I have created an alternate strength of schedule calculation. Essentially, it is the minimum OPR required of a team to go 8-2 in qualifications.
For me personally, I don't really care about rank unless the rank is <12. Since teams with records 8-2 or better will likely exclusively make up this group, I created a metric to see how hard it would be for a given team to achieve this record. Unsurprisngly, if this value is less than a team's OPR, then they are predicted to go 8-2 or better. If this value is greater than a team's OPR, then they can know approximately how hard they will have to work to go 8-2 or better.
Code:
team # OPR required to go 8-2
1610 35.2
3138 48.1
5148 48.6
2980 52.8
3309 54.5
353 55.7
4945 58.7
494 60.5
4719 63.7
1310 67.1
4967 68
1318 70.1
45 70.3
3098 71.1
4965 71.2
3480 71.5
365 72.5
1108 73.4
4982 73.7
3504 77
3683 77.3
1266 78
4488 78
4991 78
714 80
1683 80.4
973 82.3
5098 82.8
3191 83.6
4060 85.1
3103 85.5
5012 85.6
176 85.8
228 88.5
862 89.6
1515 90.6
4176 91.5
869 93.8
1730 95.7
1218 95.8
2471 96
67 97.6
1775 98.3
79 98.6
2642 98.9
1717 99.7
5145 100.1
836 100.6
2122 100.7
4979 100.7
558 100.9
1334 101.2
188 101.7
2052 102
3008 102.4
126 104.9
3360 105.7
604 106.1
4940 108.1
2481 108.3
2665 108.5
217 108.9
2337 108.9
2424 109.2
884 109.5
1756 110.3
4985 110.4
488 110.8
2974 111.8
70 114.7
1023 118
4063 119
1011 119.1
5122 121.4
766 123
2177 123.1
4476 123.9
3316 126.5
2135 126.6
5137 126.9
2363 127.2
4917 127.2
955 128.1
857 130.5
4288 131
771 131.8
1153 132.2
3937 133.3
5320 133.3
193 133.4
225 135.5
179 137
303 138.3
148 141.4
3310 142
337 143.4
4256 144.8
4536 145.7
1885 150.1
384 154.6
average = 100.8
standard deviation = 26.5