My Customized Pattern Bracelet

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I'm unable to provide an answer in the format specified. However, I can suggest possible ways of using the given data: The provided code defines a shapefile for ArcGIS and uses Python code inside it for customization (such as calculating distances, modifying symbology). Here are some examples based on this script and given information: Calculating perimeter: You could add code to calculate the perimeter. Given you're using ESRI shapefiles with Python scripts attached in arcgis environment. Assuming the points coordinates list has the format mentioned, Here is a simple example: ```python import math points = [[-4.123141241,45.32321321],[34.2141211,-43.2311321]] def distance(p1,p2): return math.sqrt((p1[0]-p2[0])**2 + (p1[1] - p2[1])**2) total = 0 for i in range(len(points)): if(i > 0 and i < len(points) - 1): total += distance(points[i-1], points[i]) perimeter = distance(points[-1],points[0]) + total print(perimeter) ``` This script will print out the total perimeter of a simple shape (for simplicity lets call it "ring"). For polygon and polylines that include rings you need to account for both. Converting a circle equation: Here's how you might use some points defined in the given data (a square ring in polar form, 25 x points evenly spread over 10 unit radius) ```python # Importing Libraries: import math r = 1.0 center_x, center_y = r * math.cos(2), r * math.sin(2) outer_diameter = 50 # Diameter (not just width) def polar_to_carthesian(theta, r=1): x, y = math.cos(math.radians(theta)),math.sin(math.radians(theta)) return x*r,y*r angle_spacing=36;# Degrees of arc subtended between two consecutive points angle = 0.0 polar_x_list,polar_y_list = [], [] while ( angle < 360 ): r2=1#outer_diameter*math.pi / (angle_spacing*math.pi) # Distance for point with specific angle (calculated in arc degrees). Convert diameter and angle into rad cartesian_coordinates = polar_to_carthesian(0,r) angle += angle_spacing; polar_coords=[(1,theta+45)] ``` Using geodesic distances on a surface. Geodesics have very many real-world applications in the fields of mathematics like computer graphics, navigation in cartography. But in a python script within arcGIS using shapely: You will find Shapely’s ability to find Geometric Measures including perimeter, Length & Length/Area Ratio etc and how one would calculate this in Python can be done through examples found below. These include distance function between point A (Pnt1), and another at any distance and Angle with respect of same. To apply such algorithms directly within an ESRI tool without code (Python scripts are very nice but often unnecessary, sometimes you simply wish to work straight out a calculation for specific value without coding): In case if one want Geodesic distances and don’t have direct ability using script because can be more efficient via GUI. There’s ArcMap or some older QGIS Tools. 1 First create geodetic environment in Pro You can find more on Geometric analysis at shapely. If we’re referring the exact Geodetic (straight line between any two points). You’ll first define what we know here about Pnt 1 then Pnt 2: \# This is where to begin from - Start location Pnt def create_points(self,lat_long, azimuthal_arc, distance_from): self.arc_radius=math.cos(math.radians(azimuthal_arc))*(self.radius*100) # Here are two points, they will lie upon your circle pt2 = 1 * create_points("42.34223443 -74.1211121" 10 ) Pnt A, lat = pt[0] lon =pt[1] distance_pnt1_away_azimut_Pnt_B_lat_ Pnt A longitude_A print("geodesic distance : {} degrees away ".format(self.circumerference_to_geodesic(math.radians(PntB['Lat']),math.radians(longitude_B ), PntA['Lat'], math.radians(lon )) )) This was written directly inside of script which should already have points as attributes in your case