def scrapeClient(client, db, c):
data = {}
if client[2] is not None:
# print "calling EDGAR"
data["EDGAR"] = EDGAR.scrape(client[2])
if client[3] is not None:
# print "calling FDIC"
data["FDIC"] = FDIC.scrape(client[3])
if client[4] is not None:
# print "calling FINRA"
data["FINRA"] = FINRA.scrape(client[4])
if client[5] is not None:
# print "calling GMEI"
data["GMEI"] = GMEI.scrape(client[5])
if client[6] is not None:
# print "calling NIC"
data["NIC"] = NIC.scrape(client[6])
if client[7] is not None:
# print "calling SEC"
data["SEC"] = SEC.scrape(client[7])
if client[9] is not None:
# print "calling SEC"
data["FCA"] = FCA.scrape(client[8])
if client[10] is not None:
# print "calling SEC"
data["Beta"] = Beta.scrape(client[9])
d = json.dumps(data)
timestamp = strftime("%Y-%m-%d %H:%M:%S", gmtime())
log = (client[0], timestamp, str(d))
return log
import fiona
import shapely
import math
import SEC
from shapely.geometry import shape, mapping
outputDataset = r"C:\temp\week8\Cityi10.shp"
with fiona.open(outputDataset, 'r') as c:
print c.schema
for rec in c:
coordlist = []
newgeo = mapping(shape(rec["geometry"]).buffer(1))
rings = newgeo["coordinates"]
print type(rings), len(rings), rec["properties"]["NAME10"]
for ring in rings:
for coord in ring:
coordlist.append(coord)
try:
minCircle = SEC.make_circle(coordlist)
except:
print "didn't work"
cperimeter = math.sqrt(area / math.pi) * 2 * math.pi
scircle = (cperimeter / perimeter)
pointList = []
#calculate circle
buf = row[1].buffer(0.01)
for part in buf:
for coord in part:
try:
pointList.append((coord.X, coord.Y))
except:
print "Bad Point"
c = SEC.make_circle(pointList)
print c
circlearea = math.pi * c[2] * c[2]
ccircle = area / circlearea
print ptoa, shapeindex, scircle, ccircle
cp = arcpy.PointGeometry(arcpy.Point(c[0],c[1]))
polygonbuf = row[1].buffer(100)
row[1] = polygonbuf.difference(row[1])
row[2] = ptoa
row[3] = shapeindex
row[4] = ccircle
row[5] = scircle
cursor.updateRow(row)
# Step through each vertex in the feature
#
for pnt in part:
if pnt:
# Print x,y coordinates of current point
#
points.append((pnt.X, pnt.Y))
#print("{0}, {1}".format(pnt.X, pnt.Y))
else:
# If pnt is None, this represents an interior ring
#
pass
#print("Interior Ring:")
partnum += 1
try:
circledef = SEC.make_circle(points)
cp = arcpy.PointGeometry(arcpy.Point(circledef[0], circledef[1]))
scc = cp.buffer(circledef[2])
#HOW TO CALCULATE???
CIRCLE = geo.area / scc.area
print row[0], CIRCLE
row[1] = scc
cursor.updateRow(row)
except:
print row[0] + " Did not work"
del cursor, row