jbum

# these projections come from http://mathworld.wolfram.com/GnomonicProjection.html
def gnomonic(lat, lon, clat, clon):  # point, centroid both given in radians
    # print "g",lat,lon,clat,clon
    cosc = sin(clat) * sin(lat) + cos(clat) * cos(lat) * \
        cos(lon - clon)  # cosine of angular distance
    x = (cos(lat) * sin(lon - clon)) / cosc
    y = (cos(clat) * sin(lat) - sin(clat) * cos(lat) * cos(lon - clon)) / cosc
    return (x, y)

def ignomonic(gx, gy, clat, clon):

jbum

def pointPhysics():
    global pts # array of points on a sphere, specified as (lat,lon) pairs
    new_pts = []
    for i in xrange(nbrPoints):
        (clat,clon) = pts[i] # center point for gnomonic projection (projects to 0,0)
        fx,fy = (0,0)
        for j in xrange(nbrPoints):
            if j == i:
                continue
            jlat,jlon = pts[j]

jbum

# KenKen (aka Calcudoku, Mathdoku, Kendoku, Inkies) - contributed by Jim Bumgardner
# https://en.wikipedia.org/wiki/KenKen
#
# Puzzles sourced from the Inkies collection at Krazydad.com

from Numberjack import *

#
# Ensure that the sum of the segments
# in cc == res

jbum

# KenKen/Inky Solver using NumberJack - Jim Bumgardner

from Numberjack import *

#
# Ensure that the sum of the segments
# in cc == res
#

bStats = {'cnt':0,'failures':0,'backtracks':0,'walltime':0,'propags':0,'checks':0}

jbum

# KenKen/Inky Solver using NumberJack - Jim Bumgardner

from Numberjack import *

#
# Ensure that the sum of the segments
# in cc == res
#

bStats = {'cnt':0,'failures':0,'backtracks':0,'walltime':0,'propags':0,'checks':0}

jbum

# KenKen/Inky Solver using NumberJack - Jim Bumgardner

from Numberjack import *

#
# Ensure that the sum of the segments
# in cc == res
#

bStats = {'cnt':0,'failures':0,'backtracks':0,'walltime':0,'propags':0,'checks':0}

jbum

# KenKen/Inky Solver using NumberJack - Jim Bumgardner

from Numberjack import *

#
# Ensure that the sum of the segments
# in cc == res
#

bStats = {'cnt':0,'failures':0,'backtracks':0,'walltime':0,'propags':0,'checks':0}

jbum

# Hidato
#
# Sample Hidato Solver - Jim Bumgardner

from Numberjack import *
import random

def get_neighbors(idx, width, height): # get list of indices of neighbor cells
    cx = idx % width
    cy = idx // width

jbum

# Hidato
#
# Sample Hidato Solver - Jim Bumgardner

from Numberjack import *

def get_neighbors(idx, width, height): # get list of indices of neighbor cells
    cx = idx % width
    cy = idx // width
    nebs = []

jbum

// Jim Bumgardner 2015
import processing.pdf.*;

boolean outputPDF = true;
boolean outputNumbers = false;
boolean addFrameHoles = true;
String outputFileName = "test_spiral_11_5";

float mmToPoints = 2.83464567;
float mmtoInches = 0.0393701;