Serving Kentucky's Schools and Student Athletes Since 1917

RPI Details

September 29, 2019 Working General

Print

Official Team RPI for 2023 Football

Return to list of sports

These are the official 2023 Football RPI standings. Only Regular Season games are included in calculations. For the Current Season only games played up to the previous day are included. RPI is not calculated for teams having missing scores from the previous day or earlier.

For more information about how the KHSAA calculates and uses RPI, visit https://khsaa.org/rpi-ratings-percentage-index/.

Click on a team to see more details of the RPI calculation and a list of opponents.

Class: District:
Region:
Click on column to sort
Compiled on October 3, '23 8:00 PM
Rank Team Class Region District WL RPI
Games
WP OWP OOWP RPI
1 4A 1 4 6 - 0 6 1.13260 1.27601 1.45392 1.27919
2 2A 1 2 7 - 0 7 1.43712 .96385 1.28936 1.22715
3 6A 1 5 4 - 2 6 .66667 1.72331 1.28586 1.22225
4 1A 1 2 6 - 0 6 1.40161 1.20019 1.03582 1.22138
5 4A 1 5 7 - 0 7 1.13511 1.22580 1.24918 1.20107
6 3A 1 3 6 - 1 7 1.12644 1.13036 1.32291 1.18675
7 6A 1 4 5 - 1 6 .83333 1.38344 1.23144 1.14530
8 6A 1 8 4 - 2 6 .66667 1.54005 1.23681 1.14339
9 4A 1 1 7 - 0 7 1.11366 1.11364 1.20676 1.14158
10 5A 1 6 6 - 1 7 .83886 1.29775 1.29724 1.13699
11 2A 1 4 6 - 1 7 .97436 1.33882 1.08194 1.13419
12 5A 1 2 5 - 1 6 .88334 1.25192 1.28007 1.13136
13 4A 1 4 4 - 3 7 .61753 1.74075 1.00824 1.12787
14 2A 1 1 5 - 1 6 1.22343 .93764 1.22222 1.12304
15 6A 1 3 5 - 1 6 .83333 1.44262 1.07200 1.11818
16 4A 1 7 6 - 0 6 1.00332 1.20624 1.11456 1.10771
17 2A 1 5 6 - 1 7 1.14549 1.11044 1.03100 1.09887
18 5A 1 8 4 - 2 6 .66667 1.36631 1.24449 1.08489
19 3A 1 7 6 - 1 7 .98881 1.17511 1.06071 1.07558
20 1A 1 8 3 - 2 5 .91807 1.11695 1.16581 1.06200
21 6A 1 3 4 - 3 7 .57143 1.45101 1.16986 1.05881
22 6A 1 6 2 - 4 6 .31159 1.77947 1.08430 1.05716
23 2A 1 3 6 - 1 7 1.12736 1.03755 .97796 1.05111
24 1A 1 6 4 - 2 6 .75334 1.31876 1.02481 1.03268
25 3A 1 4 6 - 1 7 1.02042 .98826 1.09443 1.03137
26 6A 1 4 5 - 1 6 .75451 1.16992 1.17522 1.02611
27 4A 1 6 7 - 0 7 1.02145 1.03437 1.01684 1.02459
28 6A 1 7 4 - 3 7 .57143 1.17321 1.35182 1.01617
29 5A 1 5 6 - 1 7 .90001 1.09596 1.05695 1.01567
30 3A 1 5 2 - 4 6 .50696 1.43042 1.12156 1.01455
31 3A 1 1 7 - 0 7 1.02744 .97683 1.02826 1.00997
32 5A 1 8 3 - 3 6 .52500 1.46344 1.03392 1.00613
33 1A 1 2 7 - 0 7 1.20581 .79727 1.01022 1.00414
34 4A 1 8 6 - 0 6 1.07882 .88271 1.02839 .99505
35 6A 1 6 3 - 2 5 .57391 1.30617 1.10787 .99039
36 5A 1 2 5 - 2 7 .75715 1.02596 1.19699 .98319
37 6A 1 1 1 - 5 6 .16667 1.76683 1.02009 .98275
38 5A 1 1 4 - 3 7 .59286 1.26198 1.10605 .98101
39 5A 1 2 5 - 2 7 .71707 1.22793 .98028 .97483
40 4A 1 4 3 - 4 7 .49613 1.31911 1.12091 .97161
41 5A 1 3 6 - 1 7 .82021 1.00438 1.10756 .97087
42 6A 1 3 4 - 2 6 .66667 1.16456 1.09633 .96983
43 3A 1 2 7 - 0 7 1.02140 .76079 1.14240 .96648
44 3A 1 2 7 - 0 7 1.17022 .70287 1.03186 .96514
45 5A 1 5 4 - 2 6 .71667 1.00739 1.19335 .96143
46 1A 1 2 3 - 3 6 .79806 1.24544 .80771 .95754
47 3A 1 3 3 - 4 7 .54905 1.21390 1.13019 .95609
48 5A 1 5 5 - 2 7 .71707 1.00701 1.17186 .95498
49 4A 1 4 3 - 4 7 .45002 1.54998 .84882 .95465
50 6A 1 2 2 - 4 6 .33333 1.36615 1.18540 .95044
51 2A 1 1 3 - 3 6 .54997 1.39366 .89357 .94834
52 1A 1 6 6 - 0 6 1.17838 .71889 .94263 .94684
53 3A 1 2 6 - 1 7 .95295 .81743 1.06644 .93956
54 1A 1 2 4 - 3 7 .76709 1.11920 .92834 .93871
55 3A 1 7 6 - 1 7 .92461 .92697 .95715 .93520
56 5A 1 5 4 - 1 5 .80000 1.01903 .97430 .92895
57 5A 1 6 5 - 2 7 .77858 .85150 1.19360 .92861
58 3A 1 1 5 - 2 7 .80642 1.07840 .86098 .91798
59 2A 1 1 5 - 2 7 .96309 .76980 1.01333 .91051
60 6A 1 5 4 - 3 7 .57143 1.17997 .98236 .90770
61 6A 1 5 3 - 3 6 .47826 1.14817 1.12643 .90718
62 4A 1 7 5 - 2 7 .69567 .95748 1.09247 .90634
63 5A 1 3 2 - 5 7 .30715 1.35921 1.07512 .90576
64 6A 1 2 3 - 4 7 .42857 1.17703 1.13336 .90197
65 2A 1 6 5 - 2 7 .84916 .95864 .88205 .89734
66 6A 1 4 5 - 1 6 .76197 .83997 1.10796 .89307
67 6A 1 5 2 - 4 6 .33333 1.31387 1.04996 .89151
68 5A 1 7 5 - 2 7 .68223 .95632 1.03404 .88371
69 3A 1 2 4 - 3 7 .59283 1.11040 .93692 .87721
70 4A 1 3 5 - 2 7 .78184 .81302 1.06326 .87718
71 3A 1 8 4 - 3 7 .59283 1.12202 .92124 .87657
72 1A 1 5 6 - 0 6 1.07861 .77358 .75608 .87509
73 4A 1 1 2 - 5 7 .28571 1.53602 .77870 .87122
74 5A 1 6 2 - 4 6 .33333 1.29723 1.00130 .87109
75 4A 1 1 5 - 2 7 .76039 .83840 1.01880 .86522
76 3A 1 5 6 - 0 6 .99752 .72690 .87025 .86462
77 5A 1 1 4 - 3 7 .52251 1.08514 1.00364 .86377
78 6A 1 3 5 - 2 7 .67943 .67643 1.29305 .86246
79 6A 1 8 4 - 2 6 .64492 .80116 1.18028 .86021
80 4A 1 8 4 - 2 6 .58545 1.08817 .89344 .85380
81 4A 1 6 3 - 3 6 .50000 1.20789 .83642 .84869
82 4A 1 4 4 - 2 6 .77051 .62936 1.19485 .84841
83 4A 1 8 4 - 2 6 .71672 .94429 .88638 .84727
84 3A 1 3 0 - 7 7 .00000 1.56075 1.00203 .84687
85 4A 1 2 4 - 3 7 .59288 1.05595 .89100 .84439
86 4A 1 1 5 - 2 7 .80649 .62198 1.13810 .84140
87 3A 1 1 5 - 2 7 .80315 .84032 .87856 .83878
88 6A 1 8 2 - 3 5 .40000 1.25665 .85142 .83525
89 5A 1 4 6 - 1 7 .82231 .75937 .93651 .83454
90 4A 1 6 4 - 3 7 .58272 .98875 .94675 .83404
91 2A 1 4 5 - 2 7 .82774 .84850 .82209 .83331
92 5A 1 6 4 - 3 7 .61429 .83582 1.08286 .83240
93 4A 1 3 7 - 0 7 1.02145 .51034 .97928 .82991
94 6A 1 1 3 - 3 6 .35727 1.06847 1.09849 .82855
95 2A 1 5 4 - 3 7 .69184 .85236 .95642 .82740
96 4A 1 2 5 - 2 7 .73574 .77721 .97957 .82340
97 3A 1 6 4 - 3 7 .59283 1.07566 .76529 .81356
98 4A 1 6 4 - 3 7 .59288 1.00361 .84892 .81345
99 3A 1 8 4 - 2 6 .77034 .67749 1.01690 .81181
100 4A 1 2 3 - 4 7 .42857 1.11210 .89544 .80787
101 4A 1 7 4 - 3 7 .59288 .90593 .93851 .80614
102 4A 1 7 5 - 2 7 .72238 .84150 .84570 .80107
103 5A 1 7 3 - 4 7 .47143 .98374 .96672 .79933
104 4A 1 5 4 - 2 6 .66667 .79858 .95369 .79894
105 1A 1 3 4 - 2 6 .93172 .73283 .71136 .79600
106 5A 1 1 1 - 6 7 .14286 1.29177 .94965 .78701
107 4A 1 5 4 - 2 6 .69170 .69338 1.00384 .78593
108 1A 1 3 2 - 4 6 .48299 .97606 .91039 .78379
109 3A 1 7 5 - 1 6 .82476 .70694 .81035 .77920
110 6A 1 6 1 - 5 6 .16667 1.11017 1.09832 .77639
111 5A 1 1 5 - 2 7 .63054 .82543 .87920 .77335
112 3A 1 6 4 - 2 6 .77844 .67301 .87109 .76934
113 4A 1 8 4 - 2 6 .56904 .80050 .95731 .76653
114 3A 1 6 4 - 2 6 .71660 .64709 .95729 .76448
115 6A 1 1 1 - 5 6 .16667 1.16519 .98284 .76100
116 6A 1 6 2 - 4 6 .24956 1.17753 .87020 .76054
117 2A 1 6 0 - 6 6 .00000 1.35409 .95195 .75952
118 6A 1 8 2 - 5 7 .26708 .89364 1.16188 .75482
119 5A 1 8 2 - 5 7 .28571 1.06071 .94511 .75478
120 6A 1 2 3 - 4 7 .39372 .94400 .94231 .75089
121 2A 1 5 2 - 4 6 .38703 .92849 .96086 .74869
122 2A 1 8 3 - 3 6 .52498 .92275 .80422 .74797
123 2A 1 8 6 - 0 6 1.02498 .49624 .71109 .74576
124 5A 1 4 4 - 2 6 .64491 .69191 .92579 .74562
125 3A 1 4 4 - 3 7 .61423 .74564 .89824 .74543
126 3A 1 4 4 - 3 7 .63890 .61027 1.02578 .74494
127 3A 1 7 4 - 2 6 .64494 .70293 .90743 .74398
128 5A 1 1 2 - 5 7 .28571 1.08005 .88194 .74260
129 2A 1 2 3 - 4 7 .50296 .91816 .81551 .74204
130 2A 1 6 4 - 2 6 .69165 .74763 .78781 .74009
131 2A 1 3 3 - 4 7 .53555 .74635 .97133 .74006
132 2A 1 8 5 - 1 6 .88330 .56415 .76698 .73670
133 4A 1 1 1 - 6 7 .14286 1.21482 .86984 .73614
134 3A 1 1 5 - 2 7 .67949 .58033 .97280 .73278
135 4A 1 3 1 - 5 6 .16667 1.17494 .86536 .72917
136 5A 1 3 3 - 4 7 .36743 .81115 1.05327 .72848
137 6A 1 7 1 - 6 7 .12422 1.07005 1.02671 .72601
138 2A 1 7 4 - 3 7 .59284 .92174 .65263 .72590
139 1A 1 5 4 - 2 6 .69161 .77262 .70764 .72477
140 5A 1 4 3 - 4 7 .42857 .86880 .90025 .72415
141 5A 1 4 3 - 3 6 .44293 .78768 .97166 .72221
142 3A 1 1 2 - 5 7 .28571 1.00214 .89989 .72072
143 5A 1 4 1 - 6 7 .10802 1.13241 .93785 .71551
144 4A 1 5 2 - 4 6 .33333 .98372 .84394 .71415
145 1A 1 4 4 - 2 6 .73154 .76203 .62136 .70916
146 5A 1 5 0 - 6 6 .00000 1.29156 .85365 .70814
147 3A 1 3 1 - 6 7 .14286 1.08740 .92208 .70721
148 6A 1 7 1 - 5 6 .14492 1.12193 .87338 .70541
149 3A 1 8 3 - 3 6 .50000 .90963 .69219 .70103
150 3A 1 4 2 - 5 7 .33178 .93557 .85730 .70076
151 2A 1 4 1 - 5 6 .16667 1.12325 .83001 .70047
152 2A 1 6 2 - 5 7 .30713 .89341 .92355 .69725
153 2A 1 5 4 - 2 6 .66995 .64211 .78525 .69480
154 1A 1 7 3 - 2 5 .70401 .68328 .69392 .69373
155 2A 1 4 2 - 5 7 .29689 1.07927 .70537 .69327
156 2A 1 5 4 - 3 7 .57425 .75635 .73540 .68633
157 1A 1 5 1 - 5 6 .29138 1.04056 .73093 .68546
158 1A 1 8 2 - 4 6 .38322 .94192 .72865 .68239
159 3A 1 1 2 - 5 7 .25092 1.04400 .76230 .68191
160 1A 1 7 4 - 2 6 .84505 .43848 .77491 .68171
161 2A 1 7 4 - 3 7 .61426 .74870 .67992 .68101
162 5A 1 8 4 - 3 7 .51794 .54817 1.02388 .68031
163 1A 1 8 1 - 6 7 .24976 .92321 .89508 .67906
164 3A 1 2 1 - 6 7 .14286 1.08293 .82770 .67733
165 6A 1 2 1 - 6 7 .09393 1.00664 .97376 .67733
166 6A 1 4 4 - 2 6 .56115 .53724 .95479 .67087
167 4A 1 1 2 - 5 7 .30717 .87211 .85454 .66911
168 4A 1 6 1 - 5 6 .14495 1.14083 .72828 .66851
169 5A 1 7 2 - 5 7 .25088 .95621 .81748 .66772
170 2A 1 1 0 - 7 7 .00000 1.08440 .95723 .66671
171 2A 1 5 3 - 3 6 .47830 .77114 .76327 .66629
172 6A 1 7 0 - 6 6 .00000 1.04239 .99327 .66282
173 2A 1 7 3 - 4 7 .42857 .73326 .85236 .66235
174 4A 1 2 2 - 5 7 .28571 .91629 .79024 .65777
175 1A 1 4 3 - 3 6 .55367 .71943 .68777 .65192
176 5A 1 2 1 - 6 7 .09394 .96433 .89679 .63943
177 1A 1 4 2 - 4 6 .33333 .86693 .72648 .63804
178 4A 1 3 1 - 5 6 .16667 .97376 .77767 .63245
179 1A 1 6 3 - 4 7 .52057 .69073 .67749 .62720
180 6A 1 1 2 - 4 6 .26197 .80495 .84154 .62588
181 1A 1 3 2 - 4 6 .38700 .77778 .71613 .62251
182 2A 1 3 1 - 6 7 .14286 .96269 .78186 .62150
183 4A 1 4 4 - 2 6 .55470 .45004 .89910 .62139
184 2A 1 3 3 - 3 6 .48433 .63235 .76382 .61998
185 1A 1 4 3 - 3 6 .60292 .62414 .62474 .61689
186 4A 1 7 1 - 6 7 .16431 .85105 .85119 .61073
187 4A 1 2 2 - 5 7 .25091 .74465 .87309 .61037
188 1A 1 1 1 - 6 7 .14286 .86467 .84745 .60687
189 5A 1 1 3 - 4 7 .37966 .56571 .91840 .60640
190 5 - 2 7 .80335 .32886 .68258 .60105
191 1A 1 3 3 - 3 6 .50000 .66583 .61616 .59289
192 3A 1 6 1 - 5 6 .16667 .83748 .75049 .57660
193 5A 1 8 0 - 6 6 .00000 .91800 .84279 .57414
194 1A 1 1 3 - 4 7 .44995 .56777 .71354 .57027
195 3A 1 7 0 - 6 6 .00000 .99369 .73575 .56851
196 4A 1 5 0 - 7 7 .00000 .96945 .76275 .56813
197 4 - 3 7 .66050 .43903 .60630 .56672
198 3A 1 8 2 - 5 7 .28571 .60459 .82515 .55915
199 3A 1 5 0 - 6 6 .00000 .94438 .73875 .55216
200 5A 1 6 2 - 4 6 .33333 .47486 .89744 .55210
201 2A 1 2 4 - 3 7 .57143 .36016 .74939 .55087
202 1A 1 7 1 - 6 7 .14286 .78325 .75290 .55001
203 3A 1 6 2 - 4 6 .33333 .58357 .73797 .54230
204 4A 1 3 1 - 6 7 .16431 .76590 .71901 .54128
205 4A 1 3 1 - 6 7 .14286 .65141 .84771 .53231
206 2A 1 8 3 - 3 6 .41869 .50168 .65040 .51725
207 5A 1 6 1 - 5 6 .16667 .55700 .87855 .51685
208 1A 1 7 1 - 6 7 .14286 .80297 .60881 .51368
209 5A 1 7 0 - 6 6 .00000 .73206 .85167 .51172
210 3A 1 6 1 - 5 6 .16667 .64432 .71909 .49957
211 1A 1 7 2 - 4 6 .35828 .55958 .55973 .48917
212 5A 1 3 0 - 7 7 .00000 .69940 .76361 .47387
213 2A 1 2 1 - 6 7 .14286 .62104 .68748 .47361
214 2A 1 4 0 - 7 7 .00000 .58435 .84528 .45811
215 3A 1 5 0 - 6 6 .00000 .66602 .71987 .44907
216 2A 1 7 2 - 5 7 .21602 .61429 .52469 .44802
217 1A 1 5 0 - 6 6 .00000 .80033 .53949 .44196
218 3A 1 8 1 - 5 6 .12607 .55772 .62369 .42643
219 1A 1 1 0 - 7 7 .00000 .65819 .58595 .40615
220 1A 1 6 1 - 6 7 .14286 .53718 .55806 .40543
221 1 - 4 5 .20000 .52193 .49499 .40117
222 1A 1 1 0 - 6 6 .00000 .52840 .58123 .35931
223 0 - 6 6 .00000 .57852 .50447 .35382
Legend:
  • WL: Win-Loss Record
  • WP: Winning Percentage
  • OWP: Opponents' Winning Percentage
  • OOWP: Opponents' Opponents' Winning Percentage
  • RPI: Rating Percentage Index
Print


icon-angle icon-bars icon-times