def __init__(self, style, tile_format="png"):
# the spherical mercator world tile covers (-π, -π) to (π, π)
t = deriveTransformation(-pi, pi, 0, 0, pi, pi, 1, 0, -pi, -pi, 0, 1)
self.projection = MercatorProjection(0, t)
self.style = style
self.tile_format = tile_format
def __init__(self, style, tile_format='png'):
# the spherical mercator world tile covers (-π, -π) to (π, π)
t = deriveTransformation(-pi, pi, 0, 0, pi, pi, 1, 0, -pi, -pi, 0, 1)
self.projection = MercatorProjection(0, t)
self.style = style
self.tile_format = tile_format
def __init__(self, apikey, style=None):
# the spherical mercator world tile covers (-π, -π) to (π, π)
t = deriveTransformation(-pi, pi, 0, 0, pi, pi, 1, 0, -pi, -pi, 0, 1)
self.projection = MercatorProjection(0, t)
self.key = apikey
if style:
self.style = style
def __init__(self, template):
# the spherical mercator world tile covers (-π, -π) to (π, π)
t = deriveTransformation(-pi, pi, 0, 0, pi, pi, 1, 0, -pi, -pi, 0, 1)
self.projection = MercatorProjection(0, t)
self.templates = []
while template:
match = re.match(r'^(http://\S+?)(,http://\S+)?$', template)
first = match.group(1)
if match:
self.templates.append(first)
template = template[len(first):].lstrip(',')
else:
break
def __init__(self, template, scheme="xyz"):
# the spherical mercator world tile covers (-π, -π) to (π, π)
t = deriveTransformation(-pi, pi, 0, 0, pi, pi, 1, 0, -pi, -pi, 0, 1)
self.projection = MercatorProjection(0, t)
self.scheme = scheme
self.templates = []
while template:
match = re.match(r'^(http://\S+?)(,http://\S+)?$', template)
first = match.group(1)
if match:
# normalize {x}{y}{z} to {X}{Y}{Z}
first = re.sub("{[xyz]}", lambda mo: mo.group(0).upper(), first)
self.templates.append(first)
template = template[len(first):].lstrip(',')
else:
break
def __init__(self):
# the spherical mercator world tile covers (-π, -π) to (π, π)
t = deriveTransformation(-pi, pi, 0, 0, pi, pi, 1, 0, -pi, -pi, 0, 1)
self.projection = MercatorProjection(0, t)
def __init__(self):
# the spherical mercator world tile covers (-π, -π) to (π, π)
t = deriveTransformation(-pi, pi, 0, 0, pi, pi, 1, 0, -pi, -pi, 0, 1)
self.projection = MercatorProjection(0, t)
