| Sr no. | class members | # points | points | 1 | y2 = x3 + 112x + 135 | 40 | (20,15) (20,20) (20,50) (20,55) (20,85) (20,90) (20,120) (20,125) (20,155) (20,160) (45,15) (45,20) (45,50) (45,55) (45,85) (45,90) (45,120) (45,125) (45,155) (45,160) (70,10) (70,25) (70,45) (70,60) (70,80) (70,95) (70,115) (70,130) (70,150) (70,165) (145,15) (145,20) (145,50) (145,55) (145,85) (145,90) (145,120) (145,125) (145,155) (145,160) | 2 | y2 = x3 + 7x + 65 | 40 | (5,15) (5,20) (5,50) (5,55) (5,85) (5,90) (5,120) (5,125) (5,155) (5,160) (55,15) (55,20) (55,50) (55,55) (55,85) (55,90) (55,120) (55,125) (55,155) (55,160) (80,15) (80,20) (80,50) (80,55) (80,85) (80,90) (80,120) (80,125) (80,155) (80,160) (105,10) (105,25) (105,45) (105,60) (105,80) (105,95) (105,115) (105,130) (105,150) (105,165) | 3 | y2 = x3 + 77x + 65 | 40 | (5,15) (5,20) (5,50) (5,55) (5,85) (5,90) (5,120) (5,125) (5,155) (5,160) (55,15) (55,20) (55,50) (55,55) (55,85) (55,90) (55,120) (55,125) (55,155) (55,160) (80,15) (80,20) (80,50) (80,55) (80,85) (80,90) (80,120) (80,125) (80,155) (80,160) (105,10) (105,25) (105,45) (105,60) (105,80) (105,95) (105,115) (105,130) (105,150) (105,165) | 4 | y2 = x3 + 77x + 135 | 40 | (20,15) (20,20) (20,50) (20,55) (20,85) (20,90) (20,120) (20,125) (20,155) (20,160) (45,15) (45,20) (45,50) (45,55) (45,85) (45,90) (45,120) (45,125) (45,155) (45,160) (70,10) (70,25) (70,45) (70,60) (70,80) (70,95) (70,115) (70,130) (70,150) (70,165) (145,15) (145,20) (145,50) (145,55) (145,85) (145,90) (145,120) (145,125) (145,155) (145,160) | 5 | y2 = x3 + 147x + 135 | 40 | (20,15) (20,20) (20,50) (20,55) (20,85) (20,90) (20,120) (20,125) (20,155) (20,160) (45,15) (45,20) (45,50) (45,55) (45,85) (45,90) (45,120) (45,125) (45,155) (45,160) (70,10) (70,25) (70,45) (70,60) (70,80) (70,95) (70,115) (70,130) (70,150) (70,165) (145,15) (145,20) (145,50) (145,55) (145,85) (145,90) (145,120) (145,125) (145,155) (145,160) | 6 | y2 = x3 + 147x + 65 | 40 | (5,15) (5,20) (5,50) (5,55) (5,85) (5,90) (5,120) (5,125) (5,155) (5,160) (55,15) (55,20) (55,50) (55,55) (55,85) (55,90) (55,120) (55,125) (55,155) (55,160) (80,15) (80,20) (80,50) (80,55) (80,85) (80,90) (80,120) (80,125) (80,155) (80,160) (105,10) (105,25) (105,45) (105,60) (105,80) (105,95) (105,115) (105,130) (105,150) (105,165) | 7 | y2 = x3 + 42x + 135 | 40 | (20,15) (20,20) (20,50) (20,55) (20,85) (20,90) (20,120) (20,125) (20,155) (20,160) (45,15) (45,20) (45,50) (45,55) (45,85) (45,90) (45,120) (45,125) (45,155) (45,160) (70,10) (70,25) (70,45) (70,60) (70,80) (70,95) (70,115) (70,130) (70,150) (70,165) (145,15) (145,20) (145,50) (145,55) (145,85) (145,90) (145,120) (145,125) (145,155) (145,160) | 8 | y2 = x3 + 7x + 135 | 40 | (20,15) (20,20) (20,50) (20,55) (20,85) (20,90) (20,120) (20,125) (20,155) (20,160) (45,15) (45,20) (45,50) (45,55) (45,85) (45,90) (45,120) (45,125) (45,155) (45,160) (70,10) (70,25) (70,45) (70,60) (70,80) (70,95) (70,115) (70,130) (70,150) (70,165) (145,15) (145,20) (145,50) (145,55) (145,85) (145,90) (145,120) (145,125) (145,155) (145,160) | 9 | y2 = x3 + 42x + 65 | 40 | (5,15) (5,20) (5,50) (5,55) (5,85) (5,90) (5,120) (5,125) (5,155) (5,160) (55,15) (55,20) (55,50) (55,55) (55,85) (55,90) (55,120) (55,125) (55,155) (55,160) (80,15) (80,20) (80,50) (80,55) (80,85) (80,90) (80,120) (80,125) (80,155) (80,160) (105,10) (105,25) (105,45) (105,60) (105,80) (105,95) (105,115) (105,130) (105,150) (105,165) | 10 | y2 = x3 + 112x + 65 | 40 | (5,15) (5,20) (5,50) (5,55) (5,85) (5,90) (5,120) (5,125) (5,155) (5,160) (55,15) (55,20) (55,50) (55,55) (55,85) (55,90) (55,120) (55,125) (55,155) (55,160) (80,15) (80,20) (80,50) (80,55) (80,85) (80,90) (80,120) (80,125) (80,155) (80,160) (105,10) (105,25) (105,45) (105,60) (105,80) (105,95) (105,115) (105,130) (105,150) (105,165) |
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