{
  "about": "The VU 5.4 client's skill rank ladder, the live one in 6564.obj: each band of skill points [from, to) and the rank the client shows for it, read by petest's Tools/arkladder.py. 41 ranks of 10 grades; 8100 points or more match no band. above holds the higher ranks as Entropia Directory listed them: each rank with the points it printed, from and to both inclusive, null where it gave none.",
  "source": "client-5.4",
  "ranks": [
    {"rank": "Newbie (Grade 1)", "from": 1, "to": 2},
    {"rank": "Newbie (Grade 2)", "from": 2, "to": 3},
    {"rank": "Newbie (Grade 3)", "from": 3, "to": 4},
    {"rank": "Newbie (Grade 4)", "from": 4, "to": 5},
    {"rank": "Newbie (Grade 5)", "from": 5, "to": 6},
    {"rank": "Newbie (Grade 6)", "from": 6, "to": 7},
    {"rank": "Newbie (Grade 7)", "from": 7, "to": 8},
    {"rank": "Newbie (Grade 8)", "from": 8, "to": 9},
    {"rank": "Newbie (Grade 9)", "from": 9, "to": 10},
    {"rank": "Newbie (Grade 10)", "from": 10, "to": 10.5},
    {"rank": "Inept (Grade 1)", "from": 10.5, "to": 11},
    {"rank": "Inept (Grade 2)", "from": 11, "to": 12},
    {"rank": "Inept (Grade 3)", "from": 12, "to": 13},
    {"rank": "Inept (Grade 4)", "from": 13, "to": 14},
    {"rank": "Inept (Grade 5)", "from": 14, "to": 15},
    {"rank": "Inept (Grade 6)", "from": 15, "to": 16},
    {"rank": "Inept (Grade 7)", "from": 16, "to": 17},
    {"rank": "Inept (Grade 8)", "from": 17, "to": 18},
    {"rank": "Inept (Grade 9)", "from": 18, "to": 19},
    {"rank": "Inept (Grade 10)", "from": 19, "to": 20},
    {"rank": "Poor (Grade 1)", "from": 20, "to": 22},
    {"rank": "Poor (Grade 2)", "from": 22, "to": 24},
    {"rank": "Poor (Grade 3)", "from": 24, "to": 26},
    {"rank": "Poor (Grade 4)", "from": 26, "to": 28},
    {"rank": "Poor (Grade 5)", "from": 28, "to": 30},
    {"rank": "Poor (Grade 6)", "from": 30, "to": 32},
    {"rank": "Poor (Grade 7)", "from": 32, "to": 34},
    {"rank": "Poor (Grade 8)", "from": 34, "to": 36},
    {"rank": "Poor (Grade 9)", "from": 36, "to": 38},
    {"rank": "Poor (Grade 10)", "from": 38, "to": 40},
    {"rank": "Weak (Grade 1)", "from": 40, "to": 43},
    {"rank": "Weak (Grade 2)", "from": 43, "to": 46},
    {"rank": "Weak (Grade 3)", "from": 46, "to": 49},
    {"rank": "Weak (Grade 4)", "from": 49, "to": 52},
    {"rank": "Weak (Grade 5)", "from": 52, "to": 55},
    {"rank": "Weak (Grade 6)", "from": 55, "to": 58},
    {"rank": "Weak (Grade 7)", "from": 58, "to": 61},
    {"rank": "Weak (Grade 8)", "from": 61, "to": 64},
    {"rank": "Weak (Grade 9)", "from": 64, "to": 67},
    {"rank": "Weak (Grade 10)", "from": 67, "to": 70},
    {"rank": "Mediocre (Grade 1)", "from": 70, "to": 74},
    {"rank": "Mediocre (Grade 2)", "from": 74, "to": 78},
    {"rank": "Mediocre (Grade 3)", "from": 78, "to": 82},
    {"rank": "Mediocre (Grade 4)", "from": 82, "to": 86},
    {"rank": "Mediocre (Grade 5)", "from": 86, "to": 90},
    {"rank": "Mediocre (Grade 6)", "from": 90, "to": 94},
    {"rank": "Mediocre (Grade 7)", "from": 94, "to": 98},
    {"rank": "Mediocre (Grade 8)", "from": 98, "to": 102},
    {"rank": "Mediocre (Grade 9)", "from": 102, "to": 106},
    {"rank": "Mediocre (Grade 10)", "from": 106, "to": 110},
    {"rank": "Unskilled (Grade 1)", "from": 110, "to": 115},
    {"rank": "Unskilled (Grade 2)", "from": 115, "to": 120},
    {"rank": "Unskilled (Grade 3)", "from": 120, "to": 125},
    {"rank": "Unskilled (Grade 4)", "from": 125, "to": 130},
    {"rank": "Unskilled (Grade 5)", "from": 130, "to": 135},
    {"rank": "Unskilled (Grade 6)", "from": 135, "to": 140},
    {"rank": "Unskilled (Grade 7)", "from": 140, "to": 145},
    {"rank": "Unskilled (Grade 8)", "from": 145, "to": 150},
    {"rank": "Unskilled (Grade 9)", "from": 150, "to": 155},
    {"rank": "Unskilled (Grade 10)", "from": 155, "to": 160},
    {"rank": "Green (Grade 1)", "from": 160, "to": 170},
    {"rank": "Green (Grade 2)", "from": 170, "to": 180},
    {"rank": "Green (Grade 3)", "from": 180, "to": 190},
    {"rank": "Green (Grade 4)", "from": 190, "to": 200},
    {"rank": "Green (Grade 5)", "from": 200, "to": 210},
    {"rank": "Green (Grade 6)", "from": 210, "to": 220},
    {"rank": "Green (Grade 7)", "from": 220, "to": 230},
    {"rank": "Green (Grade 8)", "from": 230, "to": 240},
    {"rank": "Green (Grade 9)", "from": 240, "to": 250},
    {"rank": "Green (Grade 10)", "from": 250, "to": 260},
    {"rank": "Beginner (Grade 1)", "from": 260, "to": 270},
    {"rank": "Beginner (Grade 2)", "from": 270, "to": 280},
    {"rank": "Beginner (Grade 3)", "from": 280, "to": 290},
    {"rank": "Beginner (Grade 4)", "from": 290, "to": 300},
    {"rank": "Beginner (Grade 5)", "from": 300, "to": 310},
    {"rank": "Beginner (Grade 6)", "from": 310, "to": 320},
    {"rank": "Beginner (Grade 7)", "from": 320, "to": 330},
    {"rank": "Beginner (Grade 8)", "from": 330, "to": 340},
    {"rank": "Beginner (Grade 9)", "from": 340, "to": 350},
    {"rank": "Beginner (Grade 10)", "from": 350, "to": 360},
    {"rank": "Novice (Grade 1)", "from": 360, "to": 370},
    {"rank": "Novice (Grade 2)", "from": 370, "to": 380},
    {"rank": "Novice (Grade 3)", "from": 380, "to": 390},
    {"rank": "Novice (Grade 4)", "from": 390, "to": 400},
    {"rank": "Novice (Grade 5)", "from": 400, "to": 410},
    {"rank": "Novice (Grade 6)", "from": 410, "to": 420},
    {"rank": "Novice (Grade 7)", "from": 420, "to": 430},
    {"rank": "Novice (Grade 8)", "from": 430, "to": 440},
    {"rank": "Novice (Grade 9)", "from": 440, "to": 450},
    {"rank": "Novice (Grade 10)", "from": 450, "to": 460},
    {"rank": "Amateur (Grade 1)", "from": 460, "to": 470},
    {"rank": "Amateur (Grade 2)", "from": 470, "to": 480},
    {"rank": "Amateur (Grade 3)", "from": 480, "to": 495},
    {"rank": "Amateur (Grade 4)", "from": 495, "to": 510},
    {"rank": "Amateur (Grade 5)", "from": 510, "to": 525},
    {"rank": "Amateur (Grade 6)", "from": 525, "to": 540},
    {"rank": "Amateur (Grade 7)", "from": 540, "to": 555},
    {"rank": "Amateur (Grade 8)", "from": 555, "to": 570},
    {"rank": "Amateur (Grade 9)", "from": 570, "to": 585},
    {"rank": "Amateur (Grade 10)", "from": 585, "to": 600},
    {"rank": "Apprentice (Grade 1)", "from": 600, "to": 620},
    {"rank": "Apprentice (Grade 2)", "from": 620, "to": 640},
    {"rank": "Apprentice (Grade 3)", "from": 640, "to": 660},
    {"rank": "Apprentice (Grade 4)", "from": 660, "to": 680},
    {"rank": "Apprentice (Grade 5)", "from": 680, "to": 700},
    {"rank": "Apprentice (Grade 6)", "from": 700, "to": 720},
    {"rank": "Apprentice (Grade 7)", "from": 720, "to": 740},
    {"rank": "Apprentice (Grade 8)", "from": 740, "to": 760},
    {"rank": "Apprentice (Grade 9)", "from": 760, "to": 780},
    {"rank": "Apprentice (Grade 10)", "from": 780, "to": 800},
    {"rank": "Initiated (Grade 1)", "from": 800, "to": 820},
    {"rank": "Initiated (Grade 2)", "from": 820, "to": 840},
    {"rank": "Initiated (Grade 3)", "from": 840, "to": 860},
    {"rank": "Initiated (Grade 4)", "from": 860, "to": 880},
    {"rank": "Initiated (Grade 5)", "from": 880, "to": 900},
    {"rank": "Initiated (Grade 6)", "from": 900, "to": 920},
    {"rank": "Initiated (Grade 7)", "from": 920, "to": 940},
    {"rank": "Initiated (Grade 8)", "from": 940, "to": 960},
    {"rank": "Initiated (Grade 9)", "from": 960, "to": 980},
    {"rank": "Initiated (Grade 10)", "from": 980, "to": 1000},
    {"rank": "Qualified (Grade 1)", "from": 1000, "to": 1020},
    {"rank": "Qualified (Grade 2)", "from": 1020, "to": 1040},
    {"rank": "Qualified (Grade 3)", "from": 1040, "to": 1060},
    {"rank": "Qualified (Grade 4)", "from": 1060, "to": 1080},
    {"rank": "Qualified (Grade 5)", "from": 1080, "to": 1100},
    {"rank": "Qualified (Grade 6)", "from": 1100, "to": 1120},
    {"rank": "Qualified (Grade 7)", "from": 1120, "to": 1140},
    {"rank": "Qualified (Grade 8)", "from": 1140, "to": 1160},
    {"rank": "Qualified (Grade 9)", "from": 1160, "to": 1180},
    {"rank": "Qualified (Grade 10)", "from": 1180, "to": 1200},
    {"rank": "Trained (Grade 1)", "from": 1200, "to": 1220},
    {"rank": "Trained (Grade 2)", "from": 1220, "to": 1240},
    {"rank": "Trained (Grade 3)", "from": 1240, "to": 1260},
    {"rank": "Trained (Grade 4)", "from": 1260, "to": 1280},
    {"rank": "Trained (Grade 5)", "from": 1280, "to": 1300},
    {"rank": "Trained (Grade 6)", "from": 1300, "to": 1320},
    {"rank": "Trained (Grade 7)", "from": 1320, "to": 1340},
    {"rank": "Trained (Grade 8)", "from": 1340, "to": 1360},
    {"rank": "Trained (Grade 9)", "from": 1360, "to": 1380},
    {"rank": "Trained (Grade 10)", "from": 1380, "to": 1400},
    {"rank": "Able (Grade 1)", "from": 1400, "to": 1420},
    {"rank": "Able (Grade 2)", "from": 1420, "to": 1440},
    {"rank": "Able (Grade 3)", "from": 1440, "to": 1460},
    {"rank": "Able (Grade 4)", "from": 1460, "to": 1480},
    {"rank": "Able (Grade 5)", "from": 1480, "to": 1500},
    {"rank": "Able (Grade 6)", "from": 1500, "to": 1520},
    {"rank": "Able (Grade 7)", "from": 1520, "to": 1540},
    {"rank": "Able (Grade 8)", "from": 1540, "to": 1560},
    {"rank": "Able (Grade 9)", "from": 1560, "to": 1580},
    {"rank": "Able (Grade 10)", "from": 1580, "to": 1600},
    {"rank": "Competent (Grade 1)", "from": 1600, "to": 1620},
    {"rank": "Competent (Grade 2)", "from": 1620, "to": 1640},
    {"rank": "Competent (Grade 3)", "from": 1640, "to": 1660},
    {"rank": "Competent (Grade 4)", "from": 1660, "to": 1680},
    {"rank": "Competent (Grade 5)", "from": 1680, "to": 1700},
    {"rank": "Competent (Grade 6)", "from": 1700, "to": 1720},
    {"rank": "Competent (Grade 7)", "from": 1720, "to": 1740},
    {"rank": "Competent (Grade 8)", "from": 1740, "to": 1760},
    {"rank": "Competent (Grade 9)", "from": 1760, "to": 1780},
    {"rank": "Competent (Grade 10)", "from": 1780, "to": 1800},
    {"rank": "Adept (Grade 1)", "from": 1800, "to": 1820},
    {"rank": "Adept (Grade 2)", "from": 1820, "to": 1840},
    {"rank": "Adept (Grade 3)", "from": 1840, "to": 1860},
    {"rank": "Adept (Grade 4)", "from": 1860, "to": 1880},
    {"rank": "Adept (Grade 5)", "from": 1880, "to": 1900},
    {"rank": "Adept (Grade 6)", "from": 1900, "to": 1920},
    {"rank": "Adept (Grade 7)", "from": 1920, "to": 1940},
    {"rank": "Adept (Grade 8)", "from": 1940, "to": 1960},
    {"rank": "Adept (Grade 9)", "from": 1960, "to": 1980},
    {"rank": "Adept (Grade 10)", "from": 1980, "to": 2000},
    {"rank": "Capable (Grade 1)", "from": 2000, "to": 2020},
    {"rank": "Capable (Grade 2)", "from": 2020, "to": 2040},
    {"rank": "Capable (Grade 3)", "from": 2040, "to": 2060},
    {"rank": "Capable (Grade 4)", "from": 2060, "to": 2080},
    {"rank": "Capable (Grade 5)", "from": 2080, "to": 2100},
    {"rank": "Capable (Grade 6)", "from": 2100, "to": 2120},
    {"rank": "Capable (Grade 7)", "from": 2120, "to": 2140},
    {"rank": "Capable (Grade 8)", "from": 2140, "to": 2160},
    {"rank": "Capable (Grade 9)", "from": 2160, "to": 2180},
    {"rank": "Capable (Grade 10)", "from": 2180, "to": 2200},
    {"rank": "Skilled (Grade 1)", "from": 2200, "to": 2220},
    {"rank": "Skilled (Grade 2)", "from": 2220, "to": 2240},
    {"rank": "Skilled (Grade 3)", "from": 2240, "to": 2260},
    {"rank": "Skilled (Grade 4)", "from": 2260, "to": 2280},
    {"rank": "Skilled (Grade 5)", "from": 2280, "to": 2300},
    {"rank": "Skilled (Grade 6)", "from": 2300, "to": 2320},
    {"rank": "Skilled (Grade 7)", "from": 2320, "to": 2340},
    {"rank": "Skilled (Grade 8)", "from": 2340, "to": 2360},
    {"rank": "Skilled (Grade 9)", "from": 2360, "to": 2380},
    {"rank": "Skilled (Grade 10)", "from": 2380, "to": 2400},
    {"rank": "Experienced (Grade 1)", "from": 2400, "to": 2420},
    {"rank": "Experienced (Grade 2)", "from": 2420, "to": 2440},
    {"rank": "Experienced (Grade 3)", "from": 2440, "to": 2460},
    {"rank": "Experienced (Grade 4)", "from": 2460, "to": 2480},
    {"rank": "Experienced (Grade 5)", "from": 2480, "to": 2500},
    {"rank": "Experienced (Grade 6)", "from": 2500, "to": 2520},
    {"rank": "Experienced (Grade 7)", "from": 2520, "to": 2540},
    {"rank": "Experienced (Grade 8)", "from": 2540, "to": 2560},
    {"rank": "Experienced (Grade 9)", "from": 2560, "to": 2580},
    {"rank": "Experienced (Grade 10)", "from": 2580, "to": 2600},
    {"rank": "Proficient (Grade 1)", "from": 2600, "to": 2620},
    {"rank": "Proficient (Grade 2)", "from": 2620, "to": 2640},
    {"rank": "Proficient (Grade 3)", "from": 2640, "to": 2660},
    {"rank": "Proficient (Grade 4)", "from": 2660, "to": 2680},
    {"rank": "Proficient (Grade 5)", "from": 2680, "to": 2700},
    {"rank": "Proficient (Grade 6)", "from": 2700, "to": 2720},
    {"rank": "Proficient (Grade 7)", "from": 2720, "to": 2740},
    {"rank": "Proficient (Grade 8)", "from": 2740, "to": 2760},
    {"rank": "Proficient (Grade 9)", "from": 2760, "to": 2780},
    {"rank": "Proficient (Grade 10)", "from": 2780, "to": 2800},
    {"rank": "Good (Grade 1)", "from": 2800, "to": 2820},
    {"rank": "Good (Grade 2)", "from": 2820, "to": 2840},
    {"rank": "Good (Grade 3)", "from": 2840, "to": 2860},
    {"rank": "Good (Grade 4)", "from": 2860, "to": 2880},
    {"rank": "Good (Grade 5)", "from": 2880, "to": 2900},
    {"rank": "Good (Grade 6)", "from": 2900, "to": 2920},
    {"rank": "Good (Grade 7)", "from": 2920, "to": 2940},
    {"rank": "Good (Grade 8)", "from": 2940, "to": 2960},
    {"rank": "Good (Grade 9)", "from": 2960, "to": 2980},
    {"rank": "Good (Grade 10)", "from": 2980, "to": 3000},
    {"rank": "Great (Grade 1)", "from": 3000, "to": 3020},
    {"rank": "Great (Grade 2)", "from": 3020, "to": 3040},
    {"rank": "Great (Grade 3)", "from": 3040, "to": 3060},
    {"rank": "Great (Grade 4)", "from": 3060, "to": 3080},
    {"rank": "Great (Grade 5)", "from": 3080, "to": 3100},
    {"rank": "Great (Grade 6)", "from": 3100, "to": 3120},
    {"rank": "Great (Grade 7)", "from": 3120, "to": 3140},
    {"rank": "Great (Grade 8)", "from": 3140, "to": 3160},
    {"rank": "Great (Grade 9)", "from": 3160, "to": 3180},
    {"rank": "Great (Grade 10)", "from": 3180, "to": 3200},
    {"rank": "Inspiring (Grade 1)", "from": 3200, "to": 3220},
    {"rank": "Inspiring (Grade 2)", "from": 3220, "to": 3240},
    {"rank": "Inspiring (Grade 3)", "from": 3240, "to": 3260},
    {"rank": "Inspiring (Grade 4)", "from": 3260, "to": 3280},
    {"rank": "Inspiring (Grade 5)", "from": 3280, "to": 3300},
    {"rank": "Inspiring (Grade 6)", "from": 3300, "to": 3320},
    {"rank": "Inspiring (Grade 7)", "from": 3320, "to": 3340},
    {"rank": "Inspiring (Grade 8)", "from": 3340, "to": 3360},
    {"rank": "Inspiring (Grade 9)", "from": 3360, "to": 3380},
    {"rank": "Inspiring (Grade 10)", "from": 3380, "to": 3400},
    {"rank": "Impressive (Grade 1)", "from": 3400, "to": 3420},
    {"rank": "Impressive (Grade 2)", "from": 3420, "to": 3440},
    {"rank": "Impressive (Grade 3)", "from": 3440, "to": 3460},
    {"rank": "Impressive (Grade 4)", "from": 3460, "to": 3480},
    {"rank": "Impressive (Grade 5)", "from": 3480, "to": 3500},
    {"rank": "Impressive (Grade 6)", "from": 3500, "to": 3520},
    {"rank": "Impressive (Grade 7)", "from": 3520, "to": 3540},
    {"rank": "Impressive (Grade 8)", "from": 3540, "to": 3560},
    {"rank": "Impressive (Grade 9)", "from": 3560, "to": 3580},
    {"rank": "Impressive (Grade 10)", "from": 3580, "to": 3600},
    {"rank": "Veteran (Grade 1)", "from": 3600, "to": 3620},
    {"rank": "Veteran (Grade 2)", "from": 3620, "to": 3640},
    {"rank": "Veteran (Grade 3)", "from": 3640, "to": 3660},
    {"rank": "Veteran (Grade 4)", "from": 3660, "to": 3680},
    {"rank": "Veteran (Grade 5)", "from": 3680, "to": 3700},
    {"rank": "Veteran (Grade 6)", "from": 3700, "to": 3720},
    {"rank": "Veteran (Grade 7)", "from": 3720, "to": 3740},
    {"rank": "Veteran (Grade 8)", "from": 3740, "to": 3760},
    {"rank": "Veteran (Grade 9)", "from": 3760, "to": 3780},
    {"rank": "Veteran (Grade 10)", "from": 3780, "to": 3800},
    {"rank": "Professional (Grade 1)", "from": 3800, "to": 3820},
    {"rank": "Professional (Grade 2)", "from": 3820, "to": 3840},
    {"rank": "Professional (Grade 3)", "from": 3840, "to": 3860},
    {"rank": "Professional (Grade 4)", "from": 3860, "to": 3880},
    {"rank": "Professional (Grade 5)", "from": 3880, "to": 3900},
    {"rank": "Professional (Grade 6)", "from": 3900, "to": 3920},
    {"rank": "Professional (Grade 7)", "from": 3920, "to": 3940},
    {"rank": "Professional (Grade 8)", "from": 3940, "to": 3960},
    {"rank": "Professional (Grade 9)", "from": 3960, "to": 3980},
    {"rank": "Professional (Grade 10)", "from": 3980, "to": 4000},
    {"rank": "Specialist (Grade 1)", "from": 4000, "to": 4020},
    {"rank": "Specialist (Grade 2)", "from": 4020, "to": 4040},
    {"rank": "Specialist (Grade 3)", "from": 4040, "to": 4060},
    {"rank": "Specialist (Grade 4)", "from": 4060, "to": 4080},
    {"rank": "Specialist (Grade 5)", "from": 4080, "to": 4100},
    {"rank": "Specialist (Grade 6)", "from": 4100, "to": 4120},
    {"rank": "Specialist (Grade 7)", "from": 4120, "to": 4140},
    {"rank": "Specialist (Grade 8)", "from": 4140, "to": 4160},
    {"rank": "Specialist (Grade 9)", "from": 4160, "to": 4180},
    {"rank": "Specialist (Grade 10)", "from": 4180, "to": 4200},
    {"rank": "Advanced (Grade 1)", "from": 4200, "to": 4230},
    {"rank": "Advanced (Grade 2)", "from": 4230, "to": 4260},
    {"rank": "Advanced (Grade 3)", "from": 4260, "to": 4290},
    {"rank": "Advanced (Grade 4)", "from": 4290, "to": 4320},
    {"rank": "Advanced (Grade 5)", "from": 4320, "to": 4350},
    {"rank": "Advanced (Grade 6)", "from": 4350, "to": 4380},
    {"rank": "Advanced (Grade 7)", "from": 4380, "to": 4410},
    {"rank": "Advanced (Grade 8)", "from": 4410, "to": 4440},
    {"rank": "Advanced (Grade 9)", "from": 4440, "to": 4470},
    {"rank": "Advanced (Grade 10)", "from": 4470, "to": 4500},
    {"rank": "Remarkable (Grade 1)", "from": 4500, "to": 4530},
    {"rank": "Remarkable (Grade 2)", "from": 4530, "to": 4560},
    {"rank": "Remarkable (Grade 3)", "from": 4560, "to": 4590},
    {"rank": "Remarkable (Grade 4)", "from": 4590, "to": 4620},
    {"rank": "Remarkable (Grade 5)", "from": 4620, "to": 4650},
    {"rank": "Remarkable (Grade 6)", "from": 4650, "to": 4680},
    {"rank": "Remarkable (Grade 7)", "from": 4680, "to": 4710},
    {"rank": "Remarkable (Grade 8)", "from": 4710, "to": 4740},
    {"rank": "Remarkable (Grade 9)", "from": 4740, "to": 4770},
    {"rank": "Remarkable (Grade 10)", "from": 4770, "to": 4800},
    {"rank": "Expert (Grade 1)", "from": 4800, "to": 4830},
    {"rank": "Expert (Grade 2)", "from": 4830, "to": 4860},
    {"rank": "Expert (Grade 3)", "from": 4860, "to": 4890},
    {"rank": "Expert (Grade 4)", "from": 4890, "to": 4920},
    {"rank": "Expert (Grade 5)", "from": 4920, "to": 4950},
    {"rank": "Expert (Grade 6)", "from": 4950, "to": 4980},
    {"rank": "Expert (Grade 7)", "from": 4980, "to": 5010},
    {"rank": "Expert (Grade 8)", "from": 5010, "to": 5040},
    {"rank": "Expert (Grade 9)", "from": 5040, "to": 5070},
    {"rank": "Expert (Grade 10)", "from": 5070, "to": 5100},
    {"rank": "Exceptional (Grade 1)", "from": 5100, "to": 5130},
    {"rank": "Exceptional (Grade 2)", "from": 5130, "to": 5160},
    {"rank": "Exceptional (Grade 3)", "from": 5160, "to": 5190},
    {"rank": "Exceptional (Grade 4)", "from": 5190, "to": 5220},
    {"rank": "Exceptional (Grade 5)", "from": 5220, "to": 5250},
    {"rank": "Exceptional (Grade 6)", "from": 5250, "to": 5280},
    {"rank": "Exceptional (Grade 7)", "from": 5280, "to": 5310},
    {"rank": "Exceptional (Grade 8)", "from": 5310, "to": 5340},
    {"rank": "Exceptional (Grade 9)", "from": 5340, "to": 5370},
    {"rank": "Exceptional (Grade 10)", "from": 5370, "to": 5400},
    {"rank": "Amazing (Grade 1)", "from": 5400, "to": 5430},
    {"rank": "Amazing (Grade 2)", "from": 5430, "to": 5460},
    {"rank": "Amazing (Grade 3)", "from": 5460, "to": 5490},
    {"rank": "Amazing (Grade 4)", "from": 5490, "to": 5520},
    {"rank": "Amazing (Grade 5)", "from": 5520, "to": 5550},
    {"rank": "Amazing (Grade 6)", "from": 5550, "to": 5580},
    {"rank": "Amazing (Grade 7)", "from": 5580, "to": 5610},
    {"rank": "Amazing (Grade 8)", "from": 5610, "to": 5640},
    {"rank": "Amazing (Grade 9)", "from": 5640, "to": 5670},
    {"rank": "Amazing (Grade 10)", "from": 5670, "to": 5700},
    {"rank": "Incredible (Grade 1)", "from": 5700, "to": 5730},
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    {"rank": "Incredible (Grade 5)", "from": 5820, "to": 5850},
    {"rank": "Incredible (Grade 6)", "from": 5850, "to": 5880},
    {"rank": "Incredible (Grade 7)", "from": 5880, "to": 5910},
    {"rank": "Incredible (Grade 8)", "from": 5910, "to": 5940},
    {"rank": "Incredible (Grade 9)", "from": 5940, "to": 5970},
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    {"rank": "Marvelous (Grade 4)", "from": 6090, "to": 6120},
    {"rank": "Marvelous (Grade 5)", "from": 6120, "to": 6150},
    {"rank": "Marvelous (Grade 6)", "from": 6150, "to": 6180},
    {"rank": "Marvelous (Grade 7)", "from": 6180, "to": 6210},
    {"rank": "Marvelous (Grade 8)", "from": 6210, "to": 6240},
    {"rank": "Marvelous (Grade 9)", "from": 6240, "to": 6270},
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    {"rank": "Astonishing (Grade 5)", "from": 6420, "to": 6450},
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    {"rank": "Astonishing (Grade 8)", "from": 6510, "to": 6540},
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    {"rank": "Outstanding (Grade 4)", "from": 6690, "to": 6720},
    {"rank": "Outstanding (Grade 5)", "from": 6720, "to": 6750},
    {"rank": "Outstanding (Grade 6)", "from": 6750, "to": 6780},
    {"rank": "Outstanding (Grade 7)", "from": 6780, "to": 6810},
    {"rank": "Outstanding (Grade 8)", "from": 6810, "to": 6840},
    {"rank": "Outstanding (Grade 9)", "from": 6840, "to": 6870},
    {"rank": "Outstanding (Grade 10)", "from": 6870, "to": 6900},
    {"rank": "Champion (Grade 1)", "from": 6900, "to": 6930},
    {"rank": "Champion (Grade 2)", "from": 6930, "to": 6960},
    {"rank": "Champion (Grade 3)", "from": 6960, "to": 6990},
    {"rank": "Champion (Grade 4)", "from": 6990, "to": 7020},
    {"rank": "Champion (Grade 5)", "from": 7020, "to": 7050},
    {"rank": "Champion (Grade 6)", "from": 7050, "to": 7080},
    {"rank": "Champion (Grade 7)", "from": 7080, "to": 7110},
    {"rank": "Champion (Grade 8)", "from": 7110, "to": 7140},
    {"rank": "Champion (Grade 9)", "from": 7140, "to": 7170},
    {"rank": "Champion (Grade 10)", "from": 7170, "to": 7200},
    {"rank": "Elite (Grade 1)", "from": 7200, "to": 7230},
    {"rank": "Elite (Grade 2)", "from": 7230, "to": 7260},
    {"rank": "Elite (Grade 3)", "from": 7260, "to": 7290},
    {"rank": "Elite (Grade 4)", "from": 7290, "to": 7320},
    {"rank": "Elite (Grade 5)", "from": 7320, "to": 7350},
    {"rank": "Elite (Grade 6)", "from": 7350, "to": 7380},
    {"rank": "Elite (Grade 7)", "from": 7380, "to": 7410},
    {"rank": "Elite (Grade 8)", "from": 7410, "to": 7440},
    {"rank": "Elite (Grade 9)", "from": 7440, "to": 7470},
    {"rank": "Elite (Grade 10)", "from": 7470, "to": 7500},
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    {"rank": "Superior (Grade 2)", "from": 7530, "to": 7560},
    {"rank": "Superior (Grade 3)", "from": 7560, "to": 7590},
    {"rank": "Superior (Grade 4)", "from": 7590, "to": 7620},
    {"rank": "Superior (Grade 5)", "from": 7620, "to": 7650},
    {"rank": "Superior (Grade 6)", "from": 7650, "to": 7680},
    {"rank": "Superior (Grade 7)", "from": 7680, "to": 7710},
    {"rank": "Superior (Grade 8)", "from": 7710, "to": 7740},
    {"rank": "Superior (Grade 9)", "from": 7740, "to": 7770},
    {"rank": "Superior (Grade 10)", "from": 7770, "to": 7800},
    {"rank": "Supreme (Grade 1)", "from": 7800, "to": 7830},
    {"rank": "Supreme (Grade 2)", "from": 7830, "to": 7860},
    {"rank": "Supreme (Grade 3)", "from": 7860, "to": 7890},
    {"rank": "Supreme (Grade 4)", "from": 7890, "to": 7920},
    {"rank": "Supreme (Grade 5)", "from": 7920, "to": 7950},
    {"rank": "Supreme (Grade 6)", "from": 7950, "to": 7980},
    {"rank": "Supreme (Grade 7)", "from": 7980, "to": 8010},
    {"rank": "Supreme (Grade 8)", "from": 8010, "to": 8040},
    {"rank": "Supreme (Grade 9)", "from": 8040, "to": 8070},
    {"rank": "Supreme (Grade 10)", "from": 8070, "to": 8100}
  ],
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}