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, which is 47. degrees. Then reckon that difference vp[~o] the
Semi-circle, beginning at (_A_) & so proceed to (_B_;) & at the end of
that difference, make a marke with the leter (_E_) vnto which point by
your ruler, let a right line be drawne from (_D_) the center of the Semi
circle. This being in this sort performed, let the lesser latitude be
sought out which in 32 degrees, in the fore said semicircle, beginning
your accompt from the point (_E_) and so proceede towards (_B_), and at
the end of the lesser latitude let another point be marked out with the
letter (_G_), from which point, let there be drawen a perpendicular line
which may fall with right Angles vpon the former line drawen from (_D_)
to (_E_), and where it chanceth to fall, there marke out a point with
the letter (_H_): This being performed let the greater latitude which is
51 degrees 32 minuts, be sought out in the semicircle beginning to
reckon from (_A_) towards (_B_) and at the end of that latitude set
another point signed out by the letter (_I_) from whence let there be
drawen another perpendicular line that may fall with right angles vpon
the diameter (_AC_): & here marke out a point with the letter (_K_),
this done take with your compasse the distance betwixt (_K_) and (_H_)
which distance you must set downe vpon the diameter (_AC_) placeing the
one foot of your compasse vpon (_K_) and the other towards the center
(_D_) and there marke out a point with the letter (_L_); then with your
compasse take the shorter perpendicular line (_GH_,) and apply that
widenesse vpon the longer perpendicular line (_IK_,) placing the one
foote of your compasse at (_I_,) which is the bounds of the greater
latitude, and extend the other towards (_K_), and there make a point at
(_M_), then with your compasse take the distance betwixt (_L_) and
(_M_), and apply the same to the semicircle. Placing the one foot of
your compasse in (_A_) and the other towards (_B_), & there marke out a
point with the letter (_N_), now the number of degrees comprehended

Dear Mr/Mrs

I would be highely grateful if you could help on this.

I would like to plot a data file of 3 columns as a contour plot(density plot).
----------------
set pm3d map
set dgrid3d 10,10

 splot 'myfile'
------------------
But, it is giving me unclear

 plot, as the data file should plot a triangular , but the plot give me some rectangular meshed area and

 the triangular inside. I mean the triangular is surrounding by extra meshed area. How can I eliminate this area?


thanks



              


      

O his base, it was like an iron-clad coming into port. At first I
appointed men of no rank to act as umpires, but I had to discontinue
that. These people were no easier to please than other nines. The
umpire's first decision was usually his last; they broke him in two with
a bat, and his friends toted him home on a shutter. When it was noticed
that no umpire ever survived a game, umpiring got to be unpopular. So I
was obliged to appoint somebody whose rank and lofty position under the
government would protect him. Here are the names of the nines: BESSEMERS
ULSTERS KING ARTHUR. EMPEROR LUCIUS. KING LOT OF LOTHIAN. KING LOGRIS.
KING OF NORTHGALIS. KING MARHALT OF IRELAND. KING MARSIL. KING
MORGANORE. KING OF LITTLE BRITAIN. KING MARK OF CORNWALL. KING LABOR.
KING NENTRES OF GARLOT. KING PELLAM OF LISTENGESE. KING MELIODAS OF
LIONES. KING BAGDEMAGUS. KING OF THE LAKE. KING TOLLEME LA FEINTES. THE
SOWDAN OF SYRIA. Umpire--CLARENCE. The first public game would cer

D at the seashore. But no water showed in the bottom of this hole in the
ice. "The ice is good and thick," said Mr. Blake. "It will hold up all
the skaters that will come on this pond." But the children and their
Daddy were the only ones there now. Mr. Blake showed Hal and Mab how to
put on their skates. He made the straps tight for them, and then put on
his own. "Now we will see how well you can skate," said Mr. Blake. "I
can!" cried Hal. "I've watched the big boys do it. I can skate!" "It's
just like roller skating," said Mab, "and I can do that, I know." "Well,
you may find it a little different from roller skating, Mab," her papa
answered with a laugh. "Here I go!" cried Hal. He struck out on the ice,
first with one foot, and then with the other, as he had been used to
doing on his roller skates. And then something happened. Either Hal's
feet slid out from under him, or else the whole frozen surface of the
pond tilted up, and struck him on the head. He was not quite sure which
it was, but it f

A correct impression. After the leather roller, a composition roller,
such as is used in typographical processes, is employed to make the ink
smooth and give the fine details not obtainable from the rough surface
of a leather roller. A sheet of paper is then placed upon the plate and
by pressure the ink is transferred from the plate to the paper. The
printing, in former years, could only be done on hand presses; but with
the introduction of improved power presses especially adapted to it the
process itself has been so perfected that the finest work can be
executed on them, at the same time insuring greater evenness and
increased quantity of production, and also admitting the use of larger
plates than would be possible on a hand press. The prevailing
impression, whenever machinery is employed to supersede hand-

 may otherwise save a life. In these cases it is difficult to acquit,
and almost impossible to blame; discretion introduced, the line becomes
very hard to draw. I know but one work which has precisely--as at first
appears--the character and object of my Budget. It is the _Review of the
Works of the Royal Society of London_, by Sir John Hill, M.D. (1751 and
1780, 4to.). This man offended many: the Royal Society, by his work, the
medical profession, by inventing and selling extra-pharmacopoeian doses;
Garrick, by resenting the rejection of a play. So Garrick wrote: "For
physic and farces his equal there scarce is; His farces are physic; his
physic a farce is." I have fired at the Royal Society and at the medical
profession, but I have given a wide berth to the drama and its wits; so
there is no epigram out against me, as yet. He was very able and very
eccentric. Dr. Thomson (_Hist. Roy. Soc._) says he has no humor, but Dr.
Thomson was a man who never would have discovered humor. Mr. Weld
(_Hist. Roy. Soc._) backs Dr. Thomson, but with a remar

Thanks.

I can't believe I missed that.  I am usually great with number types in
fortran.

Now I feel like an idiot.
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ariadland wrote:
> I plotted the following function in gnuplot (version 4.2   patch 5)
> 
> plot [.5:1.5] 1/(1/2.9898+94*(-x**2+1)**2*(-x**2+4/3)**2)  
> 
> The resulting figure should have two peaks.  One at x=1,  and one at about
> x=1.2. 

What you want and what you told gnuplot to do doesn't match.  The 
problem, like just about every time this issue comes up, is that you 
missed paragraph 3 of "help expressions"

The function you want is

plot [.5:1.5] 1/(1/2.9898+94*(-x**2+1)**2*(-x**2+4.0/3)**2)

I plotted the following function in gnuplot (version 4.2   patch 5)

plot [.5:1.5] 1/(1/2.9898+94*(-x**2+1)**2*(-x**2+4/3)**2)  

The resulting figure should have two peaks.  One at x=1,  and one at about
x=1.2.  Gnuplot, however, just shows one smooth peak.

When I type in

plot [.5:1.5] 1/(1/2.9898+94*(-1.2**2+1)**2*(-1.2**2+4/3)**2)  

gnuplot returns a value that is horribly wrong  (checked by mathematica and
matlab).

Does it have something to do with the division?  I'm not sure,  but this is
a serious flaw.

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