#!/usr/local/bin/gnuplot -persist
# set terminal canvas  rounded size 600,400 enhanced fsize 10 lw 1.6 fontscale 1 name "stats_2" jsdir "."
# set output 'stats.2.js'
set key fixed left top vertical Left noreverse enhanced autotitle nobox
set label 1 "min" at 2.07944, graph 0.1, 0 center norotate back nopoint offset character 0, -1, 0
set label 2 "max" at 2.30259, graph 0.9, 0 center norotate back nopoint offset character 0, 1, 0
set arrow 1 from 2.07944, graph 0.1, 0 to 2.07944, 2.20087, 0.00000 head back filled linewidth 1.000 dashtype solid
set arrow 2 from 2.30259, graph 0.9, 0 to 2.30259, 3.13972, 0.00000 head back filled linewidth 1.000 dashtype solid
set offsets 0, 0, 0.5, 0.5
set style data lines
set title "Use of stats command to find min/max/mean before plotting\nTwo data columns" 
set trange [ * : * ] noreverse nowriteback noextend
set urange [ * : * ] noreverse nowriteback noextend
set vrange [ * : * ] noreverse nowriteback noextend
set xrange [ * : * ] noreverse writeback noextend
set x2range [ * : * ] noreverse writeback noextend
set yrange [ * : * ] noreverse writeback noextend
set y2range [ * : * ] noreverse writeback noextend
set zrange [ * : * ] noreverse writeback noextend
set cbrange [ * : * ] noreverse writeback noextend
set rrange [ * : * ] noreverse writeback noextend
set colorbox vertical origin screen 0.9, 0.2 size screen 0.05, 0.6 front  noinvert bdefault
f(x) = log(1+x)
A_records = 20
A_invalid = 0
A_headers = 0
A_blank = 1
A_blocks = 1
A_outofrange = 0
A_columns = 11
A_mean = 2.54077965
A_stddev = 0.222745079388137
A_ssd = 0.228531629485718
A_skewness = 0.978323019217487
A_kurtosis = 3.60561959806089
A_adev = 0.178523515
A_mean_err = 0.0498073139165462
A_stddev_err = 0.0352190894230769
A_skewness_err = 0.547722557505166
A_kurtosis_err = 1.09544511501033
A_sum = 50.815593
A_sumsq = 130.103532004915
A_min = 2.20087
A_max = 3.139718
A_median = 2.4609945
A_lo_quartile = 2.3865975
A_up_quartile = 2.6562155
A_index_min = 7
A_index_max = 9
B_records = 20
B_invalid = 0
B_headers = 0
B_blank = 1
B_blocks = 1
B_outofrange = 0
B_columns = 11
B_mean_x = 2.11678082303767
B_stddev_x = 0.792134394132666
B_ssd_x = 0.812712740322205
B_skewness_x = -1.11744391283858
B_kurtosis_x = 3.52503054370255
B_adev_x = 0.632964368155614
B_mean_err_x = 0.177126635259625
B_stddev_err_x = 0.125247444920837
B_skewness_err_x = 0.547722557505166
B_kurtosis_err_x = 1.09544511501033
B_sum_x = 42.3356164607535
B_sumsq_x = 102.16475902296
B_min_x = 0.0
B_max_x = 2.99573227355399
B_median_x = 2.35024018289621
B_lo_quartile_x = 1.70059869083108
B_up_quartile_x = 2.740319461671
B_index_min_x = 0
B_index_max_x = 19
B_mean_y = 2.54077965
B_stddev_y = 0.222745079388137
B_ssd_y = 0.228531629485718
B_skewness_y = 0.978323019217487
B_kurtosis_y = 3.60561959806089
B_adev_y = 0.178523515
B_mean_err_y = 0.0498073139165462
B_stddev_err_y = 0.0352190894230769
B_skewness_err_y = 0.547722557505166
B_kurtosis_err_y = 1.09544511501033
B_sum_y = 50.815593
B_sumsq_y = 130.103532004915
B_min_y = 2.20087
B_max_y = 3.139718
B_median_y = 2.4609945
B_lo_quartile_y = 2.3865975
B_up_quartile_y = 2.6562155
B_index_min_y = 7
B_index_max_y = 9
B_slope = -0.066943671163917
B_intercept = 2.68248472934352
B_slope_err = 0.0643729477667789
B_intercept_err = 0.145491947243556
B_correlation = -0.238067590736956
B_sumxy = 106.725360630742
B_pos_min_y = 2.07944154167984
B_pos_max_y = 2.30258509299405
## Last datafile plotted: "orbital_elements.dat"
plot 'orbital_elements.dat' index 1 using (f($0)):2 title "  Data" lw 2,      B_mean_y title "  Mean",      B_slope * x + B_intercept title "Linear fit"