The basis of the experience modification shall be a comparison of the actual losses charged to an employer during the experience period with the expected losses for an average employer reporting the same exposures in each classification. The comparison shall contain actuarial refinements designed to weigh the extent to which the actual experience is credible, due consideration being given to the volume of the employer's experience. Except for those employers who qualify for an adjusted experience modification as specified in WAC 296-17-860 or 296-17-865, the experience modification factor shall be calculated from the formula:

EXPERIENCE MODIFICATION FACTOR	=	(Credible Actual Primary Loss + Credible Actual Excess Loss)/Expected Loss
Where
Credible Actual Primary Loss	=	Actual Primary Loss x Primary Credibility
	+	Expected Primary Loss x (100% - Primary Credibility)
Credible Actual Excess Loss	=	Actual Excess Loss x Excess Credibility
	+	Expected Excess Loss x (100% - Excess Credibility)

The meaning and function of each term in the formula is specified below.

For each claim, the actual primary loss is the first dollar portion of the claim costs, which has been shown in actuarial studies, to have the greater credibility in predicting future experience. These amounts are summed over all claims. For each claim in excess of (($25,170))$25,750 the actual primary loss shall be determined from the formula:

Primary Loss	=	((62,920))64,380	x Total Loss
		(Total Loss + ((37,750))38,630)

For each claim, less than (($25,170))$25,750 the full value of the claim shall be considered a primary loss.

For each claim, the excess actual loss is the remaining portion of the claim costs, which have been shown in actuarial studies to have less credibility in predicting future experience. The excess actual loss for each claim shall be determined by subtracting the primary loss from the total loss. These amounts are summed over all claims.

For any claim without disability benefits (time loss, partial permanent disability, total permanent disability or death) either actually paid or estimated to be paid, the total actual losses for calculating the primary loss and excess loss shall first be reduced by the lesser of (($3,670))$3,930 or the total cost of the claim. Here are some examples for these claims:

Total Loss	Type of Claim	Total Loss (after deduction)	Primary Loss	Excess Loss
((2,000	Medical Only	0	0	0
5,000	Medical Only	1,330	1,330	0
5,000	Timeloss	5,000	5,000	0
30,000	Medical Only	26,330	25,853	477
30,000	Timeloss	30,000	27,861	2,139
90,000	PPD	90,000	44,327	45,673
150,000	PPD	150,000	50,269	99,731
500,000	TPD Pension	405,520	57,562	347,958
2,000,000	TPD Pension	405,520	57,562	347,958))
2,000	Medical Only	0	0	0
5,000	Medical Only	1,070	1,070	0
5,000	Timeloss	5,000	5,000	0
30,000	Medical Only	26,070	25,941	129
30,000	Timeloss	30,000	28,142	1,858
90,000	PPD	90,000	45,045	44,955
150,000	PPD	150,000	51,195	98,805
500,000	TPD Pension	417,090	58,923	358,167
2,000,000	TPD Pension	417,090	58,923	358,167

Note:

The deduction, (($3,670))$3,930, is twice the average case incurred cost of these types of claims occurring during the three-year period used for experience rating. On average this results in reducing the average actual loss about 70 percent for these types of claims adjusted. This is done to help make the transition between the two different experience rating methods better by helping make the change in experience factor reasonable for small changes to the actual losses.

For each employer, the primary credibility and the excess credibility determines the percentage weight given to the corresponding actual primary losses and the actual excess losses, included in the calculation of the experience modification, based on the volume of expected losses. Primary credibility and excess credibility values are set forth in Table II.

An employer's expected losses shall be determined by summing the expected loss for each of the three years of the experience period, which are calculated by multiplying the reported exposure in each classification during the year by the corresponding classification expected loss rate and rounding the result to the nearest cent. Classification expected loss rates by year are set forth in Table III.

Expected losses in each classification shall be multiplied by the classification "Primary-Ratio" to obtain "expected primary losses" which shall be rounded to the nearest cent. Expected excess losses shall then be calculated by subtracting expected primary losses from expected total losses rounded to the nearest cent. Primary-Ratios are also set forth in Table III.

PRIMARY AND EXCESS CREDIBILITY VALUES

Effective January 1, ((2024))2025

Maximum Claim Value = (($405,520))$417,090

Average Death Value = (($405,520))$417,090

Expected Losses			Primary Credibility	Excess Credibility
((0	-	6,061	12%	7%
6,062	-	6,471	13%	7%
6,472	-	6,884	14%	7%
6,885	-	7,301	15%	7%
7,302	-	7,726	16%	7%
7,727	-	8,155	17%	7%
8,156	-	8,590	18%	7%
8,591	-	9,029	19%	7%
9,030	-	9,473	20%	7%
9,474	-	9,926	21%	7%
9,927	-	10,383	22%	7%
10,384	-	10,851	23%	7%
10,852	-	11,320	24%	7%
11,321	-	11,800	25%	7%
11,801	-	12,289	26%	7%
12,290	-	12,782	27%	7%
12,783	-	13,286	28%	7%
13,287	-	13,798	29%	7%
13,799	-	14,318	30%	7%
14,319	-	14,851	31%	7%
14,852	-	15,390	32%	7%
15,391	-	15,944	33%	7%
15,945	-	16,510	34%	7%
16,511	-	17,087	35%	7%
17,088	-	17,677	36%	7%
17,678	-	18,282	37%	7%
18,283	-	18,907	38%	7%
18,908	-	19,543	39%	7%
19,544	-	20,200	40%	7%
20,201	-	20,875	41%	7%
20,876	-	21,575	42%	7%
21,576	-	22,298	43%	7%
22,299	-	23,047	44%	7%
23,048	-	23,828	45%	7%
23,829	-	24,644	46%	7%
24,645	-	25,497	47%	7%
25,498	-	26,398	48%	7%
26,399	-	27,354	49%	7%
27,355	-	28,371	50%	7%
28,372	-	29,472	51%	7%
29,473	-	30,677	52%	7%
30,678	-	32,019	53%	7%
32,020	-	32,157	54%	7%
32,158	-	33,568	54%	8%
33,569	-	35,458	55%	8%
35,459	-	53,665	56%	8%
53,666	-	59,148	57%	8%
59,149	-	84,486	57%	9%
84,487	-	87,017	57%	10%
87,018	-	109,978	58%	10%
109,979	-	120,370	58%	11%
120,371	-	135,630	59%	11%
135,631	-	153,725	59%	12%
153,726	-	161,437	60%	12%
161,438	-	187,080	60%	13%
187,081	-	187,407	61%	13%
187,408	-	213,537	61%	14%
213,538	-	220,432	61%	15%
220,433	-	239,832	62%	15%
239,833	-	253,786	62%	16%
253,787	-	266,292	63%	16%
266,293	-	287,140	63%	17%
287,141	-	292,919	64%	17%
292,920	-	319,713	64%	18%
319,714	-	320,492	64%	19%
320,493	-	346,681	65%	19%
346,682	-	353,845	65%	20%
353,846	-	373,812	66%	20%
373,813	-	387,201	66%	21%
387,202	-	401,120	67%	21%
401,121	-	420,555	67%	22%
420,556	-	428,604	68%	22%
428,605	-	453,905	68%	23%
453,906	-	456,264	69%	23%
456,265	-	484,100	69%	24%
484,101	-	487,259	69%	25%
487,260	-	512,117	70%	25%
512,118	-	520,616	70%	26%
520,617	-	540,315	71%	26%
540,316	-	553,969	71%	27%
553,970	-	568,697	72%	27%
568,698	-	587,323	72%	28%
587,324	-	597,262	73%	28%
597,263	-	620,678	73%	29%
620,679	-	626,016	74%	29%
626,017	-	654,031	74%	30%
654,032	-	654,959	75%	30%
654,960	-	684,090	75%	31%
684,091	-	687,383	75%	32%
687,384	-	713,416	76%	32%
713,417	-	720,738	76%	33%
720,739	-	742,932	77%	33%
742,933	-	754,092	77%	34%
754,093	-	772,650	78%	34%
772,651	-	787,445	78%	35%
787,446	-	802,562	79%	35%
802,563	-	820,800	79%	36%
820,801	-	832,676	80%	36%
832,677	-	854,151	80%	37%
854,152	-	862,994	81%	37%
862,995	-	887,506	81%	38%
887,507	-	893,514	82%	38%
893,515	-	920,861	82%	39%
920,862	-	924,240	83%	39%
924,241	-	954,215	83%	40%
954,216	-	955,174	84%	40%
955,175	-	986,321	84%	41%
986,322	-	987,565	84%	42%
987,566	-	1,017,676	85%	42%
1,017,677	-	1,020,918	85%	43%
1,020,919	-	1,049,252	86%	43%
1,049,253	-	1,054,274	86%	44%
1,054,275	-	1,081,041	87%	44%
1,081,042	-	1,087,629	87%	45%
1,087,630	-	1,113,052	88%	45%
1,113,053	-	1,120,982	88%	46%
1,120,983	-	1,145,283	89%	46%
1,145,284	-	1,154,335	89%	47%
1,154,336	-	1,177,739	90%	47%
1,177,740	-	1,187,690	90%	48%
1,187,691	-	1,210,420	91%	48%
1,210,421	-	1,221,042	91%	49%
1,221,043	-	1,243,330	92%	49%
1,243,331	-	1,254,398	92%	50%
1,254,399	-	1,276,471	93%	50%
1,276,472	-	1,287,751	93%	51%
1,287,752	-	1,309,848	94%	51%
1,309,849	-	1,321,103	94%	52%
1,321,104	-	1,343,459	95%	52%
1,343,460	-	1,354,457	95%	53%
1,354,458	-	1,377,308	96%	53%
1,377,309	-	1,387,811	96%	54%
1,387,812	-	1,411,398	97%	54%
1,411,399	-	1,421,165	97%	55%
1,421,166	-	1,445,732	98%	55%
1,445,733	-	1,454,519	98%	56%
1,454,520	-	1,480,312	99%	56%
1,480,313	-	1,487,872	99%	57%
1,487,873	-	1,515,141	100%	57%
1,515,142	-	1,550,222	100%	58%
1,550,223	-	1,585,559	100%	59%
1,585,560	-	1,621,151	100%	60%
1,621,152	-	1,657,004	100%	61%
1,657,005	-	1,693,119	100%	62%
1,693,120	-	1,729,501	100%	63%
1,729,502	-	1,766,150	100%	64%
1,766,151	-	1,803,071	100%	65%
1,803,072	-	1,840,266	100%	66%
1,840,267	-	1,877,742	100%	67%
1,877,743	-	1,915,494	100%	68%
1,915,495	-	1,953,533	100%	69%
1,953,534	-	1,991,860	100%	70%
1,991,861	-	2,030,477	100%	71%
2,030,478	-	2,069,388	100%	72%
2,069,389	-	2,108,596	100%	73%
2,108,597	-	2,148,105	100%	74%
2,148,106	-	2,187,916	100%	75%
2,187,917	-	2,228,036	100%	76%
2,228,037	-	2,268,466	100%	77%
2,268,467	-	2,309,212	100%	78%
2,309,213	-	2,350,277	100%	79%
2,350,278	-	2,391,664	100%	80%
2,391,665	-	2,433,380	100%	81%
2,433,381	-	2,475,420	100%	82%
2,475,421	-	2,517,799	100%	83%
2,517,800	-	2,560,511	100%	84%
2,560,512	-	2,603,569	100%	85%
2,603,570	and higher		100%	86%))
0	-	6,000	12%	7%
6,001	-	6,406	13%	7%
6,407	-	6,815	14%	7%
6,816	-	7,228	15%	7%
7,229	-	7,649	16%	7%
7,650	-	8,073	17%	7%
8,074	-	8,504	18%	7%
8,505	-	8,939	19%	7%
8,940	-	9,378	20%	7%
9,379	-	9,827	21%	7%
9,828	-	10,279	22%	7%
10,280	-	10,742	23%	7%
10,743	-	11,207	24%	7%
11,208	-	11,682	25%	7%
11,683	-	12,166	26%	7%
12,167	-	12,654	27%	7%
12,655	-	13,153	28%	7%
13,154	-	13,660	29%	7%
13,661	-	14,175	30%	7%
14,176	-	14,702	31%	7%
14,703	-	15,236	32%	7%
15,237	-	15,785	33%	7%
15,786	-	16,345	34%	7%
16,346	-	16,916	35%	7%
16,917	-	17,500	36%	7%
17,501	-	18,099	37%	7%
18,100	-	18,718	38%	7%
18,719	-	19,348	39%	7%
19,349	-	19,998	40%	7%
19,999	-	20,666	41%	7%
20,667	-	21,359	42%	7%
21,360	-	22,075	43%	7%
22,076	-	22,817	44%	7%
22,818	-	23,590	45%	7%
23,591	-	24,398	46%	7%
24,399	-	25,242	47%	7%
25,243	-	26,134	48%	7%
26,135	-	27,080	49%	7%
27,081	-	28,087	50%	7%
28,088	-	29,177	51%	7%
29,178	-	30,370	52%	7%
30,371	-	31,699	53%	7%
31,700	-	31,835	54%	7%
31,836	-	33,232	54%	8%
33,233	-	35,103	55%	8%
35,104	-	53,128	56%	8%
53,129	-	58,557	57%	8%
58,558	-	83,641	57%	9%
83,642	-	86,147	57%	10%
86,148	-	108,878	58%	10%
108,879	-	119,166	58%	11%
119,167	-	134,274	59%	11%
134,275	-	152,188	59%	12%
152,189	-	159,823	60%	12%
159,824	-	185,209	60%	13%
185,210	-	185,533	61%	13%
185,534	-	211,402	61%	14%
211,403	-	218,228	61%	15%
218,229	-	237,434	62%	15%
237,435	-	251,248	62%	16%
251,249	-	263,629	63%	16%
263,630	-	284,269	63%	17%
284,270	-	289,990	64%	17%
289,991	-	316,516	64%	18%
316,517	-	317,287	64%	19%
317,288	-	343,214	65%	19%
343,215	-	350,307	65%	20%
350,308	-	370,074	66%	20%
370,075	-	383,329	66%	21%
383,330	-	397,109	67%	21%
397,110	-	416,349	67%	22%
416,350	-	424,318	68%	22%
424,319	-	449,366	68%	23%
449,367	-	451,701	69%	23%
451,702	-	479,259	69%	24%
479,260	-	482,386	69%	25%
482,387	-	506,996	70%	25%
506,997	-	515,410	70%	26%
515,411	-	534,912	71%	26%
534,913	-	548,429	71%	27%
548,430	-	563,010	72%	27%
563,011	-	581,450	72%	28%
581,451	-	591,289	73%	28%
591,290	-	614,471	73%	29%
614,472	-	619,756	74%	29%
619,757	-	647,491	74%	30%
647,492	-	648,409	75%	30%
648,410	-	677,249	75%	31%
677,250	-	680,509	75%	32%
680,510	-	706,282	76%	32%
706,283	-	713,531	76%	33%
713,532	-	735,503	77%	33%
735,504	-	746,551	77%	34%
746,552	-	764,923	78%	34%
764,924	-	779,571	78%	35%
779,572	-	794,536	79%	35%
794,537	-	812,592	79%	36%
812,593	-	824,349	80%	36%
824,350	-	845,609	80%	37%
845,610	-	854,364	81%	37%
854,365	-	878,631	81%	38%
878,632	-	884,579	82%	38%
884,580	-	911,652	82%	39%
911,653	-	914,998	83%	39%
914,999	-	944,673	83%	40%
944,674	-	945,622	84%	40%
945,623	-	976,458	84%	41%
976,459	-	977,689	84%	42%
977,690	-	1,007,499	85%	42%
1,007,500	-	1,010,709	85%	43%
1,010,710	-	1,038,759	86%	43%
1,038,760	-	1,043,731	86%	44%
1,043,732	-	1,070,231	87%	44%
1,070,232	-	1,076,753	87%	45%
1,076,754	-	1,101,921	88%	45%
1,101,922	-	1,109,772	88%	46%
1,109,773	-	1,133,830	89%	46%
1,133,831	-	1,142,792	89%	47%
1,142,793	-	1,165,962	90%	47%
1,165,963	-	1,175,813	90%	48%
1,175,814	-	1,198,316	91%	48%
1,198,317	-	1,208,832	91%	49%
1,208,833	-	1,230,897	92%	49%
1,230,898	-	1,241,854	92%	50%
1,241,855	-	1,263,706	93%	50%
1,263,707	-	1,274,873	93%	51%
1,274,874	-	1,296,750	94%	51%
1,296,751	-	1,307,892	94%	52%
1,307,893	-	1,330,024	95%	52%
1,330,025	-	1,340,912	95%	53%
1,340,913	-	1,363,535	96%	53%
1,363,536	-	1,373,933	96%	54%
1,373,934	-	1,397,284	97%	54%
1,397,285	-	1,406,953	97%	55%
1,406,954	-	1,431,275	98%	55%
1,431,276	-	1,439,974	98%	56%
1,439,975	-	1,465,509	99%	56%
1,465,510	-	1,472,993	99%	57%
1,472,994	-	1,499,990	100%	57%
1,499,991	-	1,534,720	100%	58%
1,534,721	-	1,569,703	100%	59%
1,569,704	-	1,604,939	100%	60%
1,604,940	-	1,640,434	100%	61%
1,640,435	-	1,676,188	100%	62%
1,676,189	-	1,712,206	100%	63%
1,712,207	-	1,748,488	100%	64%
1,748,489	-	1,785,040	100%	65%
1,785,041	-	1,821,863	100%	66%
1,821,864	-	1,858,965	100%	67%
1,858,966	-	1,896,339	100%	68%
1,896,340	-	1,933,998	100%	69%
1,933,999	-	1,971,941	100%	70%
1,971,942	-	2,010,172	100%	71%
2,010,173	-	2,048,694	100%	72%
2,048,695	-	2,087,510	100%	73%
2,087,511	-	2,126,624	100%	74%
2,126,625	-	2,166,037	100%	75%
2,166,038	-	2,205,756	100%	76%
2,205,757	-	2,245,781	100%	77%
2,245,782	-	2,286,120	100%	78%
2,286,121	-	2,326,774	100%	79%
2,326,775	-	2,367,747	100%	80%
2,367,748	-	2,409,046	100%	81%
2,409,047	-	2,450,666	100%	82%
2,450,667	-	2,492,621	100%	83%
2,492,622	-	2,534,906	100%	84%
2,534,907	-	2,577,533	100%	85%
2,577,534	and higher		100%	86%

Expected Loss Rates and Primary Ratios

by Risk Classification and Fiscal Year

Expected Loss Rates in Dollars Per Worker Hour

Effective January 1, ((2024))2025

((Class	2020	2021	2022	Primary Ratio
101	0.7333	0.6414	0.5407	0.401
103	0.9153	0.8163	0.7019	0.415
104	0.6145	0.5355	0.4484	0.420
105	0.7852	0.6928	0.5818	0.481
106	2.0555	1.8460	1.5991	0.415
107	0.6483	0.5688	0.4799	0.423
108	0.6145	0.5355	0.4484	0.420
112	0.5619	0.4957	0.4204	0.420
201	1.5387	1.3384	1.1315	0.351
202	1.2789	1.1146	0.9341	0.413
210	0.6925	0.6069	0.5147	0.387
212	0.6877	0.6055	0.5120	0.424
214	1.0860	0.9419	0.7861	0.407
217	0.7191	0.6310	0.5306	0.439
219	0.5315	0.4649	0.3883	0.460
301	0.7365	0.6531	0.5537	0.456
302	1.3453	1.1765	0.9902	0.405
303	1.2698	1.1121	0.9350	0.418
306	0.5597	0.4883	0.4080	0.442
307	0.5886	0.5166	0.4325	0.470
308	0.4717	0.4196	0.3549	0.498
403	1.0815	0.9465	0.7916	0.450
502	0.6106	0.5331	0.4435	0.462
504	1.2805	1.1317	0.9657	0.398
507	2.0453	1.8278	1.5794	0.398
508	1.0918	0.9473	0.7952	0.368
509	0.6212	0.5390	0.4551	0.353
510	1.6222	1.4403	1.2328	0.409
511	1.0116	0.8828	0.7341	0.470
512	0.8457	0.7470	0.6334	0.441
513	0.6717	0.5884	0.4924	0.450
514	0.9857	0.8657	0.7236	0.482
516	1.0326	0.9059	0.7616	0.438
517	1.1617	1.0253	0.8767	0.374
518	0.8724	0.7620	0.6431	0.399
519	1.2490	1.0923	0.9198	0.405
521	0.5227	0.4628	0.3931	0.438
601	0.3764	0.3273	0.2717	0.460
602	0.5093	0.4378	0.3617	0.402
603	0.5910	0.5160	0.4358	0.382
604	0.7968	0.7055	0.5971	0.463
606	0.4629	0.4028	0.3286	0.544
607	0.6142	0.5342	0.4385	0.501
608	0.3036	0.2634	0.2175	0.469
701	0.9427	0.8201	0.6932	0.351
803	0.4940	0.4295	0.3535	0.497
901	0.8724	0.7620	0.6431	0.399
1002	0.6018	0.5267	0.4418	0.437
1003	0.4331	0.3805	0.3191	0.463
1004	0.3464	0.2996	0.2477	0.438
1005	6.6130	5.7458	4.7845	0.410
1006	0.1937	0.1684	0.1378	0.526
1007	0.2539	0.2229	0.1861	0.480
1101	0.9133	0.7955	0.6538	0.506
1102	1.1601	1.0102	0.8467	0.400
1103	0.8617	0.7481	0.6131	0.497
1104	0.4912	0.4341	0.3653	0.492
1105	0.5880	0.5129	0.4245	0.486
1106	0.3362	0.2967	0.2463	0.550
1108	0.4261	0.3762	0.3151	0.498
1109	1.5210	1.3325	1.1180	0.428
1301	0.4946	0.4335	0.3634	0.445
1303	0.3336	0.2876	0.2327	0.527
1304	0.0143	0.0125	0.0104	0.478
1305	0.3630	0.3160	0.2618	0.458
1401	0.2842	0.2536	0.2147	0.501
1404	0.6867	0.6063	0.5047	0.522
1405	0.6258	0.5468	0.4506	0.520
1407	0.5391	0.4719	0.3905	0.503
1501	0.6902	0.5981	0.4894	0.497
1507	0.3732	0.3277	0.2715	0.524
1701	0.6082	0.5356	0.4540	0.408
1702	0.8486	0.7362	0.6255	0.309
1703	0.6770	0.5877	0.4909	0.400
1704	0.6082	0.5356	0.4540	0.408
1801	0.4116	0.3587	0.3004	0.413
1802	0.6586	0.5739	0.4807	0.413
2002	0.5909	0.5186	0.4336	0.473
2004	0.5056	0.4452	0.3689	0.557
2007	0.5327	0.4727	0.4032	0.428
2008	0.2106	0.1859	0.1552	0.502
2009	0.3263	0.2900	0.2449	0.511
2101	0.5288	0.4682	0.3946	0.481
2102	0.5797	0.5130	0.4311	0.493
2103	1.3986	1.2100	0.9730	0.567
2104	0.3250	0.2943	0.2520	0.559
2105	0.6154	0.5355	0.4390	0.520
2106	0.4628	0.4095	0.3432	0.513
2201	0.2972	0.2667	0.2278	0.491
2202	0.5796	0.5080	0.4222	0.493
2203	0.4401	0.3897	0.3257	0.541
2204	0.2972	0.2667	0.2278	0.491
2401	0.3494	0.3075	0.2597	0.439
2903	0.5178	0.4605	0.3888	0.506
2904	0.4917	0.4359	0.3747	0.391
2905	0.4611	0.4090	0.3437	0.520
2906	0.4576	0.4086	0.3510	0.443
2907	0.3709	0.3291	0.2755	0.550
2908	0.6598	0.5871	0.4969	0.508
2909	0.3617	0.3238	0.2771	0.467
3101	0.5876	0.5169	0.4333	0.481
3102	0.2263	0.1980	0.1650	0.471
3103	0.2738	0.2422	0.2063	0.417
3104	0.6366	0.5639	0.4719	0.531
3105	0.7116	0.6367	0.5460	0.463
3303	0.3278	0.2882	0.2397	0.511
3304	0.6121	0.5448	0.4615	0.489
3309	0.3292	0.2886	0.2398	0.498
3402	0.3633	0.3211	0.2697	0.500
3403	0.1137	0.1000	0.0837	0.493
3404	0.4530	0.3986	0.3333	0.493
3405	0.2181	0.1926	0.1617	0.501
3406	0.2207	0.1947	0.1626	0.516
3407	0.6797	0.5923	0.4931	0.440
3408	0.2299	0.1998	0.1630	0.531
3409	0.1468	0.1298	0.1081	0.538
3410	0.1468	0.1298	0.1081	0.538
3411	0.3961	0.3461	0.2876	0.475
3412	0.5536	0.4824	0.4045	0.408
3414	0.6939	0.6042	0.4976	0.495
3415	1.2034	1.0492	0.8585	0.530
3501	0.3384	0.3028	0.2596	0.463
3503	0.2775	0.2444	0.2039	0.513
3506	0.6186	0.5413	0.4558	0.417
3509	0.4120	0.3596	0.2940	0.549
3510	0.3266	0.2915	0.2470	0.517
3511	0.7117	0.6316	0.5331	0.490
3512	0.3320	0.2946	0.2471	0.528
3513	0.3972	0.3489	0.2909	0.491
3602	0.0837	0.0739	0.0620	0.501
3603	0.3840	0.3407	0.2884	0.476
3604	0.6974	0.6169	0.5207	0.474
3605	0.3633	0.3211	0.2697	0.500
3701	0.2263	0.1980	0.1650	0.471
3702	0.3036	0.2676	0.2227	0.531
3708	0.5049	0.4474	0.3805	0.443
3802	0.1605	0.1428	0.1213	0.485
3808	0.3234	0.2857	0.2406	0.474
3901	0.1196	0.1069	0.0898	0.573
3902	0.4631	0.4097	0.3407	0.553
3903	0.7207	0.6374	0.5302	0.553
3905	0.1195	0.1070	0.0905	0.551
3906	0.4361	0.3883	0.3271	0.532
3909	0.2258	0.2002	0.1668	0.563
4101	0.1730	0.1532	0.1284	0.526
4103	0.4884	0.4333	0.3655	0.490
4107	0.1539	0.1346	0.1120	0.481
4108	0.1673	0.1472	0.1215	0.545
4109	0.1852	0.1646	0.1391	0.501
4201	0.6672	0.5725	0.4673	0.443
4301	0.7551	0.6725	0.5662	0.527
4302	0.6262	0.5518	0.4636	0.472
4304	0.7595	0.6851	0.5901	0.478
4305	0.9929	0.8592	0.7012	0.497
4401	0.3278	0.2882	0.2397	0.511
4402	0.5202	0.4545	0.3765	0.496
4404	0.4413	0.3918	0.3332	0.450
4501	0.1480	0.1296	0.1062	0.568
4502	0.0490	0.0432	0.0363	0.465
4504	0.1065	0.0953	0.0805	0.564
4802	0.4171	0.3712	0.3144	0.488
4803	0.4217	0.3768	0.3179	0.549
4804	0.4656	0.4166	0.3547	0.496
4805	0.3239	0.2901	0.2459	0.543
4806	0.1345	0.1191	0.0984	0.593
4808	0.4504	0.3995	0.3386	0.460
4809	0.2285	0.2029	0.1708	0.523
4810	0.2264	0.2013	0.1692	0.523
4811	0.4294	0.3866	0.3315	0.503
4812	0.3570	0.3168	0.2689	0.470
4813	0.2843	0.2550	0.2155	0.561
4814	0.1099	0.0999	0.0859	0.548
4815	0.2066	0.1884	0.1622	0.561
4816	0.3081	0.2807	0.2438	0.504
4900	0.1010	0.0888	0.0750	0.439
4901	0.0336	0.0293	0.0243	0.469
4902	0.0643	0.0562	0.0464	0.507
4903	0.1647	0.1431	0.1170	0.525
4904	0.0120	0.0106	0.0088	0.547
4905	0.3448	0.3072	0.2587	0.534
4906	0.0967	0.0841	0.0687	0.535
4907	0.0454	0.0408	0.0347	0.594
4908	0.0838	0.0756	0.0647	0.598
4909	0.0335	0.0303	0.0258	0.598
4910	0.4111	0.3606	0.3007	0.480
4911	0.0526	0.0464	0.0393	0.439
5001	5.9546	5.2490	4.5130	0.333
5002	0.4903	0.4276	0.3518	0.514
5003	1.9782	1.7291	1.4584	0.379
5004	0.8698	0.7863	0.6874	0.392
5005	0.7939	0.6941	0.5861	0.385
5006	0.9455	0.8243	0.6943	0.375
5101	0.7206	0.6267	0.5206	0.438
5103	0.7483	0.6614	0.5550	0.505
5106	0.7483	0.6614	0.5550	0.505
5108	0.7342	0.6353	0.5152	0.532
5109	0.3750	0.3273	0.2720	0.481
5201	0.2481	0.2190	0.1824	0.546
5204	0.9048	0.7776	0.6343	0.449
5206	0.3154	0.2789	0.2379	0.411
5207	0.1370	0.1220	0.1025	0.546
5208	0.4894	0.4317	0.3644	0.469
5209	0.4982	0.4389	0.3690	0.475
5300	0.0731	0.0642	0.0534	0.507
5301	0.0227	0.0201	0.0167	0.502
5302	0.0052	0.0045	0.0039	0.464
5305	0.0429	0.0375	0.0307	0.551
5306	0.0335	0.0295	0.0244	0.549
5307	0.6044	0.5248	0.4310	0.487
5308	0.0760	0.0676	0.0573	0.520
6103	0.0838	0.0749	0.0628	0.580
6104	0.3233	0.2849	0.2371	0.525
6105	0.4547	0.3950	0.3248	0.493
6107	0.1543	0.1381	0.1157	0.640
6108	0.2260	0.2018	0.1700	0.582
6109	0.1033	0.0900	0.0742	0.498
6110	0.3484	0.3029	0.2483	0.516
6120	0.2704	0.2355	0.1941	0.504
6121	0.3900	0.3389	0.2777	0.508
6201	0.4618	0.4022	0.3298	0.523
6202	0.7344	0.6458	0.5372	0.512
6203	0.0889	0.0804	0.0686	0.606
6204	0.1052	0.0941	0.0800	0.516
6205	0.1613	0.1422	0.1184	0.530
6206	0.1814	0.1606	0.1340	0.550
6207	0.7886	0.6993	0.5914	0.459
6208	0.2000	0.1804	0.1534	0.574
6209	0.2530	0.2274	0.1938	0.534
6301	0.1147	0.1008	0.0848	0.426
6303	0.0399	0.0351	0.0293	0.494
6305	0.0945	0.0838	0.0698	0.575
6306	0.3461	0.3032	0.2495	0.549
6308	0.0681	0.0596	0.0491	0.513
6309	0.2004	0.1770	0.1472	0.541
6402	0.2249	0.1998	0.1669	0.573
6403	0.1421	0.1251	0.1030	0.572
6404	0.2896	0.2578	0.2169	0.529
6405	0.5597	0.4890	0.4034	0.510
6406	0.1472	0.1295	0.1067	0.572
6407	0.2397	0.2118	0.1769	0.527
6408	0.5435	0.4810	0.4056	0.480
6409	0.5946	0.5214	0.4369	0.451
6410	0.2631	0.2307	0.1909	0.526
6411	0.0393	0.0353	0.0302	0.514
6501	0.0873	0.0757	0.0614	0.553
6502	0.0173	0.0152	0.0129	0.490
6503	0.0731	0.0627	0.0505	0.515
6504	0.2365	0.2112	0.1773	0.581
6505	0.1334	0.1193	0.0998	0.626
6506	0.1060	0.0931	0.0771	0.528
6509	0.2073	0.1849	0.1558	0.563
6510	0.3551	0.3069	0.2540	0.413
6511	0.2390	0.2106	0.1741	0.561
6512	0.0830	0.0729	0.0608	0.472
6601	0.1799	0.1587	0.1325	0.502
6602	0.5469	0.4865	0.4117	0.481
6603	0.2539	0.2251	0.1887	0.539
6604	0.0550	0.0486	0.0408	0.524
6605	0.2554	0.2234	0.1836	0.561
6607	0.1078	0.0957	0.0800	0.553
6608	0.3724	0.3213	0.2682	0.370
6620	3.1804	2.7312	2.1789	0.578
6704	0.1142	0.1002	0.0824	0.564
6705	0.7315	0.6593	0.5597	0.578
6706	0.2093	0.1881	0.1610	0.511
6707	8.4102	7.5223	6.2413	0.671
6708	7.9882	7.2913	6.3822	0.474
6709	0.2337	0.2061	0.1710	0.549
6801	0.5667	0.4811	0.3804	0.527
6802	0.8584	0.7449	0.6059	0.531
6803	0.4434	0.3807	0.3131	0.413
6804	0.2353	0.2066	0.1709	0.541
6809	2.8632	2.5546	2.1642	0.524
6901	0.0196	0.0200	0.0194	0.813
6902	0.6483	0.5706	0.4825	0.415
6903	3.0259	2.6602	2.2921	0.310
6904	1.1712	1.0068	0.8300	0.405
6905	0.8792	0.7494	0.6125	0.410
6906	0.2888	0.2811	0.2591	0.578
6907	0.7100	0.6262	0.5207	0.539
6908	0.3660	0.3221	0.2685	0.510
6909	0.0962	0.0849	0.0714	0.499
7100	0.0150	0.0130	0.0106	0.531
7101	0.0203	0.0177	0.0148	0.423
7103	0.9373	0.8098	0.6648	0.454
7104	0.0227	0.0199	0.0164	0.498
7105	0.0155	0.0136	0.0113	0.502
7106	0.2293	0.2025	0.1679	0.548
7107	0.3910	0.3405	0.2774	0.554
7108	0.3026	0.2656	0.2166	0.605
7109	0.0899	0.0788	0.0654	0.506
7110	0.4115	0.3619	0.3036	0.454
7111	0.2982	0.2548	0.2055	0.478
7112	0.6178	0.5515	0.4660	0.523
7113	0.4294	0.3761	0.3087	0.553
7114	0.7298	0.6439	0.5308	0.583
7115	0.5980	0.5322	0.4454	0.551
7116	0.5349	0.4683	0.3873	0.501
7117	0.9013	0.7958	0.6656	0.506
7118	1.3247	1.1638	0.9761	0.457
7119	1.6112	1.4007	1.1497	0.492
7120	4.9649	4.2957	3.5059	0.497
7121	5.6128	4.9433	4.2532	0.325
7122	0.3291	0.2950	0.2510	0.507
7200	2.1770	1.8651	1.5115	0.463
7201	1.5670	1.3480	1.0921	0.492
7202	0.0157	0.0138	0.0115	0.489
7203	0.0845	0.0762	0.0653	0.568
7204	0.0000	0.0000	0.0000	0.500
7205	0.0000	0.0000	0.0000	0.500
7301	0.6152	0.5545	0.4810	0.436
7302	0.7492	0.6758	0.5848	0.451
7307	0.4081	0.3616	0.3021	0.529
7308	0.2507	0.2240	0.1883	0.581
7309	0.1974	0.1769	0.1496	0.570
7400	2.5036	2.1448	1.7382	0.463))

Class	2021	2022	2023	Primary Ratio
101	0.6527	0.5614	0.5145	0.425
103	0.8889	0.7754	0.7310	0.423
104	0.6145	0.5253	0.4767	0.427
105	0.7462	0.6442	0.5944	0.489
106	2.1930	1.9206	1.8224	0.392
107	0.6066	0.5204	0.4757	0.443
108	0.6145	0.5253	0.4767	0.427
112	0.5388	0.4653	0.4299	0.444
201	1.4095	1.2030	1.0878	0.360
202	1.2094	1.0322	0.9335	0.418
210	0.6870	0.5902	0.5414	0.387
212	0.7209	0.6228	0.5750	0.420
214	1.0346	0.8807	0.7922	0.404
217	0.6999	0.6011	0.5494	0.460
219	0.4831	0.4142	0.3774	0.465
301	0.7027	0.6086	0.5651	0.464
302	1.2366	1.0595	0.9623	0.429
303	1.2734	1.0912	0.9903	0.431
306	0.5370	0.4598	0.4185	0.454
307	0.5772	0.4956	0.4537	0.476
308	0.4758	0.4123	0.3839	0.509
403	1.0183	0.8743	0.7988	0.448
502	0.6171	0.5295	0.4820	0.462
504	1.2611	1.0881	1.0043	0.412
507	1.9572	1.7061	1.6075	0.406
508	1.0158	0.8660	0.7792	0.399
509	0.6031	0.5139	0.4652	0.361
510	1.5652	1.3571	1.2646	0.406
511	1.0446	0.8931	0.8104	0.459
512	0.8485	0.7328	0.6789	0.445
513	0.6296	0.5416	0.4967	0.449
514	0.9539	0.8201	0.7525	0.487
516	0.9589	0.8240	0.7539	0.448
517	1.1112	0.9599	0.8873	0.383
518	0.7979	0.6838	0.6251	0.414
519	1.3093	1.1228	1.0230	0.410
521	0.5350	0.4633	0.4314	0.438
601	0.3834	0.3267	0.2948	0.455
602	0.5257	0.4443	0.3932	0.404
603	0.5704	0.4879	0.4425	0.389
604	0.7383	0.6391	0.5948	0.474
606	0.4554	0.3895	0.3518	0.540
607	0.5885	0.5032	0.4540	0.501
608	0.2791	0.2380	0.2144	0.478
701	0.7460	0.6367	0.5756	0.360
803	0.4946	0.4218	0.3799	0.500
901	0.7979	0.6838	0.6251	0.414
1002	0.5722	0.4917	0.4504	0.457
1003	0.4276	0.3677	0.3368	0.479
1004	0.3598	0.3065	0.2752	0.428
1005	4.2340	3.6386	3.3331	0.457
1006	0.2011	0.1717	0.1544	0.532
1007	0.2630	0.2258	0.2060	0.504
1101	0.8987	0.7683	0.6926	0.519
1102	1.1567	0.9882	0.8921	0.405
1103	0.7934	0.6782	0.6117	0.502
1104	0.4797	0.4148	0.3858	0.504
1105	0.5642	0.4830	0.4387	0.491
1106	0.3343	0.2883	0.2654	0.557
1108	0.4672	0.4023	0.3683	0.510
1109	1.5078	1.2938	1.1770	0.430
1301	0.4700	0.4047	0.3717	0.445
1303	0.3193	0.2709	0.2404	0.528
1304	0.0135	0.0117	0.0106	0.474
1305	0.3513	0.3003	0.2708	0.458
1401	0.2929	0.2545	0.2372	0.509
1404	0.6781	0.5857	0.5394	0.534
1405	0.6244	0.5351	0.4860	0.527
1407	0.5817	0.4988	0.4524	0.508
1408	0.2625	0.2282	0.2127	0.497
1501	0.6928	0.5908	0.5306	0.493
1507	0.3659	0.3146	0.2881	0.539
1701	0.5811	0.5024	0.4642	0.415
1702	0.8169	0.6959	0.6285	0.315
1703	0.6631	0.5660	0.5105	0.406
1704	0.5811	0.5024	0.4642	0.415
1801	0.4117	0.3524	0.3196	0.423
1802	0.6586	0.5638	0.5114	0.423
2002	0.5635	0.4842	0.4429	0.479
2004	0.4824	0.4163	0.3857	0.561
2007	0.4990	0.4337	0.4063	0.443
2008	0.2046	0.1764	0.1616	0.511
2009	0.3186	0.2759	0.2573	0.545
2101	0.5097	0.4428	0.4139	0.481
2102	0.5276	0.4570	0.4248	0.496
2103	1.3692	1.1648	1.0361	0.562
2104	0.3246	0.2852	0.2745	0.569
2105	0.6719	0.5736	0.5160	0.520
2106	0.4636	0.4007	0.3708	0.520
2201	0.2978	0.2601	0.2457	0.493
2202	0.6103	0.5230	0.4754	0.506
2203	0.4403	0.3804	0.3525	0.552
2204	0.2978	0.2601	0.2457	0.493
2401	0.3329	0.2860	0.2621	0.464
2903	0.4911	0.4267	0.3995	0.513
2904	0.4675	0.4050	0.3784	0.407
2905	0.4608	0.3994	0.3727	0.526
2906	0.4262	0.3710	0.3496	0.452
2907	0.3601	0.3131	0.2944	0.541
2908	0.6139	0.5343	0.5043	0.514
2909	0.3587	0.3136	0.2960	0.470
3101	0.5933	0.5106	0.4700	0.502
3102	0.2228	0.1909	0.1741	0.474
3103	0.2646	0.2291	0.2127	0.423
3104	0.6167	0.5329	0.4936	0.529
3105	0.6876	0.6006	0.5692	0.467
3303	0.3298	0.2833	0.2585	0.524
3304	0.5782	0.5020	0.4702	0.491
3309	0.3308	0.2842	0.2594	0.507
3402	0.3515	0.3039	0.2823	0.510
3403	0.1128	0.0971	0.0894	0.509
3404	0.4541	0.3908	0.3592	0.498
3405	0.2150	0.1856	0.1721	0.513
3406	0.2097	0.1809	0.1665	0.525
3407	0.6569	0.5620	0.5083	0.451
3408	0.2209	0.1886	0.1694	0.539
3409	0.1488	0.1283	0.1181	0.550
3410	0.1488	0.1283	0.1181	0.550
3411	0.3689	0.3166	0.2889	0.483
3412	0.5300	0.4532	0.4104	0.423
3414	0.6492	0.5557	0.5035	0.504
3415	1.1492	0.9831	0.8874	0.517
3501	0.2836	0.2477	0.2347	0.467
3503	0.2843	0.2450	0.2257	0.525
3506	0.5615	0.4823	0.4427	0.428
3509	0.4068	0.3480	0.3138	0.555
3510	0.3342	0.2902	0.2719	0.544
3511	0.6813	0.5908	0.5510	0.492
3512	0.3127	0.2711	0.2528	0.519
3513	0.3914	0.3367	0.3079	0.490
3602	0.0736	0.0637	0.0592	0.503
3603	0.3804	0.3300	0.3076	0.486
3604	0.7096	0.6145	0.5720	0.483
3605	0.3515	0.3039	0.2823	0.510
3701	0.2228	0.1909	0.1741	0.474
3702	0.2823	0.2435	0.2251	0.545
3708	0.4904	0.4240	0.3933	0.460
3802	0.1537	0.1334	0.1249	0.492
3808	0.3073	0.2648	0.2439	0.477
3901	0.1153	0.1002	0.0941	0.581
3902	0.4599	0.3977	0.3694	0.544
3903	0.6656	0.5755	0.5345	0.544
3905	0.1183	0.1031	0.0972	0.558
3906	0.4609	0.3987	0.3701	0.543
3909	0.2278	0.1971	0.1831	0.574
4101	0.1633	0.1413	0.1318	0.542
4103	0.5042	0.4365	0.4054	0.507
4107	0.1457	0.1246	0.1128	0.487
4108	0.1794	0.1540	0.1402	0.560
4109	0.1849	0.1604	0.1494	0.511
4201	0.6430	0.5437	0.4785	0.452
4301	0.6938	0.6023	0.5631	0.528
4302	0.6210	0.5354	0.4936	0.481
4304	0.6987	0.6130	0.5847	0.476
4305	0.9799	0.8351	0.7472	0.494
4401	0.3298	0.2833	0.2585	0.524
4402	0.5130	0.4395	0.3999	0.508
4404	0.4831	0.4194	0.3917	0.455
4501	0.1412	0.1214	0.1108	0.574
4502	0.0468	0.0403	0.0370	0.476
4504	0.1160	0.1010	0.0956	0.566
4802	0.4141	0.3594	0.3359	0.487
4803	0.4236	0.3683	0.3462	0.566
4804	0.4612	0.4007	0.3745	0.504
4805	0.3260	0.2840	0.2680	0.555
4806	0.1421	0.1227	0.1131	0.598
4808	0.4512	0.3911	0.3639	0.460
4809	0.2241	0.1944	0.1820	0.538
4810	0.2159	0.1876	0.1756	0.520
4811	0.4186	0.3670	0.3505	0.500
4812	0.3442	0.2981	0.2781	0.479
4813	0.3084	0.2684	0.2530	0.562
4814	0.1036	0.0912	0.0881	0.554
4815	0.2653	0.2323	0.2215	0.560
4816	0.3219	0.2852	0.2786	0.514
4900	0.1053	0.0905	0.0833	0.440
4901	0.0319	0.0273	0.0247	0.476
4902	0.0557	0.0477	0.0436	0.511
4903	0.1668	0.1420	0.1270	0.537
4904	0.0108	0.0093	0.0086	0.534
4905	0.3523	0.3058	0.2860	0.527
4906	0.0911	0.0778	0.0702	0.537
4907	0.0440	0.0385	0.0372	0.604
4908	0.0818	0.0721	0.0698	0.606
4909	0.0327	0.0288	0.0279	0.606
4910	0.3992	0.3434	0.3141	0.488
4911	0.0545	0.0467	0.0430	0.459
5001	5.6417	4.8481	4.4349	0.349
5002	0.4760	0.4073	0.3686	0.520
5003	2.0318	1.7405	1.5754	0.397
5004	0.8044	0.7061	0.6717	0.401
5005	0.7569	0.6488	0.5906	0.394
5006	0.9124	0.7809	0.7080	0.380
5101	0.6826	0.5835	0.5268	0.444
5103	0.7380	0.6391	0.5958	0.512
5106	0.7380	0.6391	0.5958	0.512
5108	0.6847	0.5834	0.5212	0.526
5109	0.3604	0.3081	0.2799	0.494
5201	0.2323	0.2002	0.1855	0.550
5204	0.8745	0.7412	0.6539	0.452
5206	0.2957	0.2552	0.2357	0.434
5207	0.1462	0.1269	0.1189	0.557
5208	0.4475	0.3867	0.3595	0.475
5209	0.4386	0.3783	0.3496	0.490
5300	0.0677	0.0582	0.0533	0.506
5301	0.0196	0.0168	0.0155	0.518
5302	0.0049	0.0042	0.0039	0.462
5305	0.0431	0.0369	0.0333	0.561
5306	0.0338	0.0291	0.0267	0.543
5307	0.5665	0.4839	0.4357	0.493
5308	0.0772	0.0670	0.0631	0.521
6103	0.0813	0.0707	0.0665	0.584
6104	0.3068	0.2643	0.2433	0.519
6105	0.4458	0.3798	0.3409	0.509
6107	0.1565	0.1366	0.1305	0.646
6108	0.2241	0.1946	0.1835	0.597
6109	0.1007	0.0861	0.0778	0.513
6110	0.3596	0.3064	0.2748	0.518
6120	0.2688	0.2293	0.2067	0.502
6121	0.3819	0.3256	0.2924	0.500
6201	0.4428	0.3791	0.3431	0.535
6202	0.7457	0.6435	0.5942	0.520
6203	0.0880	0.0772	0.0745	0.609
6204	0.1032	0.0898	0.0849	0.522
6205	0.1701	0.1469	0.1357	0.555
6206	0.1724	0.1491	0.1388	0.551
6207	0.7566	0.6566	0.6094	0.457
6208	0.1939	0.1700	0.1626	0.570
6209	0.2399	0.2096	0.1997	0.526
6301	0.1076	0.0928	0.0853	0.423
6303	0.0390	0.0336	0.0307	0.513
6305	0.0956	0.0827	0.0770	0.579
6306	0.3450	0.2961	0.2701	0.546
6308	0.0692	0.0593	0.0538	0.512
6309	0.1979	0.1706	0.1573	0.548
6402	0.2130	0.1847	0.1729	0.587
6403	0.1446	0.1245	0.1145	0.575
6404	0.2822	0.2445	0.2276	0.526
6405	0.5107	0.4385	0.4001	0.510
6406	0.1478	0.1273	0.1171	0.567
6407	0.2467	0.2127	0.1961	0.547
6408	0.5257	0.4546	0.4217	0.487
6409	0.5815	0.4987	0.4542	0.458
6410	0.2577	0.2215	0.2030	0.538
6411	0.0444	0.0387	0.0368	0.511
6501	0.0781	0.0666	0.0600	0.555
6502	0.0160	0.0138	0.0128	0.503
6503	0.0716	0.0605	0.0532	0.515
6504	0.2329	0.2026	0.1912	0.591
6505	0.1394	0.1210	0.1139	0.631
6506	0.1013	0.0871	0.0797	0.533
6509	0.2165	0.1881	0.1768	0.562
6510	0.3407	0.2898	0.2586	0.416
6511	0.2314	0.1996	0.1839	0.571
6512	0.0814	0.0701	0.0641	0.471
6601	0.1912	0.1649	0.1510	0.511
6602	0.5426	0.4708	0.4384	0.485
6603	0.2424	0.2102	0.1968	0.537
6604	0.0533	0.0461	0.0427	0.531
6605	0.2435	0.2097	0.1934	0.570
6607	0.1094	0.0946	0.0878	0.566
6608	0.3500	0.2971	0.2658	0.376
6620	3.1082	2.6294	2.3140	0.583
6704	0.1133	0.0972	0.0884	0.569
6705	0.7436	0.6514	0.6233	0.584
6706	0.2030	0.1771	0.1681	0.519
6707	8.1554	7.1356	6.8460	0.685
6708	7.8573	6.9564	6.7760	0.482
6709	0.2242	0.1933	0.1788	0.556
6801	0.6073	0.5095	0.4368	0.532
6802	0.8676	0.7404	0.6635	0.529
6803	0.4345	0.3669	0.3232	0.427
6804	0.2382	0.2043	0.1862	0.542
6809	2.7416	2.3850	2.2458	0.525
6901	0.0198	0.0193	0.0233	0.827
6902	0.6391	0.5498	0.5034	0.423
6903	2.7800	2.3910	2.2000	0.316
6904	1.2461	1.0538	0.9311	0.401
6905	0.9121	0.7653	0.6706	0.378
6906	0.3340	0.3091	0.3279	0.556
6907	0.6911	0.5956	0.5489	0.552
6908	0.3645	0.3144	0.2896	0.525
6909	0.0975	0.0841	0.0778	0.515
7100	0.0135	0.0116	0.0103	0.516
7101	0.0208	0.0177	0.0161	0.419
7103	0.9311	0.7921	0.7065	0.454
7104	0.0227	0.0196	0.0177	0.507
7105	0.0159	0.0136	0.0124	0.511
7106	0.2261	0.1948	0.1791	0.546
7107	0.3683	0.3152	0.2851	0.548
7108	0.3086	0.2646	0.2407	0.607
7109	0.0913	0.0784	0.0715	0.512
7110	0.3905	0.3360	0.3075	0.459
7111	0.2860	0.2411	0.2104	0.467
7112	0.6242	0.5417	0.5072	0.531
7113	0.4425	0.3788	0.3424	0.565
7114	0.7039	0.6064	0.5569	0.585
7115	0.5878	0.5088	0.4718	0.544
7116	0.5504	0.4717	0.4274	0.510
7117	0.8665	0.7470	0.6867	0.515
7118	1.2609	1.0836	0.9898	0.477
7119	1.5027	1.2845	1.1553	0.489
7120	4.8995	4.1755	3.7361	0.494
7121	5.2636	4.5244	4.1468	0.338
7122	0.3308	0.2880	0.2702	0.526
7200	2.0507	1.7353	1.5264	0.465
7201	1.5510	1.3148	1.1609	0.488
7202	0.0149	0.0128	0.0118	0.494
7203	0.0819	0.0719	0.0692	0.573
7204	0.0000	0.0000	0.0000	0.500
7205	0.0000	0.0000	0.0000	0.500
7301	0.5954	0.5217	0.4967	0.459
7302	0.8054	0.7057	0.6696	0.453
7307	0.3776	0.3264	0.3022	0.529
7308	0.2592	0.2250	0.2109	0.594
7309	0.1843	0.1607	0.1525	0.572
7400	2.3583	1.9955	1.7553	0.465

Expected Loss Rates in Dollars Per Sq. Ft.

of Wallboard Installed

((Class	2020	2021	2022	Primary Ratio
540	0.0123	0.0108	0.0091	0.459
541	0.0067	0.0059	0.0050	0.435
550	0.0274	0.0242	0.0209	0.338
551	0.0096	0.0085	0.0072	0.376))

Class	2021	2022	2023	Primary Ratio
540	0.0123	0.0106	0.0098	0.469
541	0.0062	0.0053	0.0049	0.445
550	0.0284	0.0245	0.0226	0.354
551	0.0096	0.0083	0.0077	0.361

TOTAL LOSS AFTER DEDUCTION			PRIMARY LOSS
	5,000		5,000
	10,000		10,000
	15,000		15,000
	((25,170		25,170
	34,402		30,000
	47,323		35,000
	65,881		40,000
	94,796		45,000
	116,286		47,500
	405,520	**	57,562))
	25,750		25,750
	33,709		30,000
	46,019		35,000
	63,380		40,000
	89,698		45,000
	108,704		47,500
	417,090	**	58,923

Expected Loss Range			Maximum Experience Modification
((1	-	5,490	0.90
5,491	-	6,703	0.89
6,704	-	7,392	0.88
7,393	-	8,082	0.87
8,083	-	8,772	0.86
8,773	-	9,462	0.85
9,463	-	10,152	0.84
10,153	-	10,841	0.83
10,842	-	11,531	0.82
11,532	-	12,248	0.81
12,249	-	12,995	0.80
12,996	-	13,771	0.79
13,772	-	14,576	0.78
14,577	-	15,411	0.77
15,412	-	16,274	0.76
16,275	-	17,168	0.75
17,169	-	18,090	0.74
18,091	-	19,042	0.73
19,043	-	20,023	0.72
20,024	-	21,034	0.71
21,035	-	22,074	0.70
22,075	-	23,143	0.69
23,144	-	24,242	0.68
24,243	-	25,370	0.67
25,371	-	26,527	0.66
26,528	-	27,714	0.65
27,715	-	29,494	0.64
29,495	-	32,164	0.63
32,165	-	36,169	0.62
36,170	-	42,177	0.61
42,178	and higher		0.60))
1	-	5,435	0.90
5,436	-	6,636	0.89
6,637	-	7,319	0.88
7,320	-	8,002	0.87
8,003	-	8,685	0.86
8,686	-	9,368	0.85
9,369	-	10,051	0.84
10,052	-	10,735	0.83
10,736	-	11,418	0.82
11,419	-	12,128	0.81
12,129	-	12,868	0.80
12,869	-	13,636	0.79
13,637	-	14,433	0.78
14,434	-	15,260	0.77
15,261	-	16,115	0.76
16,116	-	17,000	0.75
17,001	-	17,913	0.74
17,914	-	18,856	0.73
18,857	-	19,827	0.72
19,828	-	20,828	0.71
20,829	-	21,858	0.70
21,859	-	22,916	0.69
22,917	-	24,004	0.68
24,005	-	25,120	0.67
25,121	-	26,266	0.66
26,267	-	27,441	0.65
27,442	-	29,202	0.64
29,203	-	31,845	0.63
31,846	-	35,810	0.62
35,811	-	41,756	0.61
41,757	and higher		0.60

Risk Classification	Hazard Group
101	9
103	9
104	8
105	4
106	7
107	9
108	9
112	8
201	9
202	9
210	9
212	8
214	9
217	7
219	7
301	5
302	9
303	9
306	9
307	7
308	3
403	6
502	7
504	8
507	9
508	9
509	9
510	7
511	7
512	8
513	7
514	7
516	8
517	9
518	9
519	8
521	7
540	8
541	9
550	9
551	9
601	8
602	9
603	9
604	7
606	3
607	6
608	7
701	9
803	5
901	8
1002	7
1003	5
1004	6
1005	8
1006	4
1007	7
1101	5
1102	8
1103	7
1104	4
1105	6
1106	3
1108	5
1109	7
1301	6
1303	4
1304	4
1305	6
1401	5
1404	3
1405	4
1407	3
1408	5
1501	6
1507	4
1701	8
1702	9
1703	9
1704	7
1801	8
1802	8
2002	6
2004	2
2007	7
2008	3
2009	3
2101	5
2102	3
2103	2
2104	2
2105	3
2106	4
2201	3
2202	5
2203	2
2204	3
2401	6
2903	4
2904	7
2905	3
2906	6
2907	3
2908	4
2909	7
3101	6
3102	7
3103	7
3104	4
3105	5
3303	4
3304	3
3309	4
3402	6
3403	5
3404	4
3405	5
3406	1
3407	7
3408	2
3409	1
3410	1
3411	6
3412	8
3414	6
3415	6
3501	6
3503	3
3506	8
3509	1
3510	4
3511	6
3512	1
3513	3
3602	4
3603	6
3604	6
3605	4
3701	6
3702	3
3708	6
3802	4
3808	5
3901	1
3902	2
3903	2
3905	1
3906	3
3909	2
4101	4
4103	5
4107	6
4108	3
4109	4
4201	8
4301	4
4302	5
4304	5
4305	6
4401	3
4402	3
4404	4
4501	1
4502	6
4504	1
4802	5
4803	2
4804	3
4805	3
4806	1
4808	6
4809	4
4810	2
4811	3
4812	5
4813	3
4814	2
4815	1
4816