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Legend (geology/northamerica_gmna)

Geologic overprints (0)
Continental deposits Continental deposits
Melange Melange
Metamorphic rocks Metamorphic rocks
Offshelf deposits Offshelf deposits
Bathymetry (1)
Contour Contour
Depression Contour Depression Contour
Drainage (2)
Open water (3)
Volcanoes (4)
Cinder cone or lava dome Cinder cone or lava dome
Volcano Volcano
Calderas (5)
Glaciation extents (6)
Limit of pre-Wisconsin glaciation Limit of pre-Wisconsin glaciation
Limit of Wisconsin glaciation Limit of Wisconsin glaciation
Impact structures GT 10 km in diameter (7)
Impact structures LT 10km in diameter (8)
Diapirs (9)
Dome < 10km in diameter Dome < 10km in diameter
Dome > 10km in diameter Dome > 10km in diameter
Areas of abundant diapiric structures (10)
Diapiric structure trends (11)
Small bodies of unusual igneous rocks (12)
Alaskan type ultramafic body Alaskan type ultramafic body
Alkaline complex Alkaline complex
Carbonatite Carbonatite
Diatreme Diatreme
Kimberlite Kimberlite
Polymetallic sulfide deposits (13)
Hydrothermal vents (14)
Gas/oil seep (15)
Gas/fluid seep (16)
Rock in seafloor sample (17)
Felsic Felsic
Granite Granite
Ultramafic Ultramafic
Maganiferous deposits (18)
Blocks, slabs, and pavements Blocks, slabs, and pavements
Crusts Crusts
Crusts and nodules Crusts and nodules
Crusts, blocks, slabs, and pavements Crusts, blocks, slabs, and pavements
Crusts, nodules, blocks, slabs, and pavements Crusts, nodules, blocks, slabs, and pavements
Nodules Nodules
Nodules, blocks, slabs, and pavements Nodules, blocks, slabs, and pavements
Undifferentiated Undifferentiated
Phosphate nodules or pavement (19)
Dikes and sills (20)
Cretaceous-Tertiary dikes Cretaceous-Tertiary dikes
Early Cretaceous dikes Early Cretaceous dikes
Early Proterozoic mafic dikes (1800-1600 Ma) Early Proterozoic mafic dikes (1800-1600 Ma)
Early Proterozoic mafic dikes (2100-1800 Ma) Early Proterozoic mafic dikes (2100-1800 Ma)
Early Proterozoic mafic dikes (2200-1800 Ma) Early Proterozoic mafic dikes (2200-1800 Ma)
Early Proterozoic mafic dikes (2500-2100 Ma) Early Proterozoic mafic dikes (2500-2100 Ma)
Late Proterozoic mafic dikes Late Proterozoic mafic dikes
Mid-Cretaceous dikes Mid-Cretaceous dikes
Middle Archean mafic dikes Middle Archean mafic dikes
Middle Proterozoic dikes (1350-1120 Ma) Middle Proterozoic dikes (1350-1120 Ma)
Middle Proterozoic mafic dikes (1200-1000 Ma) Middle Proterozoic mafic dikes (1200-1000 Ma)
Middle Proterozoic mafic dikes and sills (1450-1200 Ma) Middle Proterozoic mafic dikes and sills (1450-1200 Ma)
Tertiary dikes Tertiary dikes
Triassic and Jurassic dikes and sills Triassic and Jurassic dikes and sills
Geologic contacts (21)
Location accurate Location accurate
Location approximate Location approximate
Location concealed Location concealed
Faults (22)
Growth fault Growth fault
Normal fault - Location accurate Normal fault - Location accurate
Normal fault - Location approximate Normal fault - Location approximate
Normal fault - Location concealed Normal fault - Location concealed
Strike-slip fault - Location accurate Strike-slip fault - Location accurate
Strike-slip fault - Location approximate Strike-slip fault - Location approximate
Strike-slip fault - Location concealed Strike-slip fault - Location concealed
Thrust fault - Location accurate Thrust fault - Location accurate
Thrust fault - Location approximate Thrust fault - Location approximate
Thrust fault - Location concealed Thrust fault - Location concealed
Unclassified fault - Location accurate Unclassified fault - Location accurate
Unclassified fault - Location approximate Unclassified fault - Location approximate
Unclassified fault - Location concealed Unclassified fault - Location concealed
Special submarine line features (23)
Axis of sediment drift Axis of sediment drift
Axis of submarine canyon, sea valley, or channel - Location accurate Axis of submarine canyon, sea valley, or channel - Location accurate
Axis of submarine canyon, sea valley, or channel - Location approximate Axis of submarine canyon, sea valley, or channel - Location approximate
Fossil subduction zone - Location accurate Fossil subduction zone - Location accurate
Fossil subduction zone - Location approximate Fossil subduction zone - Location approximate
Frontal thrust fault of active accretionary wedge - Location accurate Frontal thrust fault of active accretionary wedge - Location accurate
Frontal thrust fault of active accretionary wedge - Location approximate Frontal thrust fault of active accretionary wedge - Location approximate
Isochron in oceanic crust - Basement exposed Isochron in oceanic crust - Basement exposed
Isochron in oceanic crust - Basement inferred Isochron in oceanic crust - Basement inferred
Isochron in oceanic crust - Basement not exposed Isochron in oceanic crust - Basement not exposed
Pseudofault in oceanic crust Pseudofault in oceanic crust
Shear zone - Diffuse Shear zone - Diffuse
Slump scar or growth fault - Location accurate Slump scar or growth fault - Location accurate
Slump scar or growth fault - Location approximate Slump scar or growth fault - Location approximate
Spreading center or overlapping spreading center - Active Spreading center or overlapping spreading center - Active
Spreading center or overlapping spreading center -Abandoned Spreading center or overlapping spreading center -Abandoned
Submarine escarpment Submarine escarpment
Transform fault, or non-transform offset of spreading center - Active Transform fault, or non-transform offset of spreading center - Active
Transform fault, or non-transform offset of spreading center - Inactive or concealed Transform fault, or non-transform offset of spreading center - Inactive or concealed
Geologic units (24)
1eT 1eT
1lK 1lK
1lP 1lP
1lPA 1lPA
1lPA* 1lPA*
1uK 1uK
1uP 1uP
1uPA 1uPA
2eT 2eT
2lK 2lK
2lP 2lP
2lPA 2lPA
2uK 2uK
2uKvb 2uKvb
2uKvi 2uKvi
2uP 2uP
2uPA 2uPA
3eT 3eT
<Null> <Null>
?J* ?J*
?Jv* ?Jv*
?Jvm* ?Jvm*
?K* ?K*
?KT* ?KT*
?KpgTv* ?KpgTv*
?PZ* ?PZ*
?Qvm* ?Qvm*
?Qvm** ?Qvm**
?T* ?T*
?TR* ?TR*
?Tv* ?Tv*
?Tvm?* ?Tvm?*
?Yg* ?Yg*
?lKvmk* ?lKvmk*
?mTv ?mTv
?mTv* ?mTv*
?mTvb* ?mTvb*
?mTvm* ?mTvm*
?mTvmk ?mTvmk
?mTvmk* ?mTvmk*
?mTvmk?* ?mTvmk?*
?nTQv* ?nTQv*
?nTQvmk* ?nTQvmk*
?nTv* ?nTv*
?oTv* ?oTv*
?oTvmk* ?oTvmk*
?oTvmk?* ?oTvmk?*
?plTvm* ?plTvm*
?plTvm** ?plTvm**
?uKv* ?uKv*
?uKvm* ?uKvm*
Ag Ag
Agn Agn
An An
Asvn Asvn
At At
Avm Avm
CA CA
CA* CA*
CAD CAD
CAD* CAD*
CADsv CADsv
CADv CADv
CAJ CAJ
CAM CAM
CAO CAO
CAO* CAO*
CAOg CAOg
CAOm CAOm
CAOsgn CAOsgn
CAOsn CAOsn
CAOsv CAOsv
CAOu CAOu
CAOv CAOv
CAOvm CAOvm
CAS CAS
CAS* CAS*
CASq CASq
CAk CAk
CAv CAv
CAvf CAvf
CAvm CAvm
D D
D* D*
DJvm DJvm
DK DK
DKvm DKvm
DM DM
DM* DM*
DMi DMi
DMn DMn
DMq DMq
DMsv DMsv
DMv DMv
DMvk DMvk
DMy DMy
DP DP
DPA DPA
DPA* DPA*
DPAq DPAq
DPAsv DPAsv
DPAvb DPAvb
DPsv DPsv
DPv DPv
DPvm DPvm
DTR DTR
DTRm DTRm
DTRsv DTRsv
DTRsvm DTRsvm
DTRu DTRu
DTRvm DTRvm
Dg Dg
Dg* Dg*
Dgn Dgn
Di Di
Dm Dm
Dmu Dmu
Dq Dq
Dsv Dsv
Dv Dv
Dvf Dvf
Dvm Dvm
Dy Dy
IS* IS*
Ice Ice
J J
J* J*
JK JK
JK* JK*
JK? JK?
JKg JKg
JKgn JKgn
JKi JKi
JKm JKm
JKq JKq
JKsv JKsv
JKsv* JKsv*
JKv JKv
JKvf* JKvf*
JKvfi JKvfi
JKvi JKvi
JKvim JKvim
JKvm JKvm
JKx JKx
Jg Jg
Ji Ji
Jim Jim
Jm Jm
Jmu Jmu
Jsv Jsv
Ju Ju
Jv Jv
Jvf Jvf
Jvi Jvi
Jvm Jvm
Jvm* Jvm*
K K
K* K*
KQsv** KQsv**
KT KT
KT* KT*
KTf KTf
KTg KTg
KTgn KTgn
KTi KTi
KTm KTm
KTsv KTsv
KTsv* KTsv*
KTt KTt
KTv KTv
KTv* KTv*
KTv?* KTv?*
KTvf KTvf
KTvf* KTvf*
KTvi KTvi
KTvi* KTvi*
KTvm KTvm
KTvm* KTvm*
KTx* KTx*
KTx?* KTx?*
Kg Kg
Kg* Kg*
Ki Ki
Km Km
Kmy Kmy
KpgT* KpgT*
KpgTv* KpgTv*
Ksv Ksv
Ku Ku
Kv Kv
Kv* Kv*
Kv?* Kv?*
Kvf Kvf
Kvi Kvi
Kvm Kvm
Kvm* Kvm*
Kx* Kx*
Ky Ky
M M
M* M*
MJ MJ
MJsvm MJsvm
MJvm MJvm
MKsv MKsv
MP MP
MP* MP*
MPA MPA
MPA* MPA*
MPAg MPAg
MPAq MPAq
MPAsv MPAsv
MPm MPm
MPsvm MPsvm
MPu MPu
MPv MPv
MPvm MPvm
MTR MTR
MTRu MTRu
MTRvm MTRvm
MZ MZ
MZ* MZ*
MZT* MZT*
MZg MZg
MZg* MZg*
MZn MZn
MZsv MZsv
MZsv* MZsv*
MZx MZx
MZx* MZx*
Msv Msv
Mv Mv
Mvb Mvb
O O
O* O*
OD OD
OD* OD*
ODg ODg
ODgn ODgn
ODsv ODsv
ODv ODv
ODy ODy
OJsv OJsv
OJsv* OJsv*
OM OM
OS OS
OS* OS*
OSg OSg
OSgn OSgn
OSi OSi
OSm OSm
OSn OSn
OSsv OSsv
OSu OSu
OSv OSv
OSvf OSvf
OSvm OSvm
OTR OTR
OTRsv OTRsv
OTRv OTRv
Og Og
Ogn Ogn
Om Om
Oq Oq
Osv Osv
Ou Ou
Ovb Ovb
Ovf Ovf
Ovi Ovi
Ovm Ovm
P P
P* P*
PA PA
PA* PA*
PAP PAP
PAPi PAPi
PAPm PAPm
PAPsv PAPsv
PAPv PAPv
PAPy PAPy
PATR PATR
PATRsv PATRsv
PAvm PAvm
PJ PJ
PJsv PJsv
PK PK
PKv PKv
PRPZ* PRPZ*
PRPZx* PRPZx*
PRgn PRgn
PTR PTR
PTRg PTRg
PTRsv PTRsv
PTRvim PTRvim
PTRvm PTRvm
PZ PZ
PZ* PZ*
PZMZ PZMZ
PZMZ* PZMZ*
PZMZsv PZMZsv
PZMZu PZMZu
PZMZx* PZMZx*
PZTRm PZTRm
PZg PZg
PZm PZm
PZn PZn
PZq PZq
PZsv PZsv
PZvf PZvf
PZvi PZvi
PZvm PZvm
PZx PZx
PZx* PZx*
Pg Pg
Pi Pi
Pm Pm
Pq Pq
Psv Psv
Pt Pt
Pu Pu
Pv Pv
Pvm Pvm
Q Q
Q* Q*
Qv Qv
Qv* Qv*
Qvf Qvf
Qvf* Qvf*
Qvfi Qvfi
Qvfi* Qvfi*
Qvi Qvi
Qvi* Qvi*
Qvim Qvim
Qvim* Qvim*
Qvm Qvm
Qvm* Qvm*
Qvm** Qvm**
Qvm?** Qvm?**
Qvmk Qvmk
Qvmk* Qvmk*
Qvmk?* Qvmk?*
Qvmkf* Qvmkf*
S S
S* S*
SD SD
SD* SD*
SDg SDg
SDm SDm
SDmy SDmy
SDv SDv
SDvm SDvm
SM SM
SM* SM*
Sfm Sfm
Sg Sg
Sm Sm
Sq Sq
Ssv Ssv
Sv Sv
Svf Svf
Svi Svi
Sy Sy
T T
T* T*
TKi TKi
TQ TQ
TQ* TQ*
TQsv** TQsv**
TQv TQv
TQv* TQv*
TQvb TQvb
TQvbk TQvbk
TQvf TQvf
TQvi TQvi
TQvim TQvim
TQvk TQvk
TQvm TQvm
TQvm* TQvm*
TQvmk* TQvmk*
TR TR
TR* TR*
TRJ TRJ
TRJ* TRJ*
TRJg TRJg
TRJi TRJi
TRJm TRJm
TRJq TRJq
TRJsv TRJsv
TRJv TRJv
TRJvi TRJvi
TRJvk TRJvk
TRJvm TRJvm
TRJy TRJy
TRK TRK
TRg TRg
TRi TRi
TRm TRm
TRq TRq
TRsv TRsv
TRu TRu
TRv TRv
TRvb TRvb
TRvi TRvi
TRvk TRvk
TRvm TRvm
Tg Tg
Ti Ti
Tv Tv
Tv* Tv*
Tv?* Tv?*
Tvf Tvf
Tvi Tvi
Tvim* Tvim*
Tvm Tvm
Tvm* Tvm*
UWn UWn
Ugn Ugn
Un Un
Usv Usv
Ut Ut
VWn VWn
VWn* VWn*
VWsv VWsv
Vn Vn
W W
WX WX
WXa WXa
WXg WXg
WXgn WXgn
WXm WXm
WXn WXn
WXsv WXsv
WXsv* WXsv*
WXv WXv
Wa Wa
Wg Wg
Wgg Wgg
Wgn Wgn
Wgt Wgt
Wi Wi
Wk Wk
Wm Wm
Wma Wma
Wn Wn
Wq Wq
Wqs Wqs
Wsgn Wsgn
Wsn Wsn
Wsv Wsv
Wsvk Wsvk
Wsvm Wsvm
Wt Wt
Wtn Wtn
Wv Wv
Wvf Wvf
Wvfi Wvfi
Wvi Wvi
Wvm Wvm
Wvn Wvn
Wy Wy
Wyn Wyn
X X
X* X*
XCAn XCAn
XY XY
XYc XYc
XYg XYg
XY¹n XY¹n
Xg Xg
Xi Xi
Xm Xm
Xn Xn
Xq Xq
Xqz Xqz
Xsn Xsn
Xsv Xsv
Xsvn Xsvn
Xvf Xvf
X²
X²cs X²cs
X²g X²g
X²g* X²g*
X²gn X²gn
X²m X²m
X²n X²n
X²q X²q
X²sn X²sn
X²sv X²sv
X²u X²u
X²v X²v
X²vb X²vb
X²vf X²vf
X²vk X²vk
X²vm X²vm
X²vm* X²vm*
X²y X²y
X²³ X²³
X³
X³Ya X³Ya
X³Yc X³Yc
X³Yn X³Yn
X³Y¹ X³Y¹
X³Y¹g X³Y¹g
X³Y¹gn X³Y¹gn
X³Y¹m X³Y¹m
X³Y¹mn X³Y¹mn
X³Y¹n X³Y¹n
X³Y¹sn X³Y¹sn
X³a X³a
X³g X³g
X³gn X³gn
X³m X³m
X³mn X³mn
X³n X³n
X³q X³q
X³qz X³qz
X³r X³r
X³v X³v
X³vb X³vb
X³vf X³vf
X³y X³y
X¹
X¹g X¹g
X¹m X¹m
X¹ma X¹ma
X¹v X¹v
X¹y X¹y
X¹² X¹²
X¹²sn X¹²sn
X¹²v X¹²v
X¹²vb X¹²vb
X¹²vm X¹²vm
Y Y
YZ YZ
YZ* YZ*
YZn YZn
Ya Ya
Yc Yc
Yg Yg
Yg* Yg*
Ygn Ygn
Ym Ym
Yn Yn
Yq Yq
Ysn Ysn
Yvf Yvf
Yy Yy
Y²
Y²a Y²a
Y²c Y²c
Y²g Y²g
Y²gn Y²gn
Y²k Y²k
Y²m Y²m
Y²mb Y²mb
Y²mu Y²mu
Y²n Y²n
Y²sn Y²sn
Y²sv Y²sv
Y²t Y²t
Y²v Y²v
Y²vk Y²vk
Y²vm Y²vm
Y²vm* Y²vm*
Y²y Y²y
Y²³ Y²³
Y²³gn Y²³gn
Y²³y Y²³y
Y³
Y³* Y³*
Y³Y¹n Y³Y¹n
Y³Z Y³Z
Y³Z* Y³Z*
Y³a Y³a
Y³c Y³c
Y³g Y³g
Y³gn Y³gn
Y³k Y³k
Y³m Y³m
Y³q Y³q
Y³sv Y³sv
Y³vm Y³vm
Y³vm* Y³vm*
Y³y Y³y
Y¹
Y¹a Y¹a
Y¹g Y¹g
Y¹gn Y¹gn
Y¹m Y¹m
Y¹ma Y¹ma
Y¹n Y¹n
Y¹svn Y¹svn
Y¹y Y¹y
Y¹yn Y¹yn
Y¹² Y¹²
Y¹²sn Y¹²sn
Z Z
Z* Z*
ZCA ZCA
ZCA* ZCA*
ZCAg ZCAg
ZCAm ZCAm
ZCAn ZCAn
ZCAq ZCAq
ZCAsv ZCAsv
ZCAv ZCAv
ZCAvb ZCAvb
ZCAvf ZCAvf
ZCAvm ZCAvm
ZD ZD
ZD* ZD*
ZDn ZDn
ZDsv ZDsv
ZDvm ZDvm
ZO ZO
ZOvm ZOvm
ZPZ ZPZ
ZPZ* ZPZ*
ZPZn ZPZn
ZPZsv ZPZsv
ZS ZS
ZSn ZSn
ZTR ZTR
ZTRvm ZTRvm
Zg Zg
Zgn Zgn
Zi Zi
Zm Zm
Zm* Zm*
Zma Zma
Zn Zn
Zq Zq
Zsv Zsv
Zv Zv
Zvb Zvb
Zvb* Zvb*
Zvf Zvf
Zvm Zvm
Zy Zy
d d
eKg eKg
eKg* eKg*
eKi eKi
eKm eKm
eT eT
eT* eT*
eTg eTg
eTi eTi
eTk eTk
eTm eTm
eTq eTq
eTsv eTsv
eTsv* eTsv*
eTv eTv
eTv* eTv*
eTvf eTvf
eTvf* eTvf*
eTvi eTvi
eTvim eTvim
eTvk eTvk
eTvm eTvm
eTvm* eTvm*
eoT eoT
eoT* eoT*
eoTk eoTk
eoTm eoTm
eoTsv eoTsv
eoTvb eoTvb
eoTvf eoTvf
eoTvi eoTvi
eoTvm eoTvm
eoTvmk eoTvmk
eoTy eoTy
g g
gn gn
lD lD
lD* lD*
lJ lJ
lJi lJi
lJm lJm
lJq lJq
lJsv lJsv
lJv lJv
lJvb lJvb
lJvi lJvi
lK lK
lK* lK*
lKb lKb
lKfi lKfi
lKg lKg
lKgn lKgn
lKi lKi
lKm lKm
lKq lKq
lKsv lKsv
lKv lKv
lKvf lKvf
lKvi lKvi
lKvi* lKvi*
lKvm lKvm
lKvm* lKvm*
lKvmk* lKvmk*
lKvmk?* lKvmk?*
lKvmkf* lKvmkf*
lKy lKy
lM lM
lM* lM*
lO lO
lO* lO*
lP lP
lPA lPA
lS lS
lS* lS*
lmD lmD
lmD* lmD*
lmJ lmJ
lmJ* lmJ*
lmJv lmJv
lmJvb lmJvb
lmJvi lmJvi
luK* luK*
mCA mCA
mD mD
mD* mD*
mDcb mDcb
mDe mDe
mJi mJi
mJm mJm
mJq mJq
mJy mJy
mKgn mKgn
mKi mKi
mKi* mKi*
mKm mKm
mKq mKq
mKv mKv
mKy mKy
mO mO
mO* mO*
mT mT
mT* mT*
mT?* mT?*
mTg mTg
mTi mTi
mTm mTm
mTq mTq
mTsv mTsv
mTv mTv
mTv* mTv*
mTvb mTvb
mTvb* mTvb*
mTvf mTvf
mTvf* mTvf*
mTvfi mTvfi
mTvfi* mTvfi*
mTvi mTvi
mTvi* mTvi*
mTvim mTvim
mTvm mTvm
mTvm* mTvm*
mTvmk* mTvmk*
mTvmk?* mTvmk?*
mTvmkf* mTvmkf*
mTvmki* mTvmki*
mTx* mTx*
mlJi mlJi
mlJm mlJm
mlJq mlJq
mlJt mlJt
muD muD
muO muO
muO* muO*
n n
nT nT
nT* nT*
nTQ nTQ
nTQ* nTQ*
nTQv* nTQv*
nTQvb* nTQvb*
nTQvm nTQvm
nTQvm* nTQvm*
nTQvm** nTQvm**
nTQvmk* nTQvmk*
nTf nTf
nTg nTg
nTi nTi
nTsv nTsv
nTv nTv
nTv* nTv*
nTvb* nTvb*
nTvb?* nTvb?*
nTvf nTvf
nTvfi nTvfi
nTvi nTvi
nTvi* nTvi*
nTvim nTvim
nTvk nTvk
nTvm nTvm
nTvm** nTvm**
nTvm?* nTvm?*
nTvmk* nTvmk*
nTy nTy
oT oT
oT* oT*
oTm oTm
oTq oTq
oTsv oTsv
oTsv* oTsv*
oTv oTv
oTv* oTv*
oTvb* oTvb*
oTvf oTvf
oTvf* oTvf*
oTvi oTvi
oTvm oTvm
oTvm* oTvm*
oTvmk* oTvmk*
oTvmkf* oTvmkf*
omT omT
omT* omT*
omTf omTf
omTi omTi
omTk omTk
omTm omTm
omTq omTq
omTsv omTsv
omTv omTv
omTvf omTvf
omTvfi omTvfi
omTvi omTvi
omTvim omTvim
omTvm omTvm
omTvmkf* omTvmkf*
pCA* pCA*
pCAq pCAq
pCAx pCAx
pCAx* pCAx*
pCZ* pCZ*
pCZx* pCZx*
pKx pKx
pKx* pKx*
pMZx pMZx
pQ pQ
paT paT
paT* paT*
paTsv paTsv
paTv* paTv*
paTvf paTvf
paTvm* paTvm*
pgT pgT
pgT* pgT*
pgTf pgTf
pgTg pgTg
pgTgn pgTgn
pgTi pgTi
pgTm pgTm
pgTmy pgTmy
pgTq pgTq
pgTsv pgTsv
pgTsv* pgTsv*
pgTsvm* pgTsvm*
pgTv pgTv
pgTv* pgTv*
pgTv?* pgTv?*
pgTvb pgTvb
pgTvf pgTvf
pgTvf* pgTvf*
pgTvi pgTvi
pgTvk pgTvk
pgTvm pgTvm
pgTvm* pgTvm*
pgTx* pgTx*
pgTy pgTy
plT plT
plT* plT*
plTQ plTQ
plTQ* plTQ*
plTQv* plTQv*
plTQvb* plTQvb*
plTQvf plTQvf
plTQvf* plTQvf*
plTQvi plTQvi
plTQvi* plTQvi*
plTQvim plTQvim
plTQvm plTQvm
plTQvm* plTQvm*
plTQvm** plTQvm**
plTQvmk* plTQvmk*
plTsv plTsv
plTsvm* plTsvm*
plTv* plTv*
plTvf plTvf
plTvi plTvi
plTvm plTvm
plTvm* plTvm*
plTvm** plTvm**
plTvmkf* plTvmkf*
u u
u* u*
uCA uCA
uD uD
uD* uD*
uDcb uDcb
uDvb uDvb
uJ uJ
uJ* uJ*
uK uK
uK* uK*
uKpgT* uKpgT*
uKpgTv* uKpgTv*
uKsv uKsv
uKsv* uKsv*
uKv uKv
uKv* uKv*
uKvbk uKvbk
uKvf uKvf
uKvi uKvi
uKvm uKvm
uKvm* uKvm*
uKvmk* uKvmk*
uKvmk?* uKvmk?*
uKvmkf?* uKvmkf?*
uM uM
uM* uM*
uO uO
uO* uO*
uP uP
uPA uPA
x* x*
<all other values> <all other values>