| Sr no. | class members | # points | points | 1 | y2 = x3 + 102x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (100,10) (100,25) (100,45) (100,60) (100,80) (100,95) (100,115) (100,130) (100,150) (100,165) (125,10) (125,25) (125,45) (125,60) (125,80) (125,95) (125,115) (125,130) (125,150) (125,165) (150,5) (150,30) (150,40) (150,65) (150,75) (150,100) (150,110) (150,135) (150,145) (150,170) | 2 | y2 = x3 + 72x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (25,10) (25,25) (25,45) (25,60) (25,80) (25,95) (25,115) (25,130) (25,150) (25,165) (75,10) (75,25) (75,45) (75,60) (75,80) (75,95) (75,115) (75,130) (75,150) (75,165) (125,5) (125,30) (125,40) (125,65) (125,75) (125,100) (125,110) (125,135) (125,145) (125,170) | 3 | y2 = x3 + 92x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (50,10) (50,25) (50,45) (50,60) (50,80) (50,95) (50,115) (50,130) (50,150) (50,165) (75,5) (75,30) (75,40) (75,65) (75,75) (75,100) (75,110) (75,135) (75,145) (75,170) (150,10) (150,25) (150,45) (150,60) (150,80) (150,95) (150,115) (150,130) (150,150) (150,165) | 4 | y2 = x3 + 137x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (100,10) (100,25) (100,45) (100,60) (100,80) (100,95) (100,115) (100,130) (100,150) (100,165) (125,10) (125,25) (125,45) (125,60) (125,80) (125,95) (125,115) (125,130) (125,150) (125,165) (150,5) (150,30) (150,40) (150,65) (150,75) (150,100) (150,110) (150,135) (150,145) (150,170) | 5 | y2 = x3 + 107x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (25,10) (25,25) (25,45) (25,60) (25,80) (25,95) (25,115) (25,130) (25,150) (25,165) (75,10) (75,25) (75,45) (75,60) (75,80) (75,95) (75,115) (75,130) (75,150) (75,165) (125,5) (125,30) (125,40) (125,65) (125,75) (125,100) (125,110) (125,135) (125,145) (125,170) | 6 | y2 = x3 + 22x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (50,10) (50,25) (50,45) (50,60) (50,80) (50,95) (50,115) (50,130) (50,150) (50,165) (75,5) (75,30) (75,40) (75,65) (75,75) (75,100) (75,110) (75,135) (75,145) (75,170) (150,10) (150,25) (150,45) (150,60) (150,80) (150,95) (150,115) (150,130) (150,150) (150,165) | 7 | y2 = x3 + 32x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (100,10) (100,25) (100,45) (100,60) (100,80) (100,95) (100,115) (100,130) (100,150) (100,165) (125,10) (125,25) (125,45) (125,60) (125,80) (125,95) (125,115) (125,130) (125,150) (125,165) (150,5) (150,30) (150,40) (150,65) (150,75) (150,100) (150,110) (150,135) (150,145) (150,170) | 8 | y2 = x3 + 162x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (50,10) (50,25) (50,45) (50,60) (50,80) (50,95) (50,115) (50,130) (50,150) (50,165) (75,5) (75,30) (75,40) (75,65) (75,75) (75,100) (75,110) (75,135) (75,145) (75,170) (150,10) (150,25) (150,45) (150,60) (150,80) (150,95) (150,115) (150,130) (150,150) (150,165) | 9 | y2 = x3 + 127x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (50,10) (50,25) (50,45) (50,60) (50,80) (50,95) (50,115) (50,130) (50,150) (50,165) (75,5) (75,30) (75,40) (75,65) (75,75) (75,100) (75,110) (75,135) (75,145) (75,170) (150,10) (150,25) (150,45) (150,60) (150,80) (150,95) (150,115) (150,130) (150,150) (150,165) | 10 | y2 = x3 + 37x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (25,10) (25,25) (25,45) (25,60) (25,80) (25,95) (25,115) (25,130) (25,150) (25,165) (75,10) (75,25) (75,45) (75,60) (75,80) (75,95) (75,115) (75,130) (75,150) (75,165) (125,5) (125,30) (125,40) (125,65) (125,75) (125,100) (125,110) (125,135) (125,145) (125,170) | 11 | y2 = x3 + 67x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (100,10) (100,25) (100,45) (100,60) (100,80) (100,95) (100,115) (100,130) (100,150) (100,165) (125,10) (125,25) (125,45) (125,60) (125,80) (125,95) (125,115) (125,130) (125,150) (125,165) (150,5) (150,30) (150,40) (150,65) (150,75) (150,100) (150,110) (150,135) (150,145) (150,170) | 12 | y2 = x3 + 2x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (25,10) (25,25) (25,45) (25,60) (25,80) (25,95) (25,115) (25,130) (25,150) (25,165) (75,10) (75,25) (75,45) (75,60) (75,80) (75,95) (75,115) (75,130) (75,150) (75,165) (125,5) (125,30) (125,40) (125,65) (125,75) (125,100) (125,110) (125,135) (125,145) (125,170) | 13 | y2 = x3 + 172x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (100,10) (100,25) (100,45) (100,60) (100,80) (100,95) (100,115) (100,130) (100,150) (100,165) (125,10) (125,25) (125,45) (125,60) (125,80) (125,95) (125,115) (125,130) (125,150) (125,165) (150,5) (150,30) (150,40) (150,65) (150,75) (150,100) (150,110) (150,135) (150,145) (150,170) | 14 | y2 = x3 + 57x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (50,10) (50,25) (50,45) (50,60) (50,80) (50,95) (50,115) (50,130) (50,150) (50,165) (75,5) (75,30) (75,40) (75,65) (75,75) (75,100) (75,110) (75,135) (75,145) (75,170) (150,10) (150,25) (150,45) (150,60) (150,80) (150,95) (150,115) (150,130) (150,150) (150,165) | 15 | y2 = x3 + 142x | 35 | (0,0) (0,35) (0,70) (0,105) (0,140) (25,10) (25,25) (25,45) (25,60) (25,80) (25,95) (25,115) (25,130) (25,150) (25,165) (75,10) (75,25) (75,45) (75,60) (75,80) (75,95) (75,115) (75,130) (75,150) (75,165) (125,5) (125,30) (125,40) (125,65) (125,75) (125,100) (125,110) (125,135) (125,145) (125,170) |
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