Citation:

PANGAEA.894411

Name: Pollen profile of sediment core RASCA2, Rasca, Romania
Published: 2018-09-19
License: https://creativecommons.org/licenses/by/3.0/
Keywords: EPD

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Published: 2018-09-19 • DOI registered: 2018-10-18

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Keyword(s):

EPD

Related to:

Pop, E (1932): Contributiuni la istoria vegetaliei cuaternare din Transilvania. Beitrag zur quaternären Pflanzengeschichte Siebenbürgens (Rumänien). Buletinul Grădinii Botanice și al Muzeului Botanic dela Universitatea din Cluj, XII, 29-102

Coverage:

Latitude: 46.739722 * Longitude: 23.091667

Date/Time Start: 1932-01-01T00:00:00 * Date/Time End: 1932-01-01T00:00:00

Minimum DEPTH, sediment/rock: 0.2 m * Maximum DEPTH, sediment/rock: 2.2 m

Event(s):

RASCA (Rasca) * Latitude: 46.739722 * Longitude: 23.091667 * Date/Time: 1932-01-01T00:00:00 * Elevation: 1020.0 m * Location: Romania * Comment: Peat bog. Physiography: valley. Surrounding vegetation: cultivated fields and forest.

Comment:

This dataset was archived on 2018-09-19 from the EPD database. (http://www.europeanpollendatabase.net). Date analyzed: 1932

Parameter(s):

#	Name	Short Name	Unit	Principal Investigator	Method/Device	Comment
1	DEPTH, sediment/rock	Depth sed	m	Farcas, Sorina		Geocode
2	Abies	Abi	#	Farcas, Sorina	Counting, palynology
3	Alnus	Aln	#	Farcas, Sorina	Counting, palynology
4	Betula	Bet	#	Farcas, Sorina	Counting, palynology
5	Carpinus	Car	#	Farcas, Sorina	Counting, palynology
6	Corylus	Cor	#	Farcas, Sorina	Counting, palynology
7	Fagus	Fag	#	Farcas, Sorina	Counting, palynology
8	Fraxinus	Frx	#	Farcas, Sorina	Counting, palynology
9	Picea	Pic	#	Farcas, Sorina	Counting, palynology
10	Pinus	Pin	#	Farcas, Sorina	Counting, palynology
11	Quercus	Que	#	Farcas, Sorina	Counting, palynology
12	Salix	Sal	#	Farcas, Sorina	Counting, palynology
13	Tilia	Til	#	Farcas, Sorina	Counting, palynology
14	Ulmus	Ulm	#	Farcas, Sorina	Counting, palynology

License:

Creative Commons Attribution 3.0 Unported (CC-BY-3.0)

Size:

143 data points

Data

Download dataset as tab-delimited text — use the following character encoding:

1 Depth sed [m]	2 Abi [#]	3 Aln [#]	4 Bet [#]	5 Car [#]	6 Cor [#]	7 Fag [#]	8 Frx [#]	9 Pic [#]	10 Pin [#]	11 Que [#]	12 Sal [#]	13 Til [#]	14 Ulm [#]
0.2	38	0	2	1	2	33	0	69	2	2	3	0	0
0.4	38	2	6	2	2	45	0	51	0	3	2	1	0
0.6	39	4	3	7	6	44	0	44	3	5	1	0	0
0.8	34	2	6	5	5	47	0	46	1	4	3	0	2
1.0	37	0	4	5	2	37	0	63	0	2	2	0	0
1.2	35	2	4	7	2	43	0	54	2	0	2	0	1
1.4	19	5	7	12	2	57	0	41	3	2	2	0	2
1.6	29	6	5	6	4	31	0	63	3	3	2	0	2
1.8	31	7	2	10	2	41	0	53	3	3	0	0	0
2.0	18	3	10	9	9	43	0	54	3	5	4	1	0
2.2	16	7	13	15	31	28	5	59	3	4	4	1	0

1 Depth sed [m]	2 Abi [#]	3 Aln [#]	4 Bet [#]	5 Car [#]	6 Cor [#]	7 Fag [#]	8 Frx [#]	9 Pic [#]	10 Pin [#]	11 Que [#]	12 Sal [#]	13 Til [#]	14 Ulm [#]
0.2	38	0	2	1	2	33	0	69	2	2	3	0	0
0.4	38	2	6	2	2	45	0	51	0	3	2	1	0
0.6	39	4	3	7	6	44	0	44	3	5	1	0	0
0.8	34	2	6	5	5	47	0	46	1	4	3	0	2
1.0	37	0	4	5	2	37	0	63	0	2	2	0	0
1.2	35	2	4	7	2	43	0	54	2	0	2	0	1
1.4	19	5	7	12	2	57	0	41	3	2	2	0	2
1.6	29	6	5	6	4	31	0	63	3	3	2	0	2
1.8	31	7	2	10	2	41	0	53	3	3	0	0	0
2.0	18	3	10	9	9	43	0	54	3	5	4	1	0
2.2	16	7	13	15	31	28	5	59	3	4	4	1	0

1 Depth sed [m]	2 Abi [#]	3 Aln [#]	4 Bet [#]	5 Car [#]	6 Cor [#]	7 Fag [#]	8 Frx [#]	9 Pic [#]	10 Pin [#]	11 Que [#]	12 Sal [#]	13 Til [#]	14 Ulm [#]
0.2	38	0	2	1	2	33	0	69	2	2	3	0	0
0.4	38	2	6	2	2	45	0	51	0	3	2	1	0
0.6	39	4	3	7	6	44	0	44	3	5	1	0	0
0.8	34	2	6	5	5	47	0	46	1	4	3	0	2
1.0	37	0	4	5	2	37	0	63	0	2	2	0	0
1.2	35	2	4	7	2	43	0	54	2	0	2	0	1
1.4	19	5	7	12	2	57	0	41	3	2	2	0	2
1.6	29	6	5	6	4	31	0	63	3	3	2	0	2
1.8	31	7	2	10	2	41	0	53	3	3	0	0	0
2.0	18	3	10	9	9	43	0	54	3	5	4	1	0
2.2	16	7	13	15	31	28	5	59	3	4	4	1	0

1 Depth sed [m]	2 Abi [#]	3 Aln [#]	4 Bet [#]	5 Car [#]	6 Cor [#]	7 Fag [#]	8 Frx [#]	9 Pic [#]	10 Pin [#]	11 Que [#]	12 Sal [#]	13 Til [#]	14 Ulm [#]
0.2	38	0	2	1	2	33	0	69	2	2	3	0	0
0.4	38	2	6	2	2	45	0	51	0	3	2	1	0
0.6	39	4	3	7	6	44	0	44	3	5	1	0	0
0.8	34	2	6	5	5	47	0	46	1	4	3	0	2
1.0	37	0	4	5	2	37	0	63	0	2	2	0	0
1.2	35	2	4	7	2	43	0	54	2	0	2	0	1
1.4	19	5	7	12	2	57	0	41	3	2	2	0	2
1.6	29	6	5	6	4	31	0	63	3	3	2	0	2
1.8	31	7	2	10	2	41	0	53	3	3	0	0	0
2.0	18	3	10	9	9	43	0	54	3	5	4	1	0
2.2	16	7	13	15	31	28	5	59	3	4	4	1	0