Southern Old Black Spruce 2, Saskatchewan, Canada - CANA613
Additional Site Information
Anastasia Sniderhan, Steven Mamet, Jill Johnstone, Jennifer Baltzer
NOTES:
Tree ring sampled; trees were sampled extensively (living and dead stems) using
an increment borer from three 10 x 10 m plots and two 5 x 5 m plots in 2012.
Variable plot sizes were used to achieve similar sample size amongst plots with
differing stem densities. Additional trees were sampled from two sets of transects
in 2015, where a core sample was taken from the nearest dominant or co-dominant tree
every 5 m along two parallel 45 m transects, 25 m apart.
Subsample of tree for delta 13C analysis.
Northernmost: 53°59'42.14"N, 105° 6'45.03"W
Southernmost: 53°59'8.40"N, 105° 6'45.63"W
Easternmost: 53°59'17.54"N, 105° 6'26.39"W
Westernmost: 53°59'16.34"N, 105° 7'21.17"W
Label scheme:
S _ _ _ _ _ _ _ = site ID
_ K _ _ _ _ _ _ = site sampling approach (K = transect, M = mesic plot, W = wet plot)
_ _ 0 _ _ _ _ _ = site # (0-3, unique within sampling approach)
_ _ _ 1 _ _ _ _ = transect # for transect trees or status for plot trees (B = standing, D = snag, F = fallen)
_ _ _ _ 01_ _= tree ID (only unique within sampling approach/transect/status)
_ _ _ _ _ _ A 2 = core ID (may be NA)
Keywords: ring width, carbon isotopes
Reference:
Sniderhan, A.E.; Mamet, S.D. ; Baltzer, J.L. 2020.
Non-uniform growth dynamics of a dominant boreal tree species (Picea mariana) in the face
of rapid climate change. Canadian Journal of Forest Research, DOI: 10.1139/cjfr-2020-0188
COFECHA output:
Chronology file name : CANA613.CRN
Measurement file name : CANA613.RWL
Date checked : 08SEP20
Checked by : B. Bauer
Beginning year : 1884
Ending year : 2014
Principal investigators: Anastasia Sniderhan Steven Mamet Jill Johnstone Jennifer Baltzer
Site name : Southern Old Black Spruce 2
Site location : Canada
Species information : PCMA BLACK SPRUCE
Latitude : 5359
Longitude : -10506
Elevation : 591M
Series intercorrelation: 0.444
Avg mean sensitivity : 0.177
Avg standard deviation : 0.165
Avg autocorrelation : 0.810
Number dated series : 225
Segment length tested : 50
Number problem segments: 155
Pct problem segments : 19.16
PART 5: CORRELATION OF SERIES BY SEGMENTS: Southern Old Black Spruce 2 16:23 Tue 08 Sep 2020 Page 5
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Correlations of 50-year dated segments, lagged 25 years
Flags: A = correlation under .3281 but highest as dated; B = correlation higher at other than dated position
Seq Series Time_span 1875 1900 1925 1950 1975
1924 1949 1974 1999 2024
--- -------- --------- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ---- ----
1 SK0101A 1897 2014 .46 .46 .48 .54 .51
2 SK0102A 1902 2014 -.01B .21B .41 .50
3 SK0103A 1950 2014 .46 .52
4 SK0104A 1908 2014 .52 .31A .22B .36
5 SK0105A_ 1909 2014 .67 .21B .34B .36
6 SK0106A 1917 2014 .51 .43 .52 .60
7 SK0107A 1917 2014 .64 .56 .62 .44
8 SK0108A 1923 2014 .40 .37 .45 .44
9 SK0109A 1904 2014 .64 .65 .62 .45
10 SK0110A 1920 2014 .47 .55 .57 .44
11 SK0201A 1917 2014 .42 .52 .49 .50
12 SK0202A_ 1906 2014 .36 .03B .29B .45
13 SK0203A 1911 2014 .43 .49 .66 .52
14 SK0204aA 1903 2014 .74 .39 .31A .42
15 SK0205A 1908 2014 .50 .30A .36 .43
16 SK0206A 1923 2014 .31B .32B .43 .60
17 SK0207A 1918 2014 .54 .53 .53 .53
18 SK0208A_ 1911 2014 .48 .32A .35 .33A
19 SK0209A 1907 2014 .66 .32A .37 .32A
20 SK0210A 1906 2014 .40 .43 .46 .55
21 SK1101A 1932 2014 .49 .42 .37
22 SK1102A 1939 2014 .52 .53 .53
23 SK1103A 1912 2014 .49B .40 .47 .45
24 SK1104A2 1909 2014 .53 .49 .46 .41
25 SK1106A2 1911 2014 .44 .39 .48 .59
26 SK1107A 1900 2014 .49 .27B .39 .41
27 SK1108A 1921 2014 .51 .58 .44 .46
28 SK1109A 1906 2014 .31B .49 .45 .44
29 SK1110A 1891 2014 .33B .47 .59 .48 .24A
30 SK1201A2 1901 2014 .60 .36 .28A .27A
31 SK1202A 1902 2014 .57 .23A .40 .33A
32 SK1203A 1909 2014 .44 .38 .45 .51
33 SK1205A 1893 2014 .47 .43 .46 .56 .36
34 SK1206A 1892 2014 .44 .47 .65 .69 .62
35 SK1207A 1908 2014 .35 .48 .67 .68
36 SK1208A 1884 2014 .42 .44 .28A .46 .43
37 SK1209A 1895 2014 .61 .66 .60 .63 .67
38 SK1210A 1898 2014 .53 .53 .48 .27A .36
39 SW1B01 1905 2012 .54 .55 .56 .65
40 SW1B02 1915 2012 .31A .65 .62 .47
41 SW1B03 1916 2012 .44 .54 .69 .70
42 SW1B04 1927 2012 .74 .80 .78
43 SW1B05 1915 2001 .42 .49 .55 .51
44 SW1B06 1919 2012 .51 .57 .69 .66
45 SW1B07 1911 2012 .08B .06B .43 .35
46 SW1B08 1908 2009 .59 .35B .32A .32A
47 SW1B09 1900 2010 .64 .59 .51 .48
48 SW1B10 1913 2012 .42 .54 .60 .68
49 SW1B11 1904 2012 .49 .54 .62 .62
50 SW1B12 1929 2012 .16B .34 .40
51 SW1B13 1901 2002 .63 .58 .32A .28B
52 SW1B14 1899 2012 .55 .57 .46 .43 .38
53 SW1B15 1896 2008 .56 .57 .25A .35 .40
54 SW1B16 1916 2012 .67 .69 .66 .38
55 SW1B17 1913 2012 .42 .61 .73 .72
56 SW1B18 1968 2012 .30B
57 SW1B19 1964 2010 .42
58 SW1B51 1903 2012 .42 .40 .60 .70
59 SW1B52 1924 2005 .61 .59 .57 .54
60 SW1B53 1924 2011 .39 .37 .46 .37
61 SW1B54 1951 2008 .21B .23B
62 SW1B55 1925 2006 .49 .26B .13B
63 SW1B56 1912 2012 .62 .44 .57 .58
64 SW1B57 1938 2011 .60 .61 .30A
65 SW1B58 1940 2012 .63 .54 .52
66 SW1B59 1924 2012 .41 .44 .40 .37
67 SW1B60 1925 2012 .47 .57 .61
68 SW1B61 1898 2012 .59 .58 .48 .39 .32A
69 SW1B62 1936 2011 .64 .51 .19B
70 SW1B63 1941 2011 .38 .50 .42
71 SW1B86 1911 2012 .45 .47 .27A .28A
72 SW1B87 1908 2012 .76 .53 .56 .57
73 SW1B95 1966 2012 .36
74 SW1F01 1899 2005 .49 .50 .56 .70 .67
75 SW1D01 1921 2007 .29A .40 .60 .53
76 SW1D03 1918 2004 .25A .37 .30A .31B
77 SW2B01 1956 2012 .48 .52
78 SW2B02 1910 2012 .38 .44 .61 .42
79 SW2B03 1935 2012 .47 .54 .51
80 SW2B04 1960 2012 .25A .28A
81 SW2B05 1941 2012 .56 .68 .69
82 SW2B06 1952 2012 .24A .26A
83 SW2B07 1924 2012 .36 .42 .44 .44
84 SW2B08 1955 2012 .36 .44
85 SW2B09 1946 2012 .45 .50 .48
86 SW2B10 1929 2012 .53 .59 .53
87 SW2B11 1915 2012 .43 .38 .56 .27A
88 SW2B12 1946 2012 .60 .65 .58
89 SW2B13 1897 2012 .16B .13B .20B .32A .38
90 SW2B14 1898 2012 .29B .27B-.06B-.13B-.11B
91 SW2B15 1928 2012 .67 .77 .73
92 SW2B16 1924 2012 .19B .21B .44 .50
93 SW2B17 1949 2012 .48 .49 .53
94 SW2B18 1988 2008 .47
95 SW2B19 1978 2012 .44
96 SW2B20 1972 2012 .26B
97 SW2B21 1949 2012 .46 .46 .39
98 SW2B22 1977 2012 .41
99 SW2D02 1969 2011 .29B
100 SW3B01 1907 2012 .23B .37 .37 .24A
101 SW3B02 1900 2012 .54 .63 .59 .54
102 SW3B03 1917 2012 .62 .56 .43 .27A
103 SW3B04 1901 2012 .65 .43 .54 .50
104 SW3B05 1931 2012 .21A .24A .28B
105 SW3B06 1919 2012 .60 .61 .67 .66
106 SW3B07 1935 1999 .36 .36
107 SW3B08 1911 2012 .46 .45 .55 .54
108 SW3B09 1948 2012 .32A .29A .17B
109 SW3B10 1917 2012 .32A .47 .49 .45
110 SW3B11 1917 2012 .48B .56 .58 .58
111 SW3B13 1928 2010 .27B .36 .37
112 SW3B14 1952 2005 .24A .23B
113 SW3B15 1926 2012 .55 .56 .57
114 SW3B16 1936 2012 .36B .51 .40
115 SW3B17 1908 2008 .34 .35 .45 .37
116 SW3B18 1907 2011 .27B .58 .59 .51
117 SW3B19 1917 2012 .41 .49 .54 .53
118 SW3B20 1950 2012 .33A .39
119 SW3B21 1909 2012 .61 .59 .78 .75
120 SW3B22 1910 2008 .54 .36B .58 .53
121 SW3D01 1946 1983 .21B
122 SW3F01 1934 1990 .36 .53
123 SW3F02 1908 1992 .47 .40 .44
124 SM1B01 1915 2012 .41 .40 .43 .50
125 SM1B02 1912 2012 .33A .56 .38 .34
126 SM1B03 1902 2012 .56 .41 .46 .53
127 SM1B04 1894 2012 .61 .57 .32A .43 .47
128 SM1B05 1928 2012 .43 .60 .55
129 SM1B06 1941 2012 .50 .67 .65
130 SM1B07 1908 2012 .67 .47 .42 .41
131 SM1B08 1903 2012 .50 .47 .54 .40
132 SM1B09 1903 2012 .60 .57 .50 .58
133 SM1B10 1911 2012 .57 .58 .48 .48
134 SM1B11 1931 2012 .55 .58 .58
135 SM1B12 1905 2012 .34 .56 .48 .37
136 SM1B13 1907 2007 .45B .32A .29B .29B
137 SM1B14 1901 2012 .68 .52 .63 .57
138 SM1B15 1899 2009 .52 .50 .37 .36 .31A
139 SM1B16 1933 2009 .38 .31B .26A
140 SM1B17 1938 2012 .61 .67 .55
141 SM1B18 1901 2012 .44 .34 .33 .22A
142 SM1B19 1906 2012 .50 .41B .47 .50
143 SM1B20 1902 2012 .48 .44 .51 .54
144 SM1B21 1893 2012 .62 .60 .20B .23B .26A
145 SM1B22 1902 2012 .70 .59 .59 .56
146 SM1B23 1947 2012 .55 .59 .60
147 SM1B24 1901 2012 .58 .31A .66 .62
148 SM1B25 1940 2012 .44 .47 .50
149 SM1B26 1911 2011 .36 .42 .67 .63
150 SM1B27 1908 2012 .34 .15B .32A .41
151 SM1B28 1904 2012 .53 .45 .61 .65
152 SM1B29 1943 2012 .51 .53 .56
153 SM1D02 1900 2009 .63 .47 .65 .55
154 SM1F01 1935 2011 .20A .40 .41
155 SM2B01 1903 2012 .69 .43 .22B .33
156 SM2B02 1899 2012 .65 .74 .48 .40 .45
157 SM2B03 1951 2012 .48 .40
158 SM2B04 1895 2012 .46 .36 .33A .46 .52
159 SM2B05 1901 2012 .49 .23A .35 .32A
160 SM2B06 1893 2012 .48 .43 .33B .49 .40
161 SM2B07 1893 2012 .28B .25B .18B .33 .34
162 SM2B08 1981 2012 .48
163 SM2B09 1945 2012 .43 .54 .47
164 SM2B10 1906 2012 .56 .45 .45 .41
165 SM2B11 1909 2012 .62 .54 .53 .50
166 SM2B12 1901 2012 .42 .41 .27A .34
167 SM2B13 1902 2012 .70 .64 .61 .57
168 SM2B14 1900 2012 .34 .43 .55 .41
169 SM2B15 1927 2004 .18B .37 .39
170 SM2B16 1903 2012 .42 .39 .57 .54
171 SM2B17 1897 2012 .76 .77 .58 .46 .35
172 SM2B18 1902 1996 .39 .48 .47
173 SM2B19 1915 2012 .41 .48 .63 .48
174 SM2B20 1897 2012 .61 .58 .41 .50 .36
175 SM2B21 1904 2012 .60 .35B .56 .56
176 SM2B22 1901 2012 .53 .36 .63 .70
177 SM2B23 1904 2011 .42 .36 .34 .16B
178 SM2B24 1895 1999 .39 .32A .44 .49
179 SM2B25 1892 2003 .46 .57 .47 .50 .51
180 SM2B26 1891 2012 .57 .55 .48 .54 .52
181 SM2B27 1944 2012 .47 .61 .59
182 SM2B28 1943 2012 .49 .50 .36
183 SM2D01 1900 1996 .48 .22B .11B
184 SM2D02 1889 2009 .06B .23A .29A .44 .31A
185 SM2D03 1901 2009 .69 .33 .53 .46
186 SM2D04 1908 1993 .34 .35 .25A
187 SM2D05 1939 2005 .36B .38 .32A
188 SM2F01 1897 2010 .62 .59 .52 .63 .53
189 SM2F02 1900 1988 .48 .26B .18B
190 SM3B01 1932 2012 .33 .56 .55
191 SM3B02 1905 2012 .56 .42 .28B .28B
192 SM3B03 1922 2012 .51 .52 .64 .55
193 SM3B04 1925 2012 .48 .51 .53
194 SM3B05 1916 2012 .38 .52 .45 .41
195 SM3B06 1921 2012 .34 .44 .46 .51
196 SM3B07 1918 2012 .56 .56 .51 .43
197 SM3B08 1964 2012 .25B
198 SM3B09 1934 2012 .46 .60 .51
199 SM3B10 1940 2012 .50 .44 .32B
200 SM3B11 1932 2012 .33B .29A .30B
201 SM3B12 1932 2012 .42 .38 .43
202 SM3B13 1918 2012 .48 .50 .54 .50
203 SM3B14 1905 2012 .47 .62 .58 .59
204 SM3B15 1919 2012 .34 .25A .24A .28A
205 SM3B16 1916 2012 .37 .35 .41 .33A
206 SM3B17 1909 2012 .67 .59 .71 .60
207 SM3B18 1902 2011 .60 .51 .35 .26B
208 SM3B19 1908 2012 .68 .40 .56 .52
209 SM3B20 1936 2012 .58 .58 .49
210 SM3B21 1897 1997 .63 .64 .20B .22B
211 SM3B22 1954 2012 .30A .40
212 SM3B23 1920 2012 .36 .40 .50 .50
213 SM3B24 1980 2012 .51
214 SM3B25 1945 2012 .63 .64 .35
215 SM3B26 1936 2012 .49 .48 .33
216 SM3B27 1914 2012 .41 .52 .51 .45
217 SM3B28 1904 2012 .77 .52 .59 .65
218 SM3B29 1961 2012 .10B .10B
219 SM3B30 1912 2012 .25B .43 .34 .32A
220 SM3B31 1951 2012 .46 .45
221 SM3D01 1927 2006 .32B .33 .38
222 SM3D02 1910 2004 .41 .50 .35 .36
223 SM3D03 1905 1992 .65 .53 .49
224 SM3D04 1898 2005 .59 .63 .15B .27A .18B
225 SM3F01 1900 1990 .35 .19B .22B
Av segment correlation .49 .48 .43 .47 .45
PART 7: DESCRIPTIVE STATISTICS: Southern Old Black Spruce 2 16:23 Tue 08 Sep 2020 Page 12
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Corr //-------- Unfiltered --------\\ //---- Filtered -----\\
No. No. No. with Mean Max Std Auto Mean Max Std Auto AR
Seq Series Interval Years Segmt Flags Master msmt msmt dev corr sens value dev corr ()
--- -------- --------- ----- ----- ----- ------ ----- ----- ----- ----- ----- ----- ----- ----- --
1 SK0101A 1897 2014 118 5 0 .500 .52 2.19 .460 .920 .236 2.54 .366 -.026 1
2 SK0102A 1902 2014 113 4 2 .228 .45 1.09 .211 .835 .174 2.63 .484 .091 1
3 SK0103A 1950 2014 65 2 0 .470 .40 .57 .081 .521 .160 2.66 .573 .019 1
4 SK0104A 1908 2014 107 4 2 .388 .56 .91 .122 .615 .156 2.79 .508 -.047 1
5 SK0105A_ 1909 2014 106 4 2 .437 .37 1.60 .253 .861 .182 2.80 .437 -.033 1
6 SK0106A 1917 2014 98 4 0 .556 .47 .80 .118 .710 .153 2.50 .428 -.057 1
7 SK0107A 1917 2014 98 4 0 .524 .47 1.39 .267 .943 .157 2.65 .423 -.071 2
8 SK0108A 1923 2014 92 4 0 .385 .33 .83 .120 .809 .156 2.88 .537 -.058 1
9 SK0109A 1904 2014 111 4 0 .560 .37 1.35 .247 .844 .207 2.78 .499 -.024 1
10 SK0110A 1920 2014 95 4 0 .460 .43 .91 .113 .594 .189 2.53 .492 -.011 1
11 SK0201A 1917 2014 98 4 0 .430 .55 .95 .160 .725 .173 2.53 .407 -.022 1
12 SK0202A_ 1906 2014 109 4 2 .364 .31 .72 .200 .906 .184 2.65 .479 .007 1
13 SK0203A 1911 2014 104 4 0 .493 .46 .82 .163 .864 .147 2.54 .459 .000 1
14 SK0204aA 1903 2014 112 4 1 .523 .60 1.21 .164 .527 .202 2.68 .455 .001 1
15 SK0205A 1908 2014 107 4 1 .407 .43 .93 .150 .829 .159 2.50 .439 .022 2
16 SK0206A 1923 2014 92 4 2 .453 .57 1.19 .184 .835 .161 2.62 .455 -.004 1
17 SK0207A 1918 2014 97 4 0 .527 .39 .73 .086 .640 .138 2.67 .494 -.031 1
18 SK0208A_ 1911 2014 104 4 2 .399 .41 1.07 .242 .905 .175 2.67 .497 -.014 1
19 SK0209A 1907 2014 108 4 2 .488 .47 .98 .136 .681 .173 2.69 .454 -.060 1
20 SK0210A 1906 2014 109 4 0 .462 .46 .86 .152 .811 .169 2.68 .536 -.005 1
21 SK1101A 1932 2014 83 3 0 .415 .61 2.52 .559 .930 .212 2.66 .460 -.017 1
22 SK1102A 1939 2014 76 3 0 .492 .60 1.76 .390 .912 .205 2.74 .452 -.048 1
23 SK1103A 1912 2014 103 4 1 .490 .47 1.18 .281 .920 .171 2.63 .426 -.125 1
24 SK1104A2 1909 2014 106 4 0 .478 .30 .76 .143 .831 .185 2.86 .433 -.104 1
25 SK1106A2 1911 2014 104 4 0 .502 .37 .82 .142 .834 .177 2.74 .387 -.028 2
26 SK1107A 1900 2014 115 4 1 .435 .41 1.15 .189 .796 .175 2.85 .409 .032 1
27 SK1108A 1921 2014 94 4 0 .462 .29 1.03 .179 .869 .227 2.70 .492 -.113 1
28 SK1109A 1906 2014 109 4 1 .383 .30 .57 .098 .747 .182 2.72 .530 -.057 1
29 SK1110A 1891 2014 124 5 2 .359 .43 2.07 .432 .898 .227 2.92 .547 .005 1
30 SK1201A2 1901 2014 114 4 2 .404 .29 1.11 .157 .801 .197 2.95 .514 -.006 1
31 SK1202A 1902 2014 113 4 2 .426 .27 .99 .192 .912 .190 2.73 .521 -.070 1
32 SK1203A 1909 2014 106 4 0 .493 .29 .63 .115 .849 .177 2.67 .461 -.044 1
33 SK1205A 1893 2014 122 5 0 .434 .29 1.99 .378 .918 .178 2.62 .370 -.044 2
34 SK1206A 1892 2014 123 5 0 .530 .30 1.30 .209 .886 .209 2.65 .497 .033 1
35 SK1207A 1908 2014 107 4 0 .474 .41 .90 .146 .648 .220 2.68 .622 .013 1
36 SK1208A 1884 2014 131 5 1 .394 .37 1.36 .279 .921 .158 2.81 .442 -.038 2
37 SK1209A 1895 2014 120 5 0 .593 .48 .80 .121 .707 .155 2.40 .343 -.024 1
38 SK1210A 1898 2014 117 5 1 .404 .33 1.51 .259 .927 .184 2.68 .455 -.068 1
39 SW1B01 1905 2012 108 4 0 .542 .39 .82 .108 .673 .173 2.65 .580 -.042 1
40 SW1B02 1915 2012 98 4 1 .378 .24 .61 .144 .901 .218 2.60 .444 -.016 1
41 SW1B03 1916 2012 97 4 0 .595 .33 .72 .152 .929 .150 2.63 .529 -.011 1
42 SW1B04 1927 2012 86 3 0 .735 .38 .93 .137 .761 .187 2.74 .548 -.033 1
43 SW1B05 1915 2001 87 4 0 .483 .31 .69 .155 .917 .169 2.69 .470 -.073 1
44 SW1B06 1919 2012 94 4 0 .576 .20 .39 .073 .791 .185 2.63 .540 .034 1
45 SW1B07 1911 2012 102 4 2 .219 .49 1.39 .336 .776 .344 2.73 .407 .016 1
46 SW1B08 1908 2009 102 4 3 .434 .19 .47 .117 .945 .157 2.43 .354 -.046 1
47 SW1B09 1900 2010 111 4 0 .561 .29 .96 .123 .530 .172 2.60 .388 -.051 1
48 SW1B10 1913 2012 100 4 0 .556 .27 .47 .081 .693 .191 2.52 .411 -.034 1
PART 7: DESCRIPTIVE STATISTICS: Southern Old Black Spruce 2 16:23 Tue 08 Sep 2020 Page 13
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Corr //-------- Unfiltered --------\\ //---- Filtered -----\\
No. No. No. with Mean Max Std Auto Mean Max Std Auto AR
Seq Series Interval Years Segmt Flags Master msmt msmt dev corr sens value dev corr ()
--- -------- --------- ----- ----- ----- ------ ----- ----- ----- ----- ----- ----- ----- ----- --
49 SW1B11 1904 2012 109 4 0 .553 .20 .40 .068 .774 .173 2.57 .409 .013 1
50 SW1B12 1929 2012 84 3 1 .298 .16 .60 .141 .937 .213 2.59 .501 -.103 1
51 SW1B13 1901 2002 102 4 2 .419 .18 .59 .102 .840 .188 2.53 .468 -.061 1
52 SW1B14 1899 2012 114 5 0 .432 .26 .96 .134 .878 .150 2.82 .448 -.028 1
53 SW1B15 1896 2008 113 5 1 .432 .27 1.76 .304 .914 .209 2.68 .432 -.019 2
54 SW1B16 1916 2012 97 4 0 .481 .24 .50 .097 .835 .167 2.71 .387 -.055 1
55 SW1B17 1913 2012 100 4 0 .571 .25 .61 .125 .911 .154 2.60 .516 -.010 1
56 SW1B18 1968 2012 45 1 1 .302 .13 .24 .064 .927 .167 2.50 .491 -.002 2
57 SW1B19 1964 2010 47 1 0 .420 .14 .35 .102 .947 .183 2.66 .608 -.063 1
58 SW1B51 1903 2012 110 4 0 .534 .30 .78 .135 .866 .170 2.46 .428 -.050 1
59 SW1B52 1924 2005 82 4 0 .555 .28 .64 .114 .791 .204 2.86 .575 -.095 1
60 SW1B53 1924 2011 88 4 0 .348 .15 .41 .081 .894 .194 2.74 .527 .013 1
61 SW1B54 1951 2008 58 2 2 .212 .12 .32 .054 .712 .213 2.93 .629 .076 1
62 SW1B55 1925 2006 82 3 2 .249 .12 .34 .086 .904 .195 2.65 .505 -.006 1
63 SW1B56 1912 2012 101 4 0 .603 .41 .82 .163 .826 .193 2.63 .410 -.024 1
64 SW1B57 1938 2011 74 3 1 .363 .19 .60 .135 .923 .207 2.67 .489 -.099 1
65 SW1B58 1940 2012 73 3 0 .508 .28 .79 .140 .853 .184 2.40 .416 -.048 2
66 SW1B59 1924 2012 89 4 0 .391 .31 .77 .139 .898 .146 2.59 .438 -.037 1
67 SW1B60 1925 2012 88 3 0 .516 .32 .57 .102 .801 .160 2.75 .572 -.109 1
68 SW1B61 1898 2012 115 5 1 .438 .35 1.22 .165 .804 .172 2.81 .626 .008 1
69 SW1B62 1936 2011 76 3 1 .292 .17 .52 .123 .874 .222 2.56 .462 -.069 1
70 SW1B63 1941 2011 71 3 0 .316 .15 .41 .096 .915 .184 2.83 .523 -.058 1
71 SW1B86 1911 2012 102 4 2 .359 .17 .58 .075 .785 .168 2.92 .594 -.065 1
72 SW1B87 1908 2012 105 4 0 .651 .28 .47 .078 .712 .165 2.65 .434 -.034 1
73 SW1B95 1966 2012 47 1 0 .360 .14 .31 .049 .707 .204 2.69 .576 -.006 2
74 SW1F01 1899 2005 107 5 0 .568 .33 .80 .119 .696 .205 2.81 .616 -.041 1
75 SW1D01 1921 2007 87 4 1 .416 .25 .46 .077 .716 .179 2.64 .460 -.004 1
76 SW1D03 1918 2004 87 4 3 .278 .08 .22 .042 .851 .200 2.82 .496 -.028 1
77 SW2B01 1956 2012 57 2 0 .483 .32 .92 .122 .558 .207 2.88 .482 -.074 1
78 SW2B02 1910 2012 103 4 0 .410 .29 .69 .082 .507 .182 2.74 .410 -.098 1
79 SW2B03 1935 2012 78 3 0 .460 .31 .71 .110 .800 .162 2.84 .554 -.058 1
80 SW2B04 1960 2012 53 2 2 .275 .23 .40 .063 .541 .196 2.67 .570 -.033 1
81 SW2B05 1941 2012 72 3 0 .611 .28 .50 .106 .837 .188 2.47 .456 -.118 1
82 SW2B06 1952 2012 61 2 2 .230 .17 .47 .102 .631 .360 2.67 .564 .022 1
83 SW2B07 1924 2012 89 4 0 .405 .38 .78 .121 .765 .163 2.69 .498 .040 1
84 SW2B08 1955 2012 58 2 0 .373 .17 .38 .068 .718 .231 2.54 .452 .002 1
85 SW2B09 1946 2012 67 3 0 .458 .25 .68 .122 .853 .183 2.70 .611 -.016 2
86 SW2B10 1929 2012 84 3 0 .528 .31 .74 .123 .766 .169 2.92 .534 .013 1
87 SW2B11 1915 2012 98 4 1 .338 .24 .52 .102 .904 .151 2.60 .392 -.045 1
88 SW2B12 1946 2012 67 3 0 .524 .27 .59 .109 .843 .167 2.77 .553 .085 1
89 SW2B13 1897 2012 116 5 4 .211 .48 1.72 .306 .725 .284 2.71 .508 .013 1
90 SW2B14 1898 2012 115 5 5 .066 .40 1.70 .321 .842 .272 3.13 .551 -.022 1
91 SW2B15 1928 2012 85 3 0 .693 .37 .77 .127 .721 .212 2.68 .555 -.125 1
92 SW2B16 1924 2012 89 4 2 .362 .36 .76 .136 .835 .183 2.76 .476 -.048 2
93 SW2B17 1949 2012 64 3 0 .487 .28 .66 .138 .905 .165 2.63 .500 -.032 1
94 SW2B18 1988 2008 21 1 0 .475 .15 .22 .060 .526 .326 2.43 .711 -.018 1
95 SW2B19 1978 2012 35 1 0 .435 .17 .28 .034 .076 .215 2.75 .703 -.131 1
96 SW2B20 1972 2012 41 1 1 .258 .22 .31 .049 .314 .244 2.52 .535 -.032 1
PART 7: DESCRIPTIVE STATISTICS: Southern Old Black Spruce 2 16:23 Tue 08 Sep 2020 Page 14
-----------------------------------------------------------------------------------------------------------------------------------
Corr //-------- Unfiltered --------\\ //---- Filtered -----\\
No. No. No. with Mean Max Std Auto Mean Max Std Auto AR
Seq Series Interval Years Segmt Flags Master msmt msmt dev corr sens value dev corr ()
--- -------- --------- ----- ----- ----- ------ ----- ----- ----- ----- ----- ----- ----- ----- --
97 SW2B21 1949 2012 64 3 0 .382 .33 .98 .187 .846 .211 2.57 .473 -.005 2
98 SW2B22 1977 2012 36 1 0 .409 .19 .34 .073 .788 .190 2.53 .575 -.082 2
99 SW2D02 1969 2011 43 1 1 .288 .16 .53 .128 .923 .200 2.95 .547 .062 2
100 SW3B01 1907 2012 106 4 2 .235 .27 .54 .096 .866 .127 2.63 .475 -.008 1
101 SW3B02 1900 2012 113 4 0 .519 .29 .60 .100 .844 .157 2.71 .476 -.055 2
102 SW3B03 1917 2012 96 4 1 .409 .21 .59 .133 .931 .200 2.75 .474 -.130 1
103 SW3B04 1901 2012 112 4 0 .571 .36 .67 .138 .833 .158 2.68 .546 -.073 1
104 SW3B05 1931 2012 82 3 3 .185 .22 .50 .107 .892 .153 2.47 .364 -.035 1
105 SW3B06 1919 2012 94 4 0 .653 .35 .85 .139 .830 .154 3.05 .556 -.091 1
106 SW3B07 1935 1999 65 2 0 .300 .14 .40 .084 .781 .286 2.70 .581 -.080 1
107 SW3B08 1911 2012 102 4 0 .519 .38 .78 .152 .862 .139 2.64 .510 -.023 1
108 SW3B09 1948 2012 65 3 3 .203 .14 .40 .073 .835 .236 3.02 .580 .001 1
109 SW3B10 1917 2012 96 4 1 .363 .35 .60 .135 .864 .153 2.54 .531 -.002 1
110 SW3B11 1917 2012 96 4 1 .517 .49 .79 .097 .570 .148 2.51 .400 -.014 1
111 SW3B13 1928 2010 83 3 1 .317 .13 .44 .098 .942 .192 2.68 .452 -.016 1
112 SW3B14 1952 2005 54 2 2 .257 .12 .36 .098 .937 .201 2.84 .506 -.072 1
113 SW3B15 1926 2012 87 3 0 .519 .29 .60 .123 .833 .193 2.69 .451 -.004 1
114 SW3B16 1936 2012 77 3 1 .368 .39 .71 .150 .881 .137 2.62 .454 .008 1
115 SW3B17 1908 2008 101 4 0 .346 .17 .53 .117 .926 .173 2.56 .407 -.059 1
116 SW3B18 1907 2011 105 4 1 .406 .20 .77 .145 .940 .199 2.60 .482 -.049 1
117 SW3B19 1917 2012 96 4 0 .461 .30 .59 .087 .736 .166 2.57 .445 .039 1
118 SW3B20 1950 2012 63 2 1 .360 .25 .78 .191 .807 .311 3.22 .585 -.071 2
119 SW3B21 1909 2012 104 4 0 .676 .32 .70 .140 .842 .192 2.74 .604 -.009 1
120 SW3B22 1910 2008 99 4 1 .530 .31 .66 .143 .906 .158 2.78 .477 .027 1
121 SW3D01 1946 1983 38 1 1 .206 .23 .48 .131 .831 .228 2.54 .533 .072 1
122 SW3F01 1934 1990 57 2 0 .419 .34 .62 .139 .845 .171 2.71 .626 -.013 1
123 SW3F02 1908 1992 85 3 0 .474 .21 .40 .061 .686 .169 2.64 .463 -.043 2
124 SM1B01 1915 2012 98 4 0 .439 .31 .56 .094 .734 .154 2.96 .527 -.005 1
125 SM1B02 1912 2012 101 4 1 .329 .31 .70 .079 .478 .156 2.65 .456 -.024 1
126 SM1B03 1902 2012 111 4 0 .523 .38 1.38 .286 .859 .171 2.85 .510 -.090 1
127 SM1B04 1894 2012 119 5 1 .483 .52 2.18 .379 .916 .153 2.77 .554 -.055 1
128 SM1B05 1928 2012 85 3 0 .454 .22 .49 .079 .754 .201 2.75 .567 .032 1
129 SM1B06 1941 2012 72 3 0 .499 .26 .69 .140 .881 .164 2.62 .606 -.037 1
130 SM1B07 1908 2012 105 4 0 .535 .29 .58 .098 .763 .151 2.63 .482 .034 1
131 SM1B08 1903 2012 110 4 0 .454 .25 .80 .161 .876 .175 2.55 .419 -.022 1
132 SM1B09 1903 2012 110 4 0 .562 .27 .95 .165 .861 .175 2.72 .461 .018 2
133 SM1B10 1911 2012 102 4 0 .494 .27 .73 .127 .884 .154 2.55 .503 -.101 1
134 SM1B11 1931 2012 82 3 0 .523 .28 .52 .073 .604 .175 2.92 .658 -.082 1
135 SM1B12 1905 2012 108 4 0 .385 .38 1.12 .220 .886 .160 2.93 .519 -.029 1
136 SM1B13 1907 2007 101 4 4 .367 .25 1.09 .222 .915 .242 2.81 .545 .032 1
137 SM1B14 1901 2012 112 4 0 .641 .42 1.20 .241 .848 .146 2.50 .403 -.061 1
138 SM1B15 1899 2009 111 5 1 .396 .39 2.17 .443 .963 .172 2.70 .405 .023 1
139 SM1B16 1933 2009 77 3 2 .296 .23 .50 .067 .582 .162 2.90 .523 -.013 1
140 SM1B17 1938 2012 75 3 0 .531 .33 .63 .095 .827 .146 2.69 .542 -.061 4
141 SM1B18 1901 2012 112 4 1 .322 .43 1.67 .308 .908 .132 2.64 .423 .089 1
142 SM1B19 1906 2012 107 4 1 .496 .28 .74 .149 .863 .181 2.51 .369 -.072 1
143 SM1B20 1902 2012 111 4 0 .484 .34 .72 .159 .882 .152 2.74 .507 .007 1
144 SM1B21 1893 2012 120 5 3 .406 .55 3.54 .596 .913 .142 2.63 .355 -.019 1
PART 7: DESCRIPTIVE STATISTICS: Southern Old Black Spruce 2 16:23 Tue 08 Sep 2020 Page 15
-----------------------------------------------------------------------------------------------------------------------------------
Corr //-------- Unfiltered --------\\ //---- Filtered -----\\
No. No. No. with Mean Max Std Auto Mean Max Std Auto AR
Seq Series Interval Years Segmt Flags Master msmt msmt dev corr sens value dev corr ()
--- -------- --------- ----- ----- ----- ------ ----- ----- ----- ----- ----- ----- ----- ----- --
145 SM1B22 1902 2012 111 4 0 .620 .37 1.00 .198 .865 .163 2.84 .484 -.014 1
146 SM1B23 1947 2012 66 3 0 .561 .25 .52 .071 .766 .137 2.56 .445 -.032 1
147 SM1B24 1901 2012 112 4 1 .586 .48 1.50 .233 .735 .189 2.61 .368 -.061 1
148 SM1B25 1940 2012 73 3 0 .421 .14 .26 .043 .706 .181 2.67 .487 .001 2
149 SM1B26 1911 2011 101 4 0 .496 .35 .78 .144 .854 .162 2.86 .463 -.050 1
150 SM1B27 1908 2012 105 4 2 .356 .23 .97 .164 .873 .195 2.52 .407 .015 1
151 SM1B28 1904 2012 109 4 0 .569 .36 .89 .201 .932 .139 2.62 .363 -.025 2
152 SM1B29 1943 2012 70 3 0 .474 .31 .48 .063 .424 .164 2.74 .454 -.047 1
153 SM1D02 1900 2009 110 4 0 .583 .29 .65 .122 .861 .154 2.51 .404 -.033 1
154 SM1F01 1935 2011 77 3 1 .324 .42 1.07 .225 .930 .140 2.63 .487 .037 2
155 SM2B01 1903 2012 110 4 1 .484 .32 .73 .101 .751 .169 2.54 .390 -.042 2
156 SM2B02 1899 2012 114 5 0 .537 .33 1.53 .271 .820 .151 2.52 .387 .002 1
157 SM2B03 1951 2012 62 2 0 .437 .20 .36 .050 .287 .223 2.53 .566 .014 2
158 SM2B04 1895 2012 118 5 1 .425 .30 1.82 .298 .953 .138 2.63 .343 -.057 1
159 SM2B05 1901 2012 112 4 2 .398 .37 1.09 .171 .836 .175 2.95 .548 -.003 1
160 SM2B06 1893 2012 120 5 1 .376 .29 1.45 .254 .919 .165 2.78 .433 -.029 2
161 SM2B07 1893 2012 120 5 3 .302 .24 1.66 .256 .931 .175 2.55 .432 -.054 2
162 SM2B08 1981 2012 32 1 0 .479 .27 .43 .062 .468 .172 2.70 .625 .008 1
163 SM2B09 1945 2012 68 3 0 .440 .39 .66 .120 .738 .175 2.79 .626 -.006 1
164 SM2B10 1906 2012 107 4 0 .484 .30 .57 .091 .675 .192 2.97 .531 -.049 2
165 SM2B11 1909 2012 104 4 0 .571 .37 .57 .088 .685 .146 2.61 .437 .022 1
166 SM2B12 1901 2012 112 4 1 .344 .30 1.14 .221 .929 .147 2.51 .364 -.046 1
167 SM2B13 1902 2012 111 4 0 .628 .39 1.03 .131 .771 .154 2.79 .490 -.019 1
168 SM2B14 1900 2012 113 4 0 .377 .25 .59 .100 .849 .165 2.62 .418 .040 1
169 SM2B15 1927 2004 78 3 1 .275 .11 .24 .046 .731 .244 2.89 .555 -.051 1
170 SM2B16 1903 2012 110 4 0 .482 .31 .87 .162 .911 .145 2.66 .438 .015 1
171 SM2B17 1897 2012 116 5 0 .602 .34 1.28 .196 .840 .155 2.70 .324 -.097 1
172 SM2B18 1902 1996 95 3 0 .422 .32 1.13 .154 .819 .179 2.98 .562 -.028 1
173 SM2B19 1915 2012 98 4 0 .443 .32 .55 .068 .526 .158 2.56 .342 -.018 1
174 SM2B20 1897 2012 116 5 0 .437 .46 2.06 .312 .915 .150 2.61 .380 -.065 1
175 SM2B21 1904 2012 109 4 1 .567 .28 .94 .177 .905 .177 2.61 .390 -.028 1
176 SM2B22 1901 2012 112 4 0 .566 .38 .80 .117 .752 .157 2.45 .307 -.046 1
177 SM2B23 1904 2011 108 4 1 .306 .20 .57 .112 .904 .165 2.89 .486 -.038 1
178 SM2B24 1895 1999 105 4 1 .422 .48 2.82 .579 .970 .175 2.70 .432 -.014 2
179 SM2B25 1892 2003 112 5 0 .501 .32 1.52 .262 .892 .189 2.61 .432 -.036 1
180 SM2B26 1891 2012 122 5 0 .517 .54 2.38 .501 .956 .170 2.54 .410 -.066 1
181 SM2B27 1944 2012 69 3 0 .488 .40 .61 .100 .691 .168 2.56 .564 -.059 1
182 SM2B28 1943 2012 70 3 0 .341 .41 .87 .187 .916 .162 2.66 .531 -.002 1
183 SM2D01 1900 1996 97 3 2 .280 .21 .93 .170 .879 .190 2.69 .594 -.060 1
184 SM2D02 1889 2009 121 5 4 .259 .33 1.16 .181 .740 .232 2.85 .470 -.027 1
185 SM2D03 1901 2009 109 4 0 .582 .27 .72 .117 .850 .159 2.48 .342 -.033 2
186 SM2D04 1908 1993 86 3 1 .262 .24 .50 .119 .847 .177 2.73 .489 -.061 1
187 SM2D05 1939 2005 67 3 2 .309 .17 .33 .075 .880 .176 2.44 .386 -.076 1
188 SM2F01 1897 2010 114 5 0 .513 .28 1.43 .252 .908 .171 2.57 .436 -.055 1
189 SM2F02 1900 1988 89 3 2 .342 .26 .80 .182 .923 .188 2.59 .487 -.006 2
190 SM3B01 1932 2012 81 3 0 .464 .24 .53 .075 .546 .177 2.98 .472 -.051 1
191 SM3B02 1905 2012 108 4 2 .397 .41 .74 .116 .787 .132 2.74 .470 .018 1
192 SM3B03 1922 2012 91 4 0 .558 .61 1.21 .173 .752 .135 2.85 .590 -.062 1
PART 7: DESCRIPTIVE STATISTICS: Southern Old Black Spruce 2 16:23 Tue 08 Sep 2020 Page 16
-----------------------------------------------------------------------------------------------------------------------------------
Corr //-------- Unfiltered --------\\ //---- Filtered -----\\
No. No. No. with Mean Max Std Auto Mean Max Std Auto AR
Seq Series Interval Years Segmt Flags Master msmt msmt dev corr sens value dev corr ()
--- -------- --------- ----- ----- ----- ------ ----- ----- ----- ----- ----- ----- ----- ----- --
193 SM3B04 1925 2012 88 3 0 .514 .38 1.03 .152 .742 .170 2.75 .366 .032 1
194 SM3B05 1916 2012 97 4 0 .395 .37 .78 .199 .891 .175 2.72 .428 .039 1
195 SM3B06 1921 2012 92 4 0 .410 .35 .69 .131 .873 .128 2.59 .485 -.002 1
196 SM3B07 1918 2012 95 4 0 .499 .37 .88 .184 .850 .177 2.68 .489 -.043 1
197 SM3B08 1964 2012 49 1 1 .254 .27 .54 .069 .240 .182 2.98 .566 .156 1
198 SM3B09 1934 2012 79 3 0 .416 .33 .60 .106 .758 .174 2.79 .487 -.008 1
199 SM3B10 1940 2012 73 3 1 .390 .35 .66 .084 .619 .150 2.88 .494 -.037 2
200 SM3B11 1932 2012 81 3 3 .291 .33 .73 .120 .901 .122 2.87 .614 .046 1
201 SM3B12 1932 2012 81 3 0 .390 .45 1.27 .270 .944 .131 2.95 .513 -.031 1
202 SM3B13 1918 2012 95 4 0 .488 .33 .52 .076 .638 .152 2.83 .568 -.018 1
203 SM3B14 1905 2012 108 4 0 .538 .22 .59 .095 .851 .154 2.80 .448 -.071 1
204 SM3B15 1919 2012 94 4 3 .340 .89 1.91 .403 .914 .150 2.62 .389 -.086 1
205 SM3B16 1916 2012 97 4 1 .378 .22 .68 .110 .861 .179 2.82 .531 -.060 1
206 SM3B17 1909 2012 104 4 0 .624 .35 .95 .145 .761 .159 2.62 .518 -.072 1
207 SM3B18 1902 2011 110 4 1 .461 .24 .50 .115 .888 .172 2.50 .325 -.057 1
208 SM3B19 1908 2012 105 4 0 .557 .50 .77 .100 .743 .108 2.58 .403 -.021 1
209 SM3B20 1936 2012 77 3 0 .548 .38 .73 .087 .686 .137 2.56 .527 -.017 1
210 SM3B21 1897 1997 101 4 2 .441 .31 1.26 .252 .920 .189 2.68 .429 -.079 2
211 SM3B22 1954 2012 59 2 1 .341 .36 .67 .092 .640 .155 2.68 .446 -.037 1
212 SM3B23 1920 2012 93 4 0 .472 .42 .92 .135 .844 .134 2.74 .494 -.072 1
213 SM3B24 1980 2012 33 1 0 .506 .19 .28 .044 .383 .211 2.55 .659 .156 1
214 SM3B25 1945 2012 68 3 0 .441 .31 .73 .074 .420 .158 2.82 .435 .032 1
215 SM3B26 1936 2012 77 3 0 .398 .26 .57 .111 .884 .151 2.78 .501 -.011 1
216 SM3B27 1914 2012 99 4 0 .434 .45 .85 .131 .728 .173 2.69 .564 -.008 2
217 SM3B28 1904 2012 109 4 0 .649 .39 .85 .155 .841 .166 2.57 .457 -.028 1
218 SM3B29 1961 2012 52 2 2 .128 .12 .40 .070 .800 .231 2.81 .529 -.030 1
219 SM3B30 1912 2012 101 4 2 .280 .31 .56 .068 .639 .145 2.54 .409 -.076 1
220 SM3B31 1951 2012 62 2 0 .429 .22 .45 .056 .324 .183 2.89 .539 .070 1
221 SM3D01 1927 2006 80 3 1 .364 .29 .75 .156 .893 .193 2.89 .545 .022 1
222 SM3D02 1910 2004 95 4 0 .380 .37 .84 .162 .840 .177 2.81 .550 -.001 1
223 SM3D03 1905 1992 88 3 0 .561 .32 .78 .147 .845 .178 2.62 .463 .054 1
224 SM3D04 1898 2005 108 5 3 .410 .23 1.04 .206 .905 .195 2.68 .380 -.113 1
225 SM3F01 1900 1990 91 3 2 .257 .30 .94 .248 .954 .177 2.73 .503 .036 1
--- -------- --------- ----- ----- ----- ------ ----- ----- ----- ----- ----- ----- ----- ----- --
Total or mean: 20810 809 155 .444 .33 3.54 .165 .810 .177 3.22 .475 -.027