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Calanoida
of the
Baltic Sea
There are
22
species of
Calanoida
that are commonly found in the
Baltic Sea
.
Information on the
COI barcoding
status of these species is presented in the table below.
MODE
A
All available COI barcodes for this taxa group (
collected from
any
ocean and/or without geo-referencing
):
Of the 22 total species,
20
of these species (
90%
) have COI barcodes (from this or any ocean).
There are a total of
2533
"
any ocean
" COI barcode records available for this ocean and taxa group.
All available taxa group COI barcodes will be included in the
Mode A
downloads.
MODE
B
Regional COI barcodes for this taxa group (
includes
only
those collected in the
Baltic Sea region):
Of the 22 total species,
7
of these species (
31%
) have
Baltic Sea-collected
COI barcodes.
There are a total of
98
"
Baltic Sea-collected
" COI barcodes available for this taxa group.
In the map to the right,
Red Stars
show sampling locations of the COI barcodes in the
Mode B
download.
Uncoded
Species
Of the 22 total species in this region,
2
species do not have any
COI
barcodes
(from any region).
Barcoding progress summary for the
Baltic Sea
region, out of a total of
22
possible species:
There are
COI
barcodes for 20 species ( 90% coverage ), of which 7 species have barcodes sampled inside this region ( 31% coverage ).
There are
12S
barcodes for 1 species ( 4% coverage ), of which 0 species have barcodes sampled inside this region ( 0% coverage ).
There are
16S
barcodes for 7 species ( 31% coverage ), of which 0 species have barcodes sampled inside this region ( 0% coverage ).
There are
18S
barcodes for 15 species ( 68% coverage ), of which 1 species have barcodes sampled inside this region ( 4% coverage ).
There are
28S
barcodes for 8 species ( 36% coverage ), of which 0 species have barcodes sampled inside this region ( 0% coverage ).
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]
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CA-Scotian
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Table Viewing Options
[
Species-only Summary, sorted by name
(default) ]
or
[
Full Taxonomic Hierarchy
]
or
[
flat-text file of sorted species names
]
Quality Control:
Corrected synonyms exist for this taxa.
[
Show me a list of the corrected names
]
Calanoida
of the
Baltic Sea
Taxa Name
Taxa
Level
Barcode
Data?
Number of
Barcodes
from
any
ocean
Number of
Barcodes
from
this region
Barcode Locations and
Species Occurence Map
MZGdb Atlas
v2023-m04-01
2023-Apr-12
Acartia (Acanthacartia) bifilosa
Species
(1)
COI
12S
16S
18S
28S
COI = 16
12S = 0
16S = 0
18S = 0
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000272
R:1:1:0:0
Acartia (Acanthacartia) tonsa
Species
(2)
COI
12S
16S
18S
28S
COI = 462
12S = 0
16S = 44
18S = 12
28S = 1
COI = 6
12S = 0
16S = 0
18S = 3
28S = 0
accepted
T4000739
R:1:1:0:0
Acartia (Acartiura) clausi
Species
(3)
COI
12S
16S
18S
28S
COI = 56
12S = 0
16S = 11
18S = 0
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000086
R:1:0:0:0
Acartia (Acartiura) discaudata
Species
(4)
COI
12S
16S
18S
28S
COI = 10
12S = 0
16S = 0
18S = 0
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4017821
R:1:1:0:0
Acartia (Acartiura) longiremis
Species
(5)
COI
12S
16S
18S
28S
COI = 124
12S = 0
16S = 1
18S = 1
28S = 2
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000163
R:1:0:0:0
Calanus helgolandicus
Species
(6)
COI
12S
16S
18S
28S
COI = 120
12S = 0
16S = 59
18S = 8
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000145
R:1:0:0:0
Centropages hamatus
Species
(7)
COI
12S
16S
18S
28S
COI = 30
12S = 0
16S = 0
18S = 6
28S = 0
COI = 1
12S = 0
16S = 0
18S = 1
28S = 0
accepted
T4000159
R:1:0:0:0
Centropages typicus
Species
(8)
COI
12S
16S
18S
28S
COI = 146
12S = 0
16S = 0
18S = 7
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000107
R:1:0:0:0
Diaixis hibernica
Species
(9)
No barcodes?
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4003584
R:1:0:0:0
Eurytemora affinis
unaccepted
Species
(10)
COI
12S
16S
18S
28S
COI = 699
12S = 2
16S = 2
18S = 12
28S = 3
COI = 79
12S = 0
16S = 0
18S = 0
28S = 0
unaccepted
T4001121
R:1:1:1:0
Eurytemora carolleeae
Species
(11)
COI
12S
16S
18S
28S
COI = 58
12S = 0
16S = 0
18S = 10
28S = 0
COI = 2
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4011613
R:1:1:0:0
Eurytemora lacustris
Species
(12)
COI
12S
16S
18S
28S
COI = 15
12S = 0
16S = 0
18S = 0
28S = 0
COI = 6
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4011614
R:1:0:0:0
Isias clavipes
Species
(13)
COI
12S
16S
18S
28S
COI = 6
12S = 0
16S = 0
18S = 3
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000680
R:1:0:0:0
Limnocalanus grimaldii
alternate_representation
Species
(14)
No barcodes?
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
alternate_representation
T4000797
R:1:1:0:0
Limnocalanus macrurus
alternate_representation
Species
(15)
COI
12S
16S
18S
28S
COI = 129
12S = 0
16S = 0
18S = 1
28S = 1
COI = 1
12S = 0
16S = 0
18S = 0
28S = 0
alternate_representation
T4000212
R:1:1:0:0
Microcalanus pusillus
Species
(16)
COI
12S
16S
18S
28S
COI = 30
12S = 0
16S = 0
18S = 0
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000205
R:1:0:0:0
Microcalanus pygmaeus
Species
(17)
COI
12S
16S
18S
28S
COI = 44
12S = 0
16S = 0
18S = 3
28S = 2
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000123
R:1:0:0:0
Paracalanus parvus
alternate_representation
Species
(18)
COI
12S
16S
18S
28S
COI = 166
12S = 0
16S = 2
18S = 23
28S = 11
COI = 3
12S = 0
16S = 0
18S = 0
28S = 0
alternate_representation
T4000031
R:1:1:0:0
Pseudocalanus acuspes
Species
(19)
COI
12S
16S
18S
28S
COI = 426
12S = 0
16S = 0
18S = 0
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4003427
R:1:0:0:0
Pseudocalanus elongatus
Species
(20)
COI
12S
16S
18S
28S
COI = 58
12S = 0
16S = 3
18S = 5
28S = 0
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000073
R:1:0:0:0
Pseudocalanus minutus
Species
(21)
COI
12S
16S
18S
28S
COI = 306
12S = 0
16S = 0
18S = 3
28S = 4
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000210
R:1:0:0:0
Temora longicornis
Species
(22)
COI
12S
16S
18S
28S
COI = 41
12S = 0
16S = 0
18S = 5
28S = 1
COI = 0
12S = 0
16S = 0
18S = 0
28S = 0
accepted
T4000084
R:1:0:0:0
MZGdb Atlas
[ database-version =
v2023-m04-01
]; html-date =
2023-Apr-12
Wed Apr 12 14:45:19 EDT 2023
