Free 0.166 inches software for linux

FancyZoom is a fancy zoom. Actually it is not really that fancy.

I was surfing the net on my machine at home (equipped with a 14 inch monitor) and some of the icons were just too small to be interpreted into something recognizable by my strained eyes and thus FancyZoom was born.

KXStitchs aim is to create software to allow the creation and editing of cross stitch patterns. Although software for this type of application has existed on the Windows platform for many years, there has never been an application written specifically for the Linux platform.
KXStitch will be developed for Linux using KDE/QT.
Main features:
- Creation of new patterns
- User defined size
- Selection of material type
- Selection of material colour
- Importing of various picture formats
- Importing images from a scanner
- Importing options will allow
- Limiting colours to a specific palette
- Limiting the number of colours
- Setting of the finished size
- Cropping of the image
- Support for transparancy in images
- Use of an image background for tracing
- Editing of existing patterns
- Editing tools will include
- Open and filled recangles
- Open and filled ellipses
- Filled polylines
- Lines
- Erasing stitches and backstitches
- Colour selection from existing stitch
- Swap colours
- Replace colour
- Cut, copy and paste of rectangular regions
- Stitch type and colour masks can be used to limit the selection
- Undo, Redo
- Mirroring
- Rotation
- Scaling
- Resizing of the canvas
- Extending canvas left, top, right, bottom
- Cropping canvas to the pattern
- Cropping canvas to selection
- Inserting rows and columns
- Centering current pattern on the canvas
- Conversion between floss schemes
- Display scales in Stitches,CM and inches
- Use of various floss palettes, DMC, Anchor, Madeira
- Creation of custom palettes
- Creation of new colours
- Use of standard stitches
- Creation of custom stitches
- Free use of backstitching
- Printing of patterns and floss keys
- (implemented, but needs to be enhanced)
- Mapping of symbols to flosses
- Calibration of floss colours
- Adding notes to patterns
- Full previews with layout tools
- Pattern library
Enhancements:
- Added a new palette manager to replace add floss and remove flosses dialogs
- New palette manager allows allocation of strands for stitches and backstitches
- New palette manager allows allocation of symbols for flosses
- Import / Export of library patterns
- Undo / Redo partially implemented
- Faster rendering speed
- Mouse tracking display in the status bar
- Selection tool and drawing tools scroll the editor screen
- Bug fix for using background images not on the local file system
- Bug fix for filenames used on the command line
- Bug fix page page wrapping

Math::NumberCruncher Perl module contains a collection of useful math-related functions.

SYNOPSIS

It should be noted that as of v4.0, there is now an OO interface to Math::NumberCruncher. For backwards compatibility, however, the previous, functional style will always be supported.

# OO Style

use Math::NumberCruncher;

$ref = Math::NumberCruncher->new();

# From this point on, all of the subroutines shown below will be available # through $ref (i.e., ( $high,$low ) = $ref->Range( @array )). For the sake # of brevity, consult the functional documentation (below) for the use # of specific functions.

# Functional Style

use Math::NumberCruncher;

($high, $low) = Math::NumberCruncher::Range(@array);
$mean = Math::NumberCruncher::Mean(@array);
$median = Math::NumberCruncher::Median(@array [, $decimal_places]);
$odd_median = Math::NumberCruncher::OddMedian(@array);
$mode = Math::NumberCruncher::Mode(@array);
$covariance = Math::NumberCruncher::Covariance(@array1, @array2);
$correlation = Math::NumberCruncher::Correlation(@array1, @array2);
($slope, $y_intercept) = Math::NumberCruncher::BestFit(@array1, @array2 [, $decimal_places]);
$distance = Math::NumberCruncher::Distance($x1,$y1,$z1,$x2,$y2,$z2 [, $decimal_places]);
$distance = Math::NumberCruncher::Distance($x1,$y1,$x1,$x2 [, $decimal_places]);
$distance = Math::NumberCruncher::ManhattanDistance($x1,$y1,$x2,$y2);
$probAll = Math::NumberCruncher::AllOf(0.3,0.25,0.91,0.002);
$probNone = Math::NumberCruncher::NoneOf(0.4,0.5772,0.212);
$probSome = Math::NumberCruncher::SomeOf(0.11,0.56,0.3275);
$factorial = Math::NumberCruncher::Factorial($some_number);
$permutations = Math::NumberCruncher::Permutation($n);
$permutations = Math::NumberCruncher::Permutation($n,$k);
$roll = Math::NumberCruncher::Dice(3,12,4);
$randInt = Math::NumberCruncher::RandInt(10,50);
$randomElement = Math::NumberCruncher::RandomElement(@array);
Math::NumberCruncher::ShuffleArray(@array);
@unique = Math::NumberCruncher::Unique(@array);
@a_only = Math::NumberCruncher::Compare(@a,@b);
@union = Math::NumberCruncher::Union(@a,@b);
@intersection = Math::NumberCruncher::Intersection(@a,@b);
@difference = Math::NumberCruncher::Difference(@a,@b);
$gaussianRand = Math::NumberCruncher::GaussianRand();
$ways = Math::NumberCruncher::Choose($n,$k);
$binomial = Math::NumberCruncher::Binomial($attempts,$successes,$probability);
$gaussianDist = Math::NumberCruncher::GaussianDist($x,$mean,$variance);
$StdDev = Math::NumberCruncher::StandardDeviation(@array [, $decimal_places]);
$variance = Math::NumberCruncher::Variance(@array [, $decimal_places]);
@scores = Math::NumberCruncher::StandardScores(@array [, $decimal_places]);
$confidence = Math::NumberCruncher::SignSignificance($trials,$hits,$probability);
$e = Math::Numbercruncher::EMC2( "m512", "miles" [, $decimal_places] );
$m = Math::NumberCruncher::EMC2( "e987432" "km" [, $decimal_places] );
$force = Math::NumberCruncher::FMA( "m12", "a73.5" [, $decimal_places] );
$mass = Math::NumberCruncher::FMA( "a43", "f1324" [, $decimal_places] );
$acceleration = Math::NumberCruncher::FMA( "f53512", "m356" [, $decimal_places] );
$predicted_value = Math::NubmerCruncher::Predict( $slope, $y_intercept, $proposed_x [, $decimal_places] );
$area = Math::NumberCruncher::TriangleHeron( $a, $b, $c [, $decimal_places] );
$area = Math::NumberCruncher::TriangleHeron( 1,3, 5,7, 8,2 [, $decimal_places] );
$perimeter = Math::NumberCruncher::PolygonPerimeter( $x0,$y0, $x1,$y1, $x2,$y2, ... [, p$decimal_places]);
$direction = Math::NumberCruncher::Clockwise( $x0,$y0, $x1,$y1, $x2,$y2 );
$collision = Math::NumberCruncher::InPolygon( $x, $y, @xy );
@points = Math::NumberCruncher::BoundingBox_Points( $d, @p );
$in_triangle = Math::NumberCruncher::InTriangle( $x,$y, $x0,$y0, $x1,$y1, $x2,$y2 );
$area = Math::NumberCruncher::PolygonArea( 0, 1, 1, 0, 2, 0, 3, 2, 2, 3 [, p$decimal_places] );
$area = Math::NumberCruncher::CircleArea( $diameter [, $decimal_places] );
$circumference = Math::NumberCruncher::Circumference( $diameter [, $decimal_places] );
$volume = Math::NumberCruncher::SphereVolume( $radius [, $decimal_places] );
$surface_area = Math::NumberCruncher::SphereSurface( $radius [, $decimal_places] );
$years = Math::NumberCruncher::RuleOf72( $interest_rate [, $decimal_places] );
$volume = Math::NumberCruncher::CylinderVolume( $radius, $height [, $decimal_places] );
$volume = Math::NumberCruncher::ConeVolume( $lowerBaseArea, $height [, $decimal_places] );
$radians = Math::NumberCruncher::deg2rad( $degrees [, $decimal_places] );
$degrees = Math::NumberCruncher::rad2deg( $radians [, $decimal_places] );
$Fahrenheit = Math::NumberCruncher::C2F( $Celsius [, $decimal_places] );
$Celsius = Math::NumberCruncher::F2C( $Fahrenheit [, $decimal_places] );
$cm = Math::NumberCruncher::in2cm( $inches [, $decimal_places] );
$inches = Math::NumberCruncher::cm2in( $cm [, $decimal_places] );
$ft = Math::NumberCruncher::m2ft( $m [, $decimal_places] );
$m = Math::NumberCruncher::ft2m( $ft [, $decimal_places] );
$miles = Math::NumberCruncher::km2miles( $km [, $decimal_places] );
$km = Math::NumberCruncher::miles2km( $miles [, $decimal_places] );
$lb = Math::NumberCruncher::kg2lb( $kg [, $decimal_places] );
$kg = Math::NumberCruncher::lb2kg( $lb [, $decimal_places] );
$RelativeStride = Math::NumberCruncher::RelativeStride( $stride_length, $leg_length [, $decimal_places] );
$RelativeStride = Math::NumberCruncher::RelativeStride_2( $DimensionlessSpeed [, $decimal_places] );
$DimensionlessSpeed = Math::NumberCruncher::DimensionlessSpeed( $RelativeStride [, $decimal_places] );
$DimensionlessSpeed = Math::NumberCruncher::DimensionlessSpeed_2( $ActualSpeed, $leg_length [, $decimal_places]);
$ActualSpeed = Math::NumberCruncher::ActualSpeed( $leg_length, $DimensionlessSpeed [, $decimal_places] );
$eccentricity = Math::NumberCruncher::Eccentricity( $half_major_axis, $half_minor_axis [, $decimal_places] );
$LatusRectum = Math::NumberCruncher::LatusRectum( $half_major_axis, $half_minor_axis [, $decimal_places] );
$EllipseArea = Math::NumberCruncher::EllipseArea( $half_major_axis, $half_minor_axis [, $decimal_places] );
$OrbitalVelocity = Math::NumberCruncher::OrbitalVelocity( $r, $a, $M [, $decimal_places] );
$sine = Math::NumberCruncher::sin( $x [, $decimal_places] );
$cosine = Math::NumberCruncher::cos( $x [, $decimal_places] );
$tangent = Math::NumberCruncher::tan( $x [, $decimal_places] );
$arcsin = Math::NumberCruncher::asin( $x [, $decimal_places] );
$arccos = Math::NumberCruncher::acos( $x [, $decimal_places] );
$arctan = Math::NumberCruncher::atan( $x [, $decimal_places] );
$cotangent = Math::NumberCruncher::cot( $x [, $decimal_places] );
$arccot = Math::NumberCruncher::acot( $x [, $decimal_places] );
$secant = Math::NumberCruncher::sec( $x [, $decimal_places] );
$arcsec = Math::NumberCruncher::asec( $x [, $decimal_places] );
$cosecant = Math::NumberCruncher::csc( $x [, $decimal_places] );
$arccosecant = Math::NumberCruncher::acsc( $x [, $decimal_places] );
$exsecant = Math::NumberCruncher::exsec( $x [, $decimal_places] );
$versine = Math::NumberCruncher::vers( $x [, $decimal_places] );
$coversine = Math::NumberCruncher::covers( $x [, $decimal_places] );
$haversine = Math::NumberCruncher::hav( $x [, $decimal_places] );
$grouped = Math::NumberCruncher::Commas( $number );
$SqrRoot = Math::NumberCruncher::SqrRoot( $number [, $decimal_places] );
$square_root = Math::NumberCruncher::sqrt( $x [, $decimal_places] );
$root = Math::NumberCruncher::Root( 55, 3 [, $decimal_places] );
$root = Math::NumberCruncher::Root2( 55, 3 [, $decimal_places] );
$log = Math::NumberCruncher::Ln( 100 [, $decimal_places] );
$log = Math::NumberCruncher::log( $num [, $decimal_places] );
$num = Math::NumberCruncher::Exp( 0.111 [, $decimal_places] );
$num = Math::NumberCruncher::exp( $log [, $decimal_places] );
$Pi = Math::NumberCruncher::PICONST( $decimal_places );
$E = Math::NumberCruncher::ECONST( $decimal_places );
( $A, $B, $C ) = Math::NumberCruncher::PythagTriples( $x, $y [, $decimal_places] );
$z = Math::NumberCruncher::PythagTriplesSeq( $x, $y [, $decimal_places] );
@nums = Math::NumberCruncher::SIS( [$start, $numbers, $increment] );
$inverse = Math::NumberCruncher::Inverse( $number [, $decimal_places] );
@constants = Math::NumberCruncher::CONSTANTS( all [, $decimal_places] );
$bernoulli = Math::NumberCruncher::Bernoulli( $num [, $decimal_places] );
@bernoulli = Math::NumberCruncher::Bernoulli( $num );

Geo::Distance is a Perl module that can calculate distances and closest locations.

SYNOPSIS

use Geo::Distance;
my $geo = new Geo::Distance;
$geo->formula(hsin);
$geo->reg_unit( toad_hop, 200120 );
$geo->reg_unit( frog_hop => 6 => toad_hop );
my $distance = $geo->distance( unit_type, $lon1,$lat1 => $lon2,$lat2 );
my $locations = $geo->closest(
dbh => $dbh,
table => $table,
lon => $lon,
lat => $lat,
unit => $unit_type,
distance => $dist_in_unit
);

This perl library aims to provide as many tools to make it as simple as possible to calculate distances between geographic points, and anything that can be derived from that. Currently there is support for finding the closest locations within a specified distance, to find the closest number of points to a specified point, and to do basic point-to-point distance calculations.

METHODS

new

my $geo = new Geo::Distance;
my $geo = new Geo::Distance( no_units=>1 );

Returns a blessed Geo::Distance object. The new constructor accepts one optional argument.

no_units - Whether or not to load the default units. Defaults to 0 (false).
kilometer, kilometre, meter, metre, centimeter, centimetre, millimeter,
millimetre, yard, foot, inch, light second, mile, nautical mile,
poppy seed, barleycorn, rod, pole, perch, chain, furlong, league,
fathom

formula

if($geo->formula eq hsin){ ... }
$geo->formula(cos);

Allows you to retrieve and set the formula that is currently being used to calculate distances. The availabel formulas are hsin, polar, cos, and mt. hsin is the default and mt/cos are depreciated in favor of hsin. polar should be used when calculating coordinates near the poles.

reg_unit
$geo->reg_unit( $radius, $key );
$geo->reg_unit( $key1 => $key2 );
$geo->reg_unit( $count1, $key1 => $key2 );
$geo->reg_unit( $key1 => $count2, $key2 );
$geo->reg_unit( $count1, $key1 => $count2, $key2 );

This method is used to create custom unit types. There are several ways of calling it, depending on if you are defining the unit from scratch, or if you are basing it off of an existing unit (such as saying 12 inches = 1 foot ). When defining a unit from scratch you pass the name and rho (radius of the earth in that unit) value.

So, if you wanted to do your calculations in human adult steps you would have to have an average human adult walk from the crust of the earth to the core (ignore the fact that this is impossible). So, assuming we did this and we came up with 43,200 steps, youd do something like the following.

# Define adult step unit.
$geo->reg_unit( 43200, adult step );
# This can be read as "It takes 43,200 adult_steps to walk the radius of the earth".

Now, if you also wanted to do distances in baby steps you might think "well, now I gotta get a baby to walk to the center of the earth". But, you dont have to! If you do some research youll find (no research was actually conducted) that there are, on average, 4.7 baby steps in each adult step.

# Define baby step unit.
$geo->reg_unit( 4.7, baby step => adult step );
# This can be read as "4.7 baby steps is the same as one adult step".

And if we were doing this in reverse and already had the baby step unit but not the adult step, you would still use the exact same syntax as above.
distance

my $distance = $geo->distance( unit_type, $lon1,$lat1 => $lon2,$lat2 );

Calculates the distance between two lon/lat points.
closest

my $locations = $geo->closest(
dbh => $dbh,
table => $table,
lon => $lon,
lat => $lat,
unit => $unit_type,
distance => $dist_in_unit
);

This method finds the closest locations within a certain distance and returns an array reference with a hash for each location matched.

The closest method requires the following arguments:

dbh - a DBI database handle
table - a table within dbh that contains the locations to search
lon - the longitude of the center point
lat - the latitude of the center point
unit - the unit of measurement to use, such as "meter"
distance - the distance, in units, from the center point to find locations

The following arguments are optional:

lon_field - the name of the field in the table that contains the longitude, defaults to "lon"
lat_field - the name of the field in the table that contains the latitude, defaults to "lat"
fields - an array reference of extra field names that you would like returned with each location
where - additional rules for the where clause of the sql
bind - an array reference of bind variables to go with the placeholders in where
sort - whether to sort the locations by their distance, making the closest location the first returned
count - return at most these number of locations (implies sort => 1)

This method uses some very simplistic calculations to SQL select out of the dbh. This means that the SQL should work fine on almost any database (only tested on MySQL and SQLite so far) and this also means that it is fast. Once this sub set of locations has been retrieved then more precise calculations are made to narrow down the result set. Remember, though, that the farther out your distance is, and the more locations in the table, the slower your searches will be.

WareSeeker Editor

jpeg2ps is a utility for converting JPEG images to compressed PostScript Level 2 or 3 files (without uncompressing the images).

The JPEG data is simply >wrapped< with PostScript which yields considerably smaller PS files. This project is a simple command line utility and can be used on DOS, Windows and Unix machines.

Usage: jpeg2ps [options] jpegfile > epsfile
-a auto rotate: produce landscape output if width > height
-b binary mode: output 8 bit data (default: 7 bit with ASCII85)
-h hex mode: output 7 bit data in ASCIIHex encoding
-o < name > output file name
-p < size > page size name. Known names are:
a0, a1, a2, a3, a4, a5, a6, b5, letter, legal, ledger, p11x17
-q quiet mode: suppress all informational messages
-r < dpi > resolution value (dots per inch)
0 means use value given in file, if any (disables autorotate)

CSS::SAC::LexicalUnit is a Perl module that contains SAC units.
SYNOPSIS
use CSS::SAC::LexicalUnit qw(:constants);
foo if $lu->is_type(LU_TYPE_CONSTANT);
In the SAC spec, LexicalUnit is a linked list, that is, you only ever hold one LexicalUnit, and you ask for the next of for the previous one when you want to move on.
Such a model seems awkward, though Im sure it makes sense somehow in Java, likely for a Java-specific reason.
In the Perl implementation, I have changed this. A LexicalUnit is an object that stands on its own and has no next/previous objects. Instead, the $handler->property callback gets called with a LexicalUnitList, which is in fact just an array ref of LexicalUnits.
We also dont differentiate between IntegerValue, FloatValue, and StringValue, its always Value in Perl. This also applies to Parameters and SubValues. Both are called as Value and return an array ref of LexicalUnits.
I added the is_type() method, see CSS::SAC::Condition for advantages of that approach.
CONSTANTS
- ATTR
- CENTIMETER
- COUNTER_FUNCTION
- COUNTERS_FUNCTION
- DEGREE
- DIMENSION
- EM
- EX
- FUNCTION
- GRADIAN
- HERTZ
- IDENT
- INCH
- INHERIT
- INTEGER
- KILOHERTZ
- MILLIMETER
- MILLISECOND
- OPERATOR_COMMA
- OPERATOR_EXP
- OPERATOR_GE
- OPERATOR_GT
- OPERATOR_LE
- OPERATOR_LT
- OPERATOR_MINUS
- OPERATOR_MOD
- OPERATOR_MULTIPLY
- OPERATOR_PLUS
- OPERATOR_SLASH
- OPERATOR_TILDE
- PERCENTAGE
- PICA
- PIXEL
- POINT
- RADIAN
- REAL
- RECT_FUNCTION
- RGBCOLOR
- SECOND
- STRING_VALUE
- SUB_EXPRESSION
- UNICODERANGE
- URI
METHODS
CSS::SAC::LexicalUnit->new($type,$text,$value) or $lu->new($type,$text,$value)
Creates a new unit. The $type must be one of the type constants, the text depends on the type of unit (unit text, func name, etc...), and the value is the content of the lu.
$lu->DimensionUnitText([$dut]) or getDimensionUnitText
get/set the text of the dimension unit (eg cm, px, etc...)
$lu->FunctionName([$fn]) or getFunctionName
get/set the name of the function (eg attr, uri, etc...)
$lu->Value([$value]) or getValue
get/set the value of the lu (which may be another lu, or a lu list)
$lu->LexicalUnitType([$type]) or getLexicalUnitType
get/set the type of the lu
$lu->is_type($lu_constant)
returns true is this lu is of type $lu_constant

ConvertAll allows you to combine the units any way you want. If you want to convert from inches per decade, thats fine.
Or from meter-pounds. Or from cubic nautical miles. The units dont have to make sense to anyone else.
ConvertAll is free software; you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation; either Version 2 of the License, or (at your option) any later version.
This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY. See the LICENSE file provided with this program for more information.
As a special exception, the author gives permission to link and distribute this program with the Qt Non-Commercial Edition without including the source code for Qt.
Main features:
- The base units for conversion may be either typed (with auto-completion) or selected from a list.
- Units may be selected using either an abbreviation or a full name.
- Units may be combined with the "*" and "/" operators.
- Units may be raised to powers with the "^" operator.
- Units with non-linear scales, such as temperature, can also be converted.
- A unit list may be filtered and searched
- Numbers may be entered on either the "From" or the "To" units side, for conversions in both directions.
- Basic mathematical expressions may be entered in place of numbers.
- Options control the formatting of numerical results.
- The unit data includes over 400 units.
- The format of the unit data file makes it easy to add additional units.