How to use topojson - 10 common examples

y1 = 90
    if is_infinit(x0):
        x0 = 0
    if is_infinit(x1):
        x1 = 0

    if is_infinit(y0):
        y0 = 0
    if is_infinit(y1):
        y1 = 0
    [kx,ky]=make_ks(quantization,x0,x1,y0,y1)
    if not quantization:
        quantization = x1 + 1
        x0 = y0 = 0
        
    class findEmax(Types):
        def __init__(self,obj):
            self.emax=0
            self.obj(obj)
        def point(self,point):
            x1 = point[0]
            y1 = point[1]
            x = ((x1 - x0) * kx)
            y =((y1 - y0) * ky)
            ee = system.distance(x1, y1, x / kx + x0, y / ky + y0)
            if ee > self.emax:
                self.emax = ee
            point[0] = int(x)
            point[1] = int(y)
    finde=findEmax(objects)
    emax = finde.emax
    # Clock(objects,system.ring_area)

i+=1
            point = points[(i + k) % n]
            p = self.arcs.peak(point)
            if not mysterious_line_test(p, t):
                tInP = all(map(lambda line: line in p,t))
                pInT = all(map(lambda line: line in t,p))
                if tInP:
                    current_arc.append(point);
                self.arc(current_arc)
                if not tInP and not pInT and len(current_arc):
                    self.arc(Strut([current_arc[-1], point]))
                if pInT and len(current_arc):
                    current_arc = Strut([current_arc[-1]])
                else:
                    current_arc = Strut();
            if not len(current_arc) or point_compare(current_arc[-1], point):
                current_arc.append(point) # skip duplicate points
            t = p
        self.arc(current_arc, True)
        return self.line_arcs
    def line_closed(self,points):

if p and not mysterious_line_test(p, t):
                tInP = all(map(lambda line:line in p,t))
                pInT = all(map(lambda line:line in t,p))
                if tInP and not pInT:
                    k-=1
                break
            p = t
            k+=1
        # If no shared starting point is found for closed lines, rotate to minimum.
        if k == n and isinstance(p,list) and len(p) > 1:
            point0 = points[0]
            i = 2
            k=0
            while i 0:
                    point0 = point
                    k = i
                i+=1
        i = -1
        if opened:
            m = n-1
        else:
            m = n
        while i < m:
            i+=1
            point = points[(i + k) % n]
            p = self.arcs.peak(point)
            if not mysterious_line_test(p, t):
                tInP = all(map(lambda line: line in p,t))
                pInT = all(map(lambda line: line in t,p))
                if tInP:

while i < m:
            i+=1
            point = points[(i + k) % n]
            p = self.arcs.peak(point)
            if not mysterious_line_test(p, t):
                tInP = all(map(lambda line: line in p,t))
                pInT = all(map(lambda line: line in t,p))
                if tInP:
                    current_arc.append(point);
                self.arc(current_arc)
                if not tInP and not pInT and len(current_arc):
                    self.arc(Strut([current_arc[-1], point]))
                if pInT and len(current_arc):
                    current_arc = Strut([current_arc[-1]])
                else:
                    current_arc = Strut();
            if not len(current_arc) or point_compare(current_arc[-1], point):
                current_arc.append(point) # skip duplicate points
            t = p
        self.arc(current_arc, True)
        return self.line_arcs
    def line_closed(self,points):

if opened:
            m = n-1
        else:
            m = n
        while i < m:
            i+=1
            point = points[(i + k) % n]
            p = self.arcs.peak(point)
            if not mysterious_line_test(p, t):
                tInP = all(map(lambda line: line in p,t))
                pInT = all(map(lambda line: line in t,p))
                if tInP:
                    current_arc.append(point);
                self.arc(current_arc)
                if not tInP and not pInT and len(current_arc):
                    self.arc(Strut([current_arc[-1], point]))
                if pInT and len(current_arc):
                    current_arc = Strut([current_arc[-1]])
                else:
                    current_arc = Strut();
            if not len(current_arc) or point_compare(current_arc[-1], point):
                current_arc.append(point) # skip duplicate points
            t = p
        self.arc(current_arc, True)
        return self.line_arcs
    def line_closed(self,points):

else:
            m = n
        while i < m:
            i+=1
            point = points[(i + k) % n]
            p = self.arcs.peak(point)
            if not mysterious_line_test(p, t):
                tInP = all(map(lambda line: line in p,t))
                pInT = all(map(lambda line: line in t,p))
                if tInP:
                    current_arc.append(point);
                self.arc(current_arc)
                if not tInP and not pInT and len(current_arc):
                    self.arc(Strut([current_arc[-1], point]))
                if pInT and len(current_arc):
                    current_arc = Strut([current_arc[-1]])
                else:
                    current_arc = Strut();
            if not len(current_arc) or point_compare(current_arc[-1], point):
                current_arc.append(point) # skip duplicate points
            t = p
        self.arc(current_arc, True)
        return self.line_arcs
    def line_closed(self,points):

def line(self,points,opened):
        self.line_arcs = [];
        n = len(points)
        current_arc = Strut()
        k = 0
        p=False
        t=False
        if not opened:
            points.pop()
            n-=1
        while k < n:
            t = self.arcs.peak(points[k])
            if opened:
                break
            if p and not mysterious_line_test(p, t):
                tInP = all(map(lambda line:line in p,t))
                pInT = all(map(lambda line:line in t,p))
                if tInP and not pInT:
                    k-=1
                break
            p = t
            k+=1
        # If no shared starting point is found for closed lines, rotate to minimum.
        if k == n and isinstance(p,list) and len(p) > 1:
            point0 = points[0]
            i = 2
            k=0
            while i 0:
                    point0 = point

while i 0:
                    point0 = point
                    k = i
                i+=1
        i = -1
        if opened:
            m = n-1
        else:
            m = n
        while i < m:
            i+=1
            point = points[(i + k) % n]
            p = self.arcs.peak(point)
            if not mysterious_line_test(p, t):
                tInP = all(map(lambda line: line in p,t))
                pInT = all(map(lambda line: line in t,p))
                if tInP:
                    current_arc.append(point);
                self.arc(current_arc)
                if not tInP and not pInT and len(current_arc):
                    self.arc(Strut([current_arc[-1], point]))
                if pInT and len(current_arc):
                    current_arc = Strut([current_arc[-1]])
                else:
                    current_arc = Strut();
            if not len(current_arc) or point_compare(current_arc[-1], point):
                current_arc.append(point) # skip duplicate points
            t = p
        self.arc(current_arc, True)
        return self.line_arcs

stitch(objects)
            [x0,x1,y0,y1] = bound(objects)
        if x0 < -180 + E:
            x0 = -180
        if x1 > 180 - E:
            x1 = 180
        if y0 < -90 + E:
            y0 = -90
        if y1 > 90 - E:
            y1 = 90
    if is_infinit(x0):
        x0 = 0
    if is_infinit(x1):
        x1 = 0

    if is_infinit(y0):
        y0 = 0
    if is_infinit(y1):
        y1 = 0
    [kx,ky]=make_ks(quantization,x0,x1,y0,y1)
    if not quantization:
        quantization = x1 + 1
        x0 = y0 = 0
        
    class findEmax(Types):
        def __init__(self,obj):
            self.emax=0
            self.obj(obj)
        def point(self,point):
            x1 = point[0]
            y1 = point[1]
            x = ((x1 - x0) * kx)

system = systems["spherical"]
    if system.name == 'spherical':
        if oversize:
            raise Exception(u"spherical coordinates outside of [±180°, ±90°]")
        if stitchPoles:
            stitch(objects)
            [x0,x1,y0,y1] = bound(objects)
        if x0 < -180 + E:
            x0 = -180
        if x1 > 180 - E:
            x1 = 180
        if y0 < -90 + E:
            y0 = -90
        if y1 > 90 - E:
            y1 = 90
    if is_infinit(x0):
        x0 = 0
    if is_infinit(x1):
        x1 = 0

    if is_infinit(y0):
        y0 = 0
    if is_infinit(y1):
        y1 = 0
    [kx,ky]=make_ks(quantization,x0,x1,y0,y1)
    if not quantization:
        quantization = x1 + 1
        x0 = y0 = 0
        
    class findEmax(Types):
        def __init__(self,obj):
            self.emax=0