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5. PROVENANCE OF THE UPPER ALLOCHTHON

96

divided in four major groups: Paleozoic

Neoproterozoic (

b

1 Ga),

Mesoproterozoic (1

1.6 Ga), Paleoproterozoic (1.6

2.5 Ga) and

Archean (

N

2.5 Ga; see

Fig. 6

). Descriptions of U

Pb results of each sam-

ple are as follows.

From sample GCH-07, 166 analyses were performed of which 149

were concordant (

b

10% discordance, d = 10.2%, d: percentage of dis-

cordant analyses). 63 of them are Paleozoic

Neoproterozoic (42.3%), 3

are Mesoproterozoic (2%), 54 are Paleoproterozoic (36.2%) and 29 are

Archean (19.5%). MDA

07

(GCH-07maximumdepositional age) calculat-

ed for this sample (see above) is 510.4 ± 2.4 Ma, using 12 ages.

From sample GCH-08, 122 analyses were performed of which 117

were concordant (d = 4.1%). 46 of them are Paleozoic

Neoproterozoic

(39.3%), 3 are Mesoproterozoic (2.6%), 53 are Paleoproterozoic (45.3%)

and 15 are Archean (12.8%), with a MDA

08

of 515.6 ± 3.8 Ma, using

15 ages.

From sample GCH-09, 131 analyses were performed of which 128

were concordant (d = 2.3%). 45 of them are Paleozoic

Neoproterozoic

(35.2%), 4 are Mesoproterozoic (3.1%), 54 are Paleoproterozoic (42.2%)

and 25 are Archean (19.5%), with a MDA

09

of 507.1 ± 4.2 Ma, using

10 ages.

From sample GCH-10, 154 analyses were performed of which

144 were concordant (d = 6.5%). 52 of them are Paleozoic

Neoproterozoic (36.1%), 7 are Mesoproterozoic (4.9%), 72 are

Paleoproterozoic (50%) and 13 are Archean (9%), with a MDA

10

of

506 ± 10 Ma, using 4 ages.

From sample GCH-11, 168 analyses were performed of which 159

were concordant (d = 5.4%). 51 of them are Paleozoic

Neoproterozoic

(32.1%), 6 are Mesoproterozoic (3.8%), 79 are Paleoproterozoic (49.7%)

and 23 are Archean (14.5%), with a MDA

11

of 506.3 ± 2.8 Ma, using 9

ages.

From sample GCH-12, 148 analyses were performed of which 142

were concordant (d = 4.1%). 45 of them are Paleozoic

Neoproterozoic

(31.7%), 7 are Mesoproterozoic (4.9%), 81 are Paleoproterozoic (57%)

and 9 are Archean (6.3%), with a MDA

12

of 509.4 ± 7.1 Ma, using 5 ages.

To merge all samples and treat them as a single sample a Kolmogo-

rov

Smirnov test has been performed.

Fig. 5

a shows its P-values and

Fig. 5

b the cumulative density function plot (CDF) which includes age

errors. P-values indicate that all six samples pass the test with the ex-

ception of GCH-07 with GCH-11 (P = 0.044) and GCH-07 with GCH-

12 (P = 0.027) comparison. Both P-values are near to 0.05 (value re-

quired to pass the test) and taking into account that the other 13 com-

parisons are satisfactory and the similarity between age distributions

observed on KDE, PDP (

Fig. 4

) and CDF plots (

Fig. 5

b), it is concluded

that all samples are shed from the same source area and that the differ-

ences between zircon age populations are explained by sampling bias

or/and because each sample is a small fraction of the same thick pile

of sediments (i.e. the same formation) located in different parts of the

stratigraphic column, and so in different positions in relation to the

source area.

Analyses from all samples are summarized in

Fig. 6

and add a

total of 889 age determinations, from which 839 have less than 10%

discordance (d = 5.6%). 36% of the analyses (n = 302) have a

Paleozoic

Neoproterozoic age with peaks at 505, 525, 540, 557,

590, maximum abundance at 525 Ma, and a tail with minor peaks

between 600 and 800. Mesoproterozoic ages are scattered in the

interval age of c. 1.0 to 1.5 Ga and do not de

fi

ne any maxima,

comprising 3.6% (n = 30) of the total ages. The main age group

is Paleoproterozoic (46.8%, n = 393) and it is constrained between

c. 1.98 and 2.17 Ga with a well-de

fi

ned maximum at 2.09 Ga. The

Archean population represents 13.6% (n = 114) of the analyses

with maxima at c. 2.6, 2.64 and 2.7 Ga. MDAs calculated for each sam-

ple vary from 506 to 516 Ma, with an average of 509.5 ± 3.6 Ma

(

Fig. 7

; calculated as weighted average of all six MDAs with Isoplot

software). The conservative way in which these MDAs have been

calculated guarantees with a high level of con

fi

dence that the age

of deposition is c. 510 Ma or younger.

5.2. Lu

Hf results

From the 839 concordant zircon cores analysed with U

Pb method

420 were analysed for Lu

Hf isotopes (Suppl. Electr. Mat., Tables 7 to

11). Around 58% of all analyses have positive

ε

Hf (

Fig. 8

a). When

these superchondritic zircon data plot near the DM evolution trend it

can be surmised that they were crystallized from magmas more or

less directly derived from a depleted mantle source.

Paleozoic

Neoproterozoic zircons (in particular Cambrian

Ediacaran) are arranged in the Hf

U

Pb age diagram in two ways

(

Fig. 8

a and b). First as positive

ε

Hf zircons (form 0 to +10 epsilon

units) with TDMs from c. 0.65 to 1.2 Ga (average at 0.9 Ga), pointing

to a high production of juvenile (depleted mantle derived) magmas be-

tween c. 500 and 560 Ma, most of them crystallizing at c. 525 Ma. This

observation is consistent with a developed magmatic arc setting. The

second way in which these zircons are arranged is with a wide range

in their

ε

Hf units, from 0 to

16. There is also a small cluster of 7 zircons

with

ε

Hf of

23 to

26, and a single analyses with

ε

Hf =

49. There are

0

0.1

0.2

0.3

0.4

0.5

0.6

0.7

0.8

0.9

1

0

500 1000 1500 2000 2500 3000 3500

Age Cumulative Probability

Age [Ma]

CDFs with error

GCH-07

GCH-08

GCH-09

GCH-10

GCH-11

GCH-12

GCH-07 GCH-08 GCH-09 GCH-10 GCH-11 GCH-12

GCH-07

0.679 0.257 0.110

0.045

0.053

GCH-08 0.679

0.791 0.902 0.467 0.496

GCH-09 0.257 0.791

0.189 0.422

0.029

GCH-10 0.110 0.902 0.189

0.773 0.202

GCH-11

0.045

0.467 0.422 0.773

0.709

GCH-12 0.053 0.496

0.029

0.202 0.709

a

b

Fig. 5.

(a)Results oftheKolmogorov

Smirnoff(K

S)test.ThisK

Stestcomparesthedis-

tribution of detrital zircon ages from detrital samples, and tests the null hypothesis that

the distributions are the same. When P

b

0.05 it is likely with a 95% con

fi

dence level

that the samples derive from different populations. (b) Cumulative distribution function

(CDF)plot,incorporatingmeasurementuncertainty,showingtheprobabilitythatazircon

will be younger than a certain age and the similarity between samples.

Fig. 4.

Kernel density estimation plots (continuous line enclosing the blue area) and probability density plots (dashed line) for all samples and for the combination of all Cariño Gneiss

zircons studied.

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R. Albert et al. / Gondwana Research 28 (2015) 1434

1448