BEGIN DEBUGGING OUTPUT $x1 = 2 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER 8 = 2 TIMES 4 >> QUADRATURE OF SIDES 4 = 8 DIVIDED BY 2 >> NUMBER OF ANGLES TO COMPUTE 45 DEGREES >> SMALLEST ANGLE TO COMPUTE CHORD #1 CHORD #2 CHORD #3 CHORD #4 >>> HAVE EXHAUSTED SEARCHING FOR ANY MORE POLYNOMIALS OF INTEGER COEFFICIENTS FOR THE PRIME NUMBER OF 2. >>> SUCCESS! GATHER UP ALL OF THE INFORMATION AND SEND IT TO A TEXT FILE WITH THE FILE-NAME OF: correct_data.txt $x1 = 3 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER 12 = 3 TIMES 4 >> QUADRATURE OF SIDES 6 = 12 DIVIDED BY 2 >> NUMBER OF ANGLES TO COMPUTE 30 DEGREES >> SMALLEST ANGLE TO COMPUTE CHORD #1 CHORD #2 CHORD #3 CHORD #4 CHORD #5 CHORD #6 >>> HAVE EXHAUSTED SEARCHING FOR ANY MORE POLYNOMIALS OF INTEGER COEFFICIENTS FOR THE PRIME NUMBER OF 3. >>> SUCCESS! GATHER UP ALL OF THE INFORMATION AND SEND IT TO A TEXT FILE WITH THE FILE-NAME OF: correct_data.txt $x1 = 4 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 4 0 = 4 MOD 2 >> THE TEST FOR PRIMALITY HAS FAILED FOR THE COMPOSITE NUMBER OF: 4. I AM SKIPPING TO THE NEXT INTEGER ... $x1 = 5 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 5 20 = 5 TIMES 4 >> QUADRATURE OF SIDES 10 = 20 DIVIDED BY 2 >> NUMBER OF ANGLES TO COMPUTE 18 DEGREES >> SMALLEST ANGLE TO COMPUTE CHORD #1 CHORD #2 CHORD #3 CHORD #4 CHORD #5 CHORD #6 CHORD #7 CHORD #8 CHORD #9 CHORD #10 >>> HAVE EXHAUSTED SEARCHING FOR ANY MORE POLYNOMIALS OF INTEGER COEFFICIENTS FOR THE PRIME NUMBER OF 5. >>> SUCCESS! GATHER UP ALL OF THE INFORMATION AND SEND IT TO A TEXT FILE WITH THE FILE-NAME OF: correct_data.txt $x1 = 6 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 6 0 = 6 MOD 2 >> THE TEST FOR PRIMALITY HAS FAILED FOR THE COMPOSITE NUMBER OF: 6. I AM SKIPPING TO THE NEXT INTEGER ... $x1 = 7 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 7 28 = 7 TIMES 4 >> QUADRATURE OF SIDES 14 = 28 DIVIDED BY 2 >> NUMBER OF ANGLES TO COMPUTE 12.8571428571429 DEGREES >> SMALLEST ANGLE TO COMPUTE CHORD #1 CHORD #2 CHORD #3 CHORD #4 CHORD #5 CHORD #6 CHORD #7 CHORD #8 CHORD #9 CHORD #10 CHORD #11 CHORD #12 CHORD #13 CHORD #14 >>> HAVE EXHAUSTED SEARCHING FOR ANY MORE POLYNOMIALS OF INTEGER COEFFICIENTS FOR THE PRIME NUMBER OF 7. $x1 = 8 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 8 0 = 8 MOD 2 >> THE TEST FOR PRIMALITY HAS FAILED FOR THE COMPOSITE NUMBER OF: 8. I AM SKIPPING TO THE NEXT INTEGER ... $x1 = 9 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 9 $x2 = 3 >> FOR LOOP >> 3 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 9 0 = 9 MOD 3 >> THE TEST FOR PRIMALITY HAS FAILED FOR THE COMPOSITE NUMBER OF: 9. I AM SKIPPING TO THE NEXT INTEGER ... $x1 = 10 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 10 0 = 10 MOD 2 >> THE TEST FOR PRIMALITY HAS FAILED FOR THE COMPOSITE NUMBER OF: 10. I AM SKIPPING TO THE NEXT INTEGER ... $x1 = 11 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 11 $x2 = 3 >> FOR LOOP >> 3 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 11 44 = 11 TIMES 4 >> QUADRATURE OF SIDES 22 = 44 DIVIDED BY 2 >> NUMBER OF ANGLES TO COMPUTE 8.18181818181818 DEGREES >> SMALLEST ANGLE TO COMPUTE CHORD #1 CHORD #2 CHORD #3 CHORD #4 CHORD #5 CHORD #6 CHORD #7 CHORD #8 CHORD #9 CHORD #10 CHORD #11 CHORD #12 CHORD #13 CHORD #14 CHORD #15 CHORD #16 CHORD #17 CHORD #18 CHORD #19 CHORD #20 CHORD #21 CHORD #22 >>> HAVE EXHAUSTED SEARCHING FOR ANY MORE POLYNOMIALS OF INTEGER COEFFICIENTS FOR THE PRIME NUMBER OF 11. $x1 = 12 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 12 0 = 12 MOD 2 >> THE TEST FOR PRIMALITY HAS FAILED FOR THE COMPOSITE NUMBER OF: 12. I AM SKIPPING TO THE NEXT INTEGER ... $x1 = 13 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 13 $x2 = 3 >> FOR LOOP >> 3 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 13 52 = 13 TIMES 4 >> QUADRATURE OF SIDES 26 = 52 DIVIDED BY 2 >> NUMBER OF ANGLES TO COMPUTE 6.92307692307692 DEGREES >> SMALLEST ANGLE TO COMPUTE CHORD #1 CHORD #2 CHORD #3 CHORD #4 CHORD #5 CHORD #6 CHORD #7 CHORD #8 CHORD #9 CHORD #10 CHORD #11 CHORD #12 CHORD #13 CHORD #14 CHORD #15 CHORD #16 CHORD #17 CHORD #18 CHORD #19 CHORD #20 CHORD #21 CHORD #22 CHORD #23 CHORD #24 CHORD #25 CHORD #26 >>> HAVE EXHAUSTED SEARCHING FOR ANY MORE POLYNOMIALS OF INTEGER COEFFICIENTS FOR THE PRIME NUMBER OF 13. $x1 = 14 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 14 0 = 14 MOD 2 >> THE TEST FOR PRIMALITY HAS FAILED FOR THE COMPOSITE NUMBER OF: 14. I AM SKIPPING TO THE NEXT INTEGER ... $x1 = 15 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 15 $x2 = 3 >> FOR LOOP >> 3 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 15 0 = 15 MOD 3 >> THE TEST FOR PRIMALITY HAS FAILED FOR THE COMPOSITE NUMBER OF: 15. I AM SKIPPING TO THE NEXT INTEGER ... $x1 = 16 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 16 0 = 16 MOD 2 >> THE TEST FOR PRIMALITY HAS FAILED FOR THE COMPOSITE NUMBER OF: 16. I AM SKIPPING TO THE NEXT INTEGER ... $x1 = 17 >> FOR LOOP >> THIS IS SUPPOSED TO BE A PRIME NUMBER $x2 = 2 >> FOR LOOP >> 2 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 17 $x2 = 3 >> FOR LOOP >> 3 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 17 $x2 = 4 >> FOR LOOP >> 4 IS LESS THAN OR EQUAL TO THE SQUARE ROOT OF 17 68 = 17 TIMES 4 >> QUADRATURE OF SIDES 34 = 68 DIVIDED BY 2 >> NUMBER OF ANGLES TO COMPUTE 5.29411764705882 DEGREES >> SMALLEST ANGLE TO COMPUTE CHORD #1 CHORD #2 CHORD #3 CHORD #4 CHORD #5 CHORD #6 CHORD #7 CHORD #8 CHORD #9 CHORD #10 CHORD #11