*****   Statistics for MinL  ***** 
name source fileanalysis = MinL-result.csv
  *****   MAX   *****
maximal value on column min = 0.6183519348768078741 attained at q = 11.0
second maximal value on column min = 0.60459978807807261686 attained at q = 3.0
  *****   MIN   *****
minimal value on column min = 0.198814 attained at q = 991027.0
second minimal value on column min = 0.2110638564564702946 attained at q = 7598287.0
  *****   MAX  normalised values min*g(q) *****
maximal value on column norm = 7.0933296275163922485 attained at q = 3.0
second maximal value on column norm = 4.2858568707869300614 attained at q = 11.0
  *****   Min normalised values min*g(q) *****
minimal value on column norm = 1.0884779829016204578 attained at q = 991027.0
second minimal value on column norm = 1.1340176737444164982 attained at q = 7598287.0
  *****   MAX  of min* log log q *****
maximal value on column min*loglogq = 0.74451351358680517627 attained at q = 19001.0
second maximal value on column min*loglogq = 0.7429750653522081355 attained at q = 66491.0
  *****   Min of min* log log q *****
minimal value on column min*loglogq = 0.056861296646259330432 attained at q = 3.0
second minimal value on column min*loglogq = 0.2048251568594016932 attained at q = 5.0
  *****   STATS MinL  *****
number of odd > even : 331946 percentage = 49.94838830054561
number of even > odd : 332632 percentage = 50.05161169945439
number of even = odd : 0 percentage = 0.0
total number (oddgreatereven+evengreaterodd) = 664578
total number (evenequalodd) = 0
total number (number of rows) = 664578
*** Detecting values mq < 0.0001 and q > 2
*** and saving them on file recompute.txt 
 No values mq < 0.0001 with q> 2 detected
*** Detecting values mq >= ubound(q) = 5 L1/g(q) and saving them on file uexcept.txt
*** There are n.73 primes for which mq >= ubound(q) = 5 L1/g(q)
*** Detecting values mq <= lbound(q) = 2.35 L1/g(q) and saving them on file lexcept.txt
 No primes for which mq <= lbound(q) = 2.35 L1/g(q) detected 
*** Detecting values mq >= LLI-ubound(q)= 2 L1/loglog q and saving them on file uexceptLLI.txt
 No primes for which mq >= LLI-ubound(q) = 2 L1/loglog q detected 
*** Detecting values mq <= LLI-lbound(q)= 1.13 L1/loglog q  and saving them on file lexceptLLI.txt
*** There are n.10 primes for which mq <= LLI-lbound(q) = 1.13 L1/loglog q 
*****   End analysis script   *****