht1

QdsQht2

QdsQm1b

Qht2

Qht1

Qm2bQht1

Qa

Qhf1

Qds

Qm1b

Qhfp

Qds

MPgv

Qds

MPgv

QdsKslt Qds

Kcus

QdsQds

Kbsh

Qds

Qm2b

Qhfp

Qm1b

Qm1b QdsQm1b

Qm2b

Qds

Qds

MPgvMPgv

Qhfp Qm1b

Mcsc

Kbsh

Qhdm

Qhfp

Kbsh

Qm2b

Qhfp

alf

af

QTl

Qhff

af

af

af

af

Qls

283039

3030

38

12

3531

3539

15375320

47 3332

45 17154526

2333

225015838 39

3435 48

1036 20

40

374117342827

4040

1815

3520 3243

35262135 21 31

2535 5062

3025

4521

1545

6268

67 60

25

3610

25

5847 29

3730

76 43

44

70

60

86 70

25

45

5

50

25

35

5042

4035

27

50

365055

364825

40 34504324

37 3625 3665 34

42

32 3870

3045

1240685068 75

29 30604050 34

58

2540

80

40454530

40

30

30

35

50

45 302245

47

40

4080

306550

48 3734

55

5065

25

40 3054

30

4081 88

262045

37

22 21

2585

60 2351 44

3550

54

68

55 40 43 3085

204665

30

25

6080

40

408578

40 49

4545

247084

30

30 34 26

6035

75

7655 3665

3080

4037

75 62

50 40 5550

70

4268 1580 8561

40

70

7030 40

50

45

80 70

3652

8830

4087

6565

35

354013 88 78

6061

507886

40

4045

6865

87

58

80

303075

37

2050

5730

37

453536

5081

2380

557451

70 80 6054

40

28

8585

43

70

31223040

42

6780

58

22

684050

37 463143

3081

8082

2224 4568

305378

78

60

573717

60

65 3550

60

4020

70

3018

22 20

40

40

28

32

53

30

62

70

8077

37

6577

2723 4542

62

285029

25687

62

2120

36

88

3218

657160

3565

1232

4235 238055

22282134

705552

4538

50 5034

50

85 55

14848770505075

211045

1563 31 162060

3565

7418

87

21

6572

23

85

2613

2818

52

2580 75 802452 18

6065

1910

40

2042

80

1365

2079

188580

58 28

3765

7056

3554

12

4023

1335

22

40

5722

3050

20

25

11181978

16 2638

37

2350423720

507035

30

172360 753855 65

50705058

13

20

507262

22 27

4578 4525

70657260

4 122075

556030

45 30 3556 48

5721

6834

20

7212

65

7025

601870

6645

1580

20 1011

74

6673

584860

16

707280

65625530

38

60704758

66

101420

6070

7644

5482

43 9

45

1017 2510

2018

2010

1012

840

50

35 5550

24

40

25

80

75 5640

55

12

6058

25 35

32466576 63 62

48

65

38

6260

264323

4665

6051

40

65

28 6085 302357

75

656260

80

50 40

25

40

85 3052

8363

201862 7032

15

52

65656060

65

70 50

40

65

29

45

25 3035527048 55

7585

157583

6070

70

64

2550 75

40 50

55

80 70

70

2080

2045 1540

15 60

6540

2035

45

705358

2024

38

1064

80

1657

55 4050

45

35

30

60

46 3870

5263

3030

5552

43

70

3084

5065

755040

45 63

30

60

8036 50

6350

5527

4482

50 50

823075

2575

5265

57

50

75

32 256535 30

4040

1030

6020

607057

2740

6075

6630

6740 65

60

60 3445

30314033

3038 45

3563

504545

3280

50

5050

5570

40

406775 70

60

80 5528

4280

8549

78

75

62

6545

40 873033

47

30

50

65

60

75

10

70 15

75

30

55

50

1540

50

5 25

30

25

86

5

45

70

30

53

50

65

50

60

50

70

12

18

15

80

20

82

30

3727

23

51

3058

57

59

70

30

1545

80

45

30

50

35

85

75

3513

30

47

64

78 75 60

58

757064

80

64

67

77

60

74 45

5569

48

60

30

10

2516

12

13

18

3

45

25

5

15 13

Qm1b

1515

502155 3345

10

6028

55 85

70 2221

5260

25

7555

5065

548

17

37

28

55

273126

60

45

58

4028

8075

50

60

55

60

22

35

17

20

5

7

17

54

75

7

80

10 3

5

35

8

3

10

10

40 25

40

33

2510

60

35

2560

55

80

50

60

60

60

35

30

30

36

35

38

34

26

30

25

25

21

15

2533

52

55

28

36

42

45

50

46

3160

60?

57

25

32

4537

5638

4035

45

3245

2635

3538

48

436042

55 61 6064

5637

40

5065

38

58 4054 45

25

7080 6835

5315 37

40

7050

1560

78

28 5427

35

4535

34

23

50

68 172223 4578 14

2065 1212

42 70 7545

12 59

4350 53 1866 20

6185

8165

623570

56 42 57 37 3263

60

15

20

804574

3268

13

3023

24

301435 14

24

45 18 26332336 20

57 3525 20

27

Qm1b

Qpf

Qpf

Qpf

Qhb

Qhl

Qhb

Qhdm

Qhl

Qhdm

Qhb

Qhb

Qhdm

Qhb

Qha

Qr3

Qr3

Qds

QdsQds

Qhb

Kfo

Qhb

Qhl

Qr2

Qhb

Qhb

QhlQhl

Qhb

QhlQhb

Qhl

QhlQhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qds

Kssh

Ed

Qds

Qr

Qds

Qds

QdsQds

Qds

Qhb

Qhb

Qds

Qr3

QrQr

Pl

Qr3

Qr2Qr3

Qha

MPm

Qm1

Qr

Ed

Pl

Qr2

Qr2

Qr2Qtl

Qr3

QTnm

Qr3

Qha

MPm

Pl

QTnmPl

Pl

Qa

Pl

Pl

Pl

Pl

Qa

Qr2Qr3Qa

Qr2 Qr3

Qr3

Qr2

Qr3

Qr2

Qr3

Qr2

Qr3

Qr1 Qr1

MPm

MPm

Qtl

MPm Pl

Pl

Pl

MPm

Qtl

Pl

Qr

Qa

MPm

Qa

Qtl

Qr1Qtl

Qa

Pl

Qtl

Qr2

Qtl

Qr3

Qa

MPm

Pl

QtlPl

Pl

PlQm2

MPm

Qtl

Qtl

Qa

af

QtlQtl

Pl

Pl

QTnm

Qm2bMPm

Qtl

Pl PlQr

Qr

QrQr

QrQtlMPm

Qm1

Qm2

MPm

QaPl

MPmMPm

MPm

Qr1

Qr2Qr3

Qtl

QtlQr1

MPm

MPm Qtl

MPm

QdsQds

Qds

Qds

Qr3

QTnm

QTnm

QaQtl

Qr1

Qr2 Qr3Pl

Qm2

Qr1Pl

Qr2

Qr2

Qr2?Qr3?

Qds

Qr2

Qm1?

Qtl

Pl

Qm2Qm2

Qm1

Qr3

Qr2

Qr1

Qha

Qm2

Qr

Qm1

Qm2 Qr3

Qm2

Qm2b

Qr

Qm1

Qm2

Qr2

Qds

Qr2Qr3

Qr3

Qha

Qm2

Qr2

PlQtl

Qtl

QtlQa

Qr2

Qr3

Qr3

Qr3

Qm2b

Qm2

Qr2

Qr2

Qm2

QaPl

PlQr

MPm

OMvs

MPm

MPmQtl

MPm

Qa

Qha

Qtl

Qr?

Qr1Qr2Qr1

Qm2

Qhl

Qhl

Qm1

Qha

Qm2

Qha

Qha

Qm2b

Qm2b

Qm2Qm2b

Qm2b

Qm2bQm1b

Qm1

Qm2b

Qds

Qds

Qm2

Qds

Qm1

Qm2

Qds

Qds

Qm2

Qds

Qds

Qha

Qm1Qds

Qds

Qm1

Qm2

Qa

Qr1

Qm2 Qr2Qm1Qr3

Qha

MPm

QTnm

Qm2

PlPlPl

Qr3

Qr3

Qa

Qr3

Qr3

Qr2

MPm

Pl

Pl

Qm2

MPm

Qr3

Qa

Pl

Qm2Qr

Qr

Pl

Ed

Kuss?

Qpf

Pth

Pth

Pth

Kg

Pth

Pth

Pth

Pth

Ed

Pεpu

EdEmk Emk

Pth

Mnr?

Pth

Pth

Mnr?

Esh

Qhl

QhlyQhf

Qhf

Qhf

Qhf

QhlQhl

Qpb

Qhff

QpbQhff

Qhff

Qhff

Qpf

Qr

Qf

afbm

Qha

Qhc

Qha

QhcQhdm

Qpf Qhf

Qhf

Qds

Qhf

af

Qpb

Qhbm

Qhbm

Qpf

Qhbm

Qa

Qhf?Qhf?

Qpf

Qpf

Qha?

Qpf

QpfQhf

Qhbm

Qpf

Qhff

Qa

Qa

Qa

Pl?Pl?

Pl

Pl

Pl

PlPl

Qr2

MPm

MPm

OMvsMPm

MPmQa

OMvs

MPm

Qm2

Qm2

Qm2

Qhl

Qha

Qa

MPm

PlQa

Qr

Qm2

Qm2

Qm2MPm

MPm

Pl

OMvs

MPm

MPm

MPm

Qm2

MPmMPm

Pl

af

MPm

MPm

JgoPl

MPm

MPm

MPm

PlPl

OMvs

OMvs

Qm2

QTnm

QTnm

Qr3

Ei

Ei

Ei

QrQr3

Qm2

OMvs

Qa

QrMPmPl

Pl

Pl Qr

Qm2

MPm

Qa

Qr3

af

Ei

Jgo

EiEiOMvs

MPm

Pl

MPmPl

Pl af

OMvs

Jgo

Qa

Qa

Qa

Pl

Pl

OMvs

Jgoaf

af

af

afOMvs Ei

Ei

Ei

Ei

Qm2

Qa

Jgo

af

Pl

Qm2

OMvs OMvs

QaQr

Pl

MPm

Qr

Ei

OMvsEiQha

Qm2

MPm

Qa

QrQm2

MPm

af

Pl

Pl

MPmOMvs

Qm2

Pl

Pl

af

MPm

MPm

Qr

Qa

Qa

af

PlQa

Qm2

Qa

Pl

Pl

MPm

Qr

Pl

MPm

Qm2

Pl

Qr

Qr

QrQr

Qm2

Qr

QrQr

Qr

Qa

QTnmPl

Qa

Qa

Qhl

QaQm2 Qha

Pl

Qr3

Pl

Qm2

Pl

Qm2

Pl

Pl

Pl

Qr

QrQaPl

Qa

MPm

Pl

Qa

Qr

PlPl

Qa

PlQa

Qr2

QaQm2

Pl

Qha

Qm2

Qm2

Qr

Qr

Qr

Qr1Qa

Qr

Qr

MPmPl

MPm

Qa Pl

MPm

PlPl

MPm

Qa

Qr

Qm2

PlQr2

Qa

Qr Qm2

MPm

Pl

Qr1

Pl

Qr1

Qr1

Pl

Qr2

Qr1

Qtl

Qtl

Qtl

Qr2

Qr1

Qr1

PlPl

PlPl

Pl

PlPl

Pl

Pl PlPl

Pl

Qr

Pl

Pl

Qr1

Qm2

Pl

Qr2

Qhb

Qhb

Qr2

PlPl

Pl

Qhb

Qha

Qr3?Qr3?Qr2

Qr2

QTnm

Pl

Qr3?

Qr3?

Qha

QhbQhb

Qr3?Qhb

Qha

Qr3?

Qha

Qha

Qr2

Qm2Qm2 Qm2

Qm2

Qr2

Qds

Qhb

Qr3

Qr3

Qr3?

Qr3?

Qr3?

Qr3?

Qhb

Qhb

Qr2

Qhb

Qhb

Qtl

Qr2

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Qls

MpbMnr

Mnr

Mnr

PthEmkEnvu

Pth

PthEmk

Kg

EmkKuss

Qhb

Qm2

Qmz

Qmz

Qmz

Qmz

Qhdm

Qhdm

Qhb

Qhb

Qhl

Qhl

Qhl

Qhl

Qhdm Qhl

Qhdm

Qds

Qds

Qhdm

Qhdm

Qhdm

ads

Qhdm

Qhdm

Qhdm

Qhdm

Qhdm

Qhdm

Qhdm

Qhdm

QhdmQds

Qhdm

QhdmQhdm

Qhdm

Qhdm

PεmzPεpu

EmkPth

Ed

Env

EnvPth

Pth

Emk

Emk

Emk

Emk

Pth

Pth

PthMnr?

Emk

Pth

Pth

Pth

Pth

Pth

Emkl

EmklQTu

Mc

Mc

Mnr

Mc

Mnr

Plt

Plt

Plt

Pth

Qr3 Qr3

Qr3

Qr2Qr3

Qds

Qha

Qr2

Qr3

Qr3

Qds

Qds

QdsQds

Qha

Qm1

Qm1

Qds

Qha

Qm2

Qds

Qm2

Qhb

Qr3

QdsQdsQds

Qds

Qds

Qds

Qds Qds

Qds

Qds

Qds

QdsQds

Qds

Qds

Qm2Qds

Qds

Qds

QdsQm1

Qm2b

Qm1b

Qm1

Qm2b

Qm

Qhdm

QhcQds

Qds

Qm1

Qm

Qha

Qr3

Qds

Qds

Qds

Qds

Qds

Qds

Qr

Qhb

Qpf

Qhl

Qha

Qhf

Qha

Qhf

Qhl

Qhc

Qa

Qhf

Qhly

Qhly

Qhly

QhlyQhf

QhcQhl

Qhl

Qhf

Qhf

Qhl

Qhf

Qhf

QhbQhb

Qhdm

Qhl

Qhdm

Qpf

Qhb

Qhb

Qhdm Qhdm

ads

ads

Qa

Qa

Qa

QhdmQpf

QpfQoa

Qhb Qhb

Qpf

Qa

Qhf

ads

QhaQha

ads

ads

Qhdm

Qha

Qhdm

Qhdm

Qds

Qds

Qds

Qds

Qds

QhdmQhdm

Qhdm

QdsQds

Qhdm

Qds

Qhdm

Qhdm

QdsQds

Qhff

Qha

Qhbm

Qhbm

Qpf

Qhf

Qhc

Qhc

Qhc

Qhc

Qha

Qhc

Qhc

QhcQhc

Qhc

Qhff

QhcQhc

Qhl

QhlQhf

Qhf

Qhff

Qhl

Qhl

QhfQhf Qhff

Qhff

Qhff

Qhl

Qhl

Qhff

Qpb Qpb

Qpb

Qpb

Qa

Qa

QhfQhf

Qhf

Qpf

Qpf

Qhf Qhly

Qhly

Qhf

Qhf

Qhly

Qpf

Emk

Qhf

Qf

Qpf

Qpf

af

af

af

Pl

Qhff

Qhff

QhffQds

QdsQhffQhffQhdm

Qhdm

Qds

Qhdm

Qhdm

Qhff

Qhb

QhbQhb

Qhb Qhb

QhdmQhff

Qhff

Qhff

Qhb

Qhb

Qhb

QhlQhl

Qhb

Qhb

Qhdm

Qhdm

Qhb

afbm

Qhdm

Qds QdsQfQpf

Qf

Qhdm

af

Qa

Qha

Qhdm

QdsQhdm Qhdm

Qm1

afbmQhbm

Qhbm

QhfQha

QoaQoa

Qpf

Qht

Qds

Qhbm

Qhbm

Qhbm

Qoa?

Qpf

Qpf

afbmafbm

afbmQhbm

Qhbm

QpfQpf

Qof

af

Qpf

af

QpfQpf

Qhbm

QofQhf

Qpf QhfQhf

Qhf

QhfQhf

Qhf Qhf

Qhbm

Qhbm

Qhbm

afbmQhbm

Qhf

Qpf

QpfQht

adsQhdm

Qhbm Qpf

Qpf

Qhbm

Qhbm

Qhbm

ads

Qhff

Qhbm

Qpf

Qpf

QhaQpf

Qpf

Qa

Qa

Qhbm

Qhff

Qhff

Qpf

Qhff

Qpf

QhbmQhbm

QhbmQhbm

Qhbm

Qhbm

Qhbm

QhbmQhbm

Qhb

Qpf Qa

QaQpf

Qpf

Qhf Qhay

Qha

Qha

QhaQhc

Qhdm

Qhbm

Qhbm

Qhbm

Qhbm

Qhbm

Qhbm

Qhbm

Qhbm

Qhbm

Qpf

Qhc

Qhly

Qpf

Qhc

Qhf

QhcQf

Qhly

Qhc

Qf

Qhc

Qhc

gq

Qha

Qds

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qds

Qhdm

Qm

Qhdmads

ads

Qhc

ads ads

Qhdm

Qds

Qhb

Qha

Qr3

Qhb

Qhl

afQpf

af

Qds

Qds

Qhdm

Qhdm

Qm

Qhc

Qa

Qpf

Qhdmaf

Qhl QhlQr2

Qa

Qm1

Qhc

Qhc

Qhc

Qm

Plt

Pth

Emk

Qpb

Qpb

QpbQpb

Qpf

Qr3

Qds

Qds

Qdsaf

af

Qf

QhlQhl

Qhb

MPm

Qha

Qm1b

Qm

Qm

Qm

Qm

Qhdm

Qhc

Qhc

Qds

Qhc

Qhc

af

Qhc

alf

alf

af

Qhc

Emku

Ei

Qa

QhaQhb

Qhb

Qhb

QhbQhb

Emk

Jss

Jss

Jss

Qm1b

afaf

af

alf

alf

Ei

Ei EiEi

Ei

Ei

EiEi

Ei

Ei

Ei Ei

Ei

Ei

Ei

Ei

Ei

Ei?

Ei?

Ei?

Ei?

Ei?

gb

gb

gb

gb

gb

gb

gb

gb

gb

gb

gb

gb

gb

gb

gb gb

gb

JchJch

Jch

Jch

Jch

Jch

Jch

Jch

Jch

Jch

Jch

Jch

Jch

Jch

Jch?

Jch?

Jgo

Jgo

Jgo

Jgo

Jp

Jp

Jp

Jp

Jp

JpJp

Jp

Jp

Jp

Jp

Jp

Jp?

}qd

}qd

}qd

Jss

Jss

Jss

Jss

Jss

Jss

Jss

Jss

Jss

Jss

Jss

Jss

Jss

Jss

Jss

Kc

Kc

Kc

Kr

Kr

Kr

Kr

Kr

KrKr

ls

ls

ls

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPm

MPmMPm

MPm

MPmb

MPmb

MPmb

MPmb

MPmb

MPmb

MPmb

MPmbMPmb

MPmb

MPmb

MPmbMPmb

MPmb

MPmb

MPmbMPmb

MPmbMPmb

MPmb

MPmb

MPmb

MPmbMPmb

MPmb

MPmb

MPmc

MPmc

MPmc

MPmcMPmc

MPmc

MPmc

MPmc

MPmc

MPmc

MPmc

MPmcMPmc

MPmc

MPmcMPmc

MPmc

MPmc

MPmc

MPmc

MPmc

MPmcMPmc

MPmc

MPmc

MPmc

MPmc

MPmc

msms

ms

ms

ms

ms

ms

ms

ms

ms

mvmv

mv

mv

mv

mv

mv

mvmv

mv

mv

mvmv

mvs

mvs

mvs

}d

}d

}g

}qd

OMvsOMvs

OMvs

OMvs

OMvs

OMvs

OMvs

OMvs

OMvs?

OMvs?

OMvs?

OMvs?

OMvs?

OMvs?

pgpg

pgpg

pg

pg

pg

Pl

Pl

Pl

Pl

PlPl

PlPl

Pl

Pl

Pl

Pl

Pl

Pl

Pl

Pl

Pl

PlPl

PlPl

Pl

Pl

Pl

Pl

PlPl

Pl

Pl

Pl?

Pl?

Pl?

Pl?

Pl?

Pth

PthPth

Pth

Pth

Pth

PthPth

Pth

PthPth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

Pth

py

py py

py

pypy

QaQa

Qha

Qa

Qa

Qha Qa

Qa

Qa

Qa

Qa

QhaQa

Qa

Qha QhaQa

QhaQha

Qha

Qha

Qha

Qha

Qa

Qa

Qha Qha

Qha

QhaQa

Qha

Qa

Qa

Qa

Qha

Qa

Qha

QaQha

Qha

Qa

Qha

Qha

Qha

Qha

Qa

Qa

Qha

Qha

Qa

Qha

Qa

Qa

Qa

Qha

QhaQha

Qa

Qha Qha

Qha

Qha QhaQha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qa

Qha

Qha

Qha

Qa

Qha

Qha

Qha

Qha

Qha

QhaQhaQha

Qha

Qha

Qha

Qha

Qha Qha

Qha

Qha

Qha

Qha

Qhc

QhcQha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qf

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qha

Qhay

Qhay

Qhay

Qhb

Qhb

QhbQhb

Qhb

QhbQhb Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

QhbQhb

Qhb

QhbQhb

Qhb

Qhb Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

QhbQhb

Qhb

Qhb Qhb

Qhb

QhbQhb

Qhb

Qhb

Qhb

Qhb

Qhb

QhbQhb

Qhb

Qhb Qhb

Qhb

Qhb

QhbQhb

Qhb

Qhb

Qhb

Qhb

QhbQhb

Qhb

QhbQhb

Qhb

QhbQhbQhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb

Qhb Qhb

Qhc

Qhc

Qhc

Qhc Qhc

Qhc

Qhc

Qhc

Qhc

Qhc

QhfQhfQhf

Qhf

Qhf

Qhff

Qhff

QhlQhl

QhlQhly

Qhl

QhlQhl Qhl

Qhl

Qls

Qm2

Qm?

Qm?

Qm1

Qm1Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1

Qm1 Qm1

Qm1

Qm1

Qm2

Qm2

Qm2

Qm2

Qm2

Qm2

Qm2

Qm2

Qm2

Qm2

Qm2

Qm2

Qm2

Qoa

Qoa

Qoa

Qoa

Qoa

QoaQoa

Qoa

Qoa

Qoa

Qoa

Qoa

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa1

Qoa2

Qoa2

Qoa2

Qoa2 Qoa2

Qoa2

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3Qoa3

Qoa3

Qoa3Qoa3

Qoa3

Qoa3

Qoa3

Qoa3Qoa3

Qoa3

Qoa3

Qoa3Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3Qoa3

Qoa3

Qoa3

Qoa3Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa3

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4Qoa4

Qoa4

Qoa4

Qoa4

Qoa4Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qoa4

Qr

Qr

Qr

Qr

Qr

Qr

Qr

Qr?

Qr1?Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2 Qr2

Qr2

Qr2Qr2Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2Qr2 Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2Qr2

Qr2

Qr2

Qr2

Qr2Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2

Qr2?

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3Qr3

Qr3

Qr3Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3Qr3

Qr3

Qr3Qr3

Qr3

Qr3

Qr3

Qr3Qr3

Qr3 Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3Qr3Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3

Qr3Qr3

Qr3

Qr3

Qtl

Qtl

Qtl

Qtl

Qtl

Qtl

Qtl

Qtl?

Qtl?

sa

sa

sasa

sp

sp

sp

sp

sp

sp

sp

sp

sp

sp

sp

sp

spsp

spsp

sp

sp

ads

ads

ads

ads

adsads

ads

ads

adsads

ads

ads

adsads

ads

ads

ads

adsads

ads

ads

ads

ads

ads

ads adsads

ads

ads

ads

ads

Qoa1

Qhb

Qhb

Qhb

Qhb

Qha

Qha

Qhc

Qoa3

Qha

Qha

Qha

Qha

Qha

Qoa3

Pth

Qoa3

afQhc

Qoa3

Qha

Qha

Qha

Qha

Qhb Pl

Qr3

Qr3

Qr3

Qm2

Qr3

Qhb

Qr3

Qhb

Qr2

Qr2

Qr2

Qr2

Qr2

Qr1?

Ei

Jp

Jp

MPmc

Qls

MPmc

MPmb

sp

}qd

sp

py

MPmaf

MPm

Kc

ms

ads

gb

py

ms

mspy

py

py

py

py

ms

ms

py

py

py

sp

gb

gb

sp sp

ls

73

85

8

8070

65 80

80

4555

75

80

3

2

76

3

6685

5075

80

70

7580

80

70

8065

55

80

75

55

70

80

80

70

70

85

80

75

70

80

808570 75

75

7585

85

80

7575

70

70

80

80

80 80

7580

75 7585

7080

85

8585

8080

85

85

75

85

75

8080

70

80

7085

8580

85

70

85

65

80

70

80

85

70

71

7584 63

87

79

81

80

8276

7766

72

75

60

62

74 77

86

68

60

72

62

68

82

73

72

64

82

73

84

76

77

71

7965

7573

60

60

70

72

8860

74

85

75

85

88

7565

75

40

85

70

80

81

13.6°

APPROXIMATE MEANDECLINATION, 2016

MAG

NET

IC N

OR

TH

TRU

E N

OR

TH

SCALE 1:100,000

1 10 KILOMETERS0 1 2 43 5 6 7 8 9

1 8 MILES10 2 3 4 5 6 7

122°0’

122°07’30”

39°0’121°0’

39°0’

122°0’37°30’

121°0’37°30’

38°30’

38°0’

38°15’

38°30’

38°0’

CALIFORNIAGEOLOGICAL SURVEY