// Solution to "I Conduit" by Bob Roos
// First, order each point pair in increasing order of x-coordinates
// (for vertical, order by y-coordinates). This guarantees that
// parallel line segments (thought of as vectors) have the same "direction".
//
// Next, sort the segments into groups where all segments in a group lie along
// the same infinite line (match slopes and one point; the point may be
// on an extension of the line segment).
//
// In each group, sort segments by x-coordinates of the starting point (for
// vertical lines, sort by y-coordinates of starting point).
//
// Finally, scan each sorted group looking for "gaps" in the x-values of
// the endpoints (or y-values in the case of vertical lines). We are
// essentially projecting the line segments onto one of the axes and
// looking for breaks.

import java.util.*;
import java.io.*;

class Segment {
  public double x1,y1,x2,y2; // segment endpoints
  public int id;             // group number
  public double run, rise;   // delta x and delta y, normalized so that
                             // the larger in magnitude of the two is 1.0.

  // Constructor:
  Segment(double x1,double y1,double x2,double y2,int id) {
    this.x1 = x1; this.y1 = y1; this.x2 = x2; this.y2 = y2; this.id = id;
    run = 0.0; rise = 0.0;
  }
}

public class Conduits {
   static BufferedReader in;
   static StringTokenizer tok;

   static int n; // number of line segments
   static double x1[], y1[], x2[], y2[]; // the segment endpoints
   static Vector seg; // segments in final drawing
   static int maxId;  // number of distinct line groups

   public static void main(String[] args) throws IOException {
      in = new BufferedReader(new InputStreamReader(System.in));
      String line = in.readLine().trim();

     // Main input/process/output loop:
      while (line != null) {
         n = Integer.parseInt(line);
         if (n == 0) break;

         x1 = new double[n];
         y1 = new double[n];
         x2 = new double[n];
         y2 = new double[n];
         for (int i = 0; i < n; i++) {
           line = in.readLine().trim();
           tok = new StringTokenizer(line);
           x1[i] = Double.parseDouble(tok.nextToken());
           y1[i] = Double.parseDouble(tok.nextToken());
           x2[i] = Double.parseDouble(tok.nextToken());
           y2[i] = Double.parseDouble(tok.nextToken());

         // Orient all line segments by x-coordinate (or
         // by y-coordinate if x's are equal)
           if (Math.abs(x1[i]-x2[i]) >= .00000001) {
             if (x1[i] > x2[i]) {
               double swap = x1[i]; x1[i] = x2[i]; x2[i] = swap;
               swap = y1[i]; y1[i] = y2[i]; y2[i] = swap;
             }
           }
           else if (y1[i] > y2[i]) {
               double swap = x1[i]; x1[i] = x2[i]; x2[i] = swap;
               swap = y1[i]; y1[i] = y2[i]; y2[i] = swap;
             }
         }

         System.out.println(process());

         line = in.readLine().trim();
      }
   }

//////////////////////////////////////////////////////////

  // All the work for each problem instance gets done here.
   public static int process() {

    // Line segments sorted by group go into vector "seg":
     seg = new Vector();
     maxId = 0; // number of groups found so far

     for (int i = 0; i < n; i++) {
      // Insert the i-th input segment into the seg vector by
      // group identifier:
       int j = 0;
       int id = maxId+1;
       while (j < seg.size()) {
         // See if segment i belongs to the same group as the j-th
         // segment already stored in the vector:
          if (sameLine(i,j)) {
//System.out.println("Lines " +i+" and " +j+" are the same.");
            id = ((Segment)seg.get(j)).id;
            break;
          }
//else
//System.out.println("Lines " +i+" and " +j+" are different.");
          j++;
       }
       insertSeg(i,j+1,id);
       maxId = Math.max(maxId,id);
     }

    // mergeSeg sorts each group by x-coordinate and does the final
    // scan  of the groups:
     return mergeSeg();
   }

//////////////////////////////////////////////////////////

  // Returns "true" if i-th input segment aligns with j-th vector element
  public static boolean sameLine(int i, int j) {
    // We identify lines with their "normalized" run and rise values; i.e.,
    // we take the values of (delta x)/k and (delta y)/k, where k is the
    // value in {delta x, delta y} having the larger magnitude.

    double dxi = x2[i]-x1[i];
    double dyi = y2[i]-y1[i];
    Segment s = (Segment) seg.get(j);
    double dxj = s.x2-s.x1;
    double dyj = s.y2-s.y1;
    double run, rise;
    if (Math.abs(dxi) > Math.abs(dyi)) {
      run = 1.0;
      rise = dyi/dxi;
    }
    else {
      rise = 1.0;
      run = dxi/dyi;
    }
//  next four lines inserted by JPB
    if (run < 0) {
		run *= -1;
		rise *= -1;
	}
    if (Math.abs(run-s.run) >= .00000001 || Math.abs(rise-s.rise) >= .00000001)
      return false;
    // see if both points of i-th line lie on the j-th segment:
    dxi = x1[i]-s.x1;
    dyi = y1[i]-s.y1;
    if (eq(x1[i],s.x1) && eq(y1[i],s.y1)) {
      dxi = x1[i]-s.x2;
      dyi = y1[i]-s.y2;
    }
    if (Math.abs(dxi) - Math.abs(dyi) >= 0.00000001
           && Math.abs(dxi) > 0.00000001) {
      run = 1.0;
      rise = dyi/dxi;
    }
    else {
      rise = 1.0;
      run = dxi/dyi;
    }
//  next four lines inserted by JPB
    if (run < 0) {
		run *= -1;
		rise *= -1;
	}
    if (Math.abs(run-s.run) >= .00000001 || Math.abs(rise-s.rise) >= .00000001){
//System.out.println("x1 not on segment "+j+": run, s.run = "+run+" "+s.run
//+", rise, s.rise =" + rise + " "+s.rise);
      return false;
    }
    dxi = x2[i]-s.x1;
    dyi = y2[i]-s.y1;
    if (eq(x2[i],s.x1) && eq(y2[i],s.y1)) {
      dxi = x2[i]-s.x2;
      dyi = y2[i]-s.y2;
    }
    if (Math.abs(dxi) - Math.abs(dyi) >= 0.00000001 && Math.abs(dxi) > 0.00000001) {
      run = 1.0;
      rise = dyi/dxi;
    }
    else {
      rise = 1.0;
      run = dxi/dyi;
    }
//  next four lines inserted by JPB
    if (run < 0) {
		run *= -1;
		rise *= -1;
	}
    if (Math.abs(run-s.run) >= .00000001 || Math.abs(rise-s.rise) >= .00000001){
//System.out.println("x2 not on segment "+j+": run, s.run = "+run+" "+s.run
//+", rise, s.rise =" + rise + " "+s.rise);
      return false;
    }
    return true;
  }

//////////////////////////////////////////////////////////

 // Insert a segment into the "seg" vector according to group
 // (i.e., group all line segments that lie along the same infinite line):
  public static void insertSeg(int i, int j, int id) {

    Segment temp = new Segment(x1[i],y1[i],x2[i],y2[i],id);
    double dxi = x2[i]-x1[i];
    double dyi = y2[i]-y1[i];

    if (Math.abs(dxi) > Math.abs(dyi)) {
      temp.run = 1.0;
      temp.rise = dyi/dxi;
    }
    else {
      temp.rise = 1.0;
      temp.run = dxi/dyi;
    }
//  next four lines inserted by JPB
    if (temp.run < 0) {
		temp.run *= -1;
		temp.rise *= -1;
	}
    if (j < seg.size())
    seg.insertElementAt(temp,j);
    else
    seg.add(temp);
//System.out.println("Inserting  ("+temp.x1+","+temp.y1+"), ("
//     +temp.x2+","+temp.y2+")  "+temp.id
//     +"; run = " + temp.run + ", rise = " + temp.rise);
  }

//////////////////////////////////////////////////////////

  public static int mergeSeg() {
    int i = 0;
   // Sort segments within each group
    while (i < seg.size()) {
      int currentId = ((Segment)seg.get(i)).id;
      int start = i;
      i++;

     // Insertion sort on starting x-coordinate
      int j = i;
      while (j < seg.size() && ((Segment)seg.get(j)).id == currentId) {
        Segment s = (Segment)seg.get(j);
        double x = s.x1;
        int k = j-1;
// The next two lines are added by JPB and replace the commented line after them
        double y = s.y1;
        while (k >= start && (x < ((Segment)seg.get(k)).x1 || (x == ((Segment)seg.get(k)).x1 && y < ((Segment)seg.get(k)).y1))) {
//        while (k >= start && x < ((Segment)seg.get(k)).x1) {
          seg.setElementAt(seg.get(k),k+1);
          k--;
        }
        seg.setElementAt(s,k+1);
        j++;
      }
      i = j;
    }
//System.out.println("Segment list:");
//for (int j = 0; j < seg.size(); j++) {
//  Segment s = (Segment)seg.get(j);
//  System.out.println("  ("+s.x1+","+s.y1+"), ("+s.x2+","+s.y2+")  "+s.id
//     +"; run = " + s.run + ", rise = " + s.rise);
//}
   // Now run through the sorted lists and find number of disjoint
   // segments in each group:
    i = 0;
    int count = 0;
    while (i < seg.size()) {
      count++;
      Segment s = (Segment)seg.get(i);
      int currentId = s.id;
      int sortStyle = 0;
      double extent = s.x2;
      if (Math.abs(s.run) < .00000001) {
        sortStyle = 1;
        extent = s.y2;
      }
      int j = i+1;
      while (j < seg.size() && ((Segment)seg.get(j)).id == currentId) {
         Segment t = (Segment)seg.get(j);
         switch (sortStyle) {
           case 0: if (t.x1 > extent) {
                     count++;
                     extent = t.x2;
                   }
                   else {
                     extent = Math.max(extent,t.x2);
                   }
                   break;
           case 1: if (t.y1 > extent) {
                     count++;
                     extent = t.y2;
                   }
                   else {
                     extent = Math.max(extent,t.y2);
                   }
         }
         j++;
      }
      i = j;
    }
    return count;
  }

  public static boolean eq(double a, double b) {
    return (Math.abs(a-b) < 0.00000001);
  }
}