In re the Review of Chapter 482, Oregon Laws, 1961
In re the Review of Chapter 482, Oregon Laws, 1961
Opinion of the Court
This is an original proceeding in which the petitioners seek a judgment declaring unconstitutional Chapter 482, Oregon Laws 1961, which purports to reapportion representation in the Oregon legislative assembly.
The provisions for the apportionment of senators
“(1) The number of senators and representatives shall, at the session.next following an enumeration of the inhabitants by the United States government, be fixed by law and apportioned among the several counties according to the., population in each. The ratio of senators and representatives, respectively, shall be determined by dividing the total population of the state'by the number of senators and by the number of representatives. The number of senators and representatives for each county or district shall be determined by dividing the total population of such county or district by such respective ratios'; and when a fraction exceeding one-half results from such division, such county or district shall be entitled to a member for such fraction. In case, any county does not have the requisite population to entitle it to a member, then such county shall be attached to some adjoining county or counties for senatorial or representative purposes.”
The total population of Oregon according to the official federal census of 1960, as reported on November 29, 1960, was 1,768,687. The application of the constitutional formula to this figure produces a senatorial ratio of 58,956 and a representative ratio of 29,478.
Population Divided by
I960 Senatorial Representative
County Population Ratio Ratio
Baker 17,295 .293 .587
Benton 39,165 .664 1.329
Clackamas 113,038 1.917 3.835
Clatsop 27,380 .464 .929
Columbia 22,379 .380 .759
Coos 54.955 .932 1.864
Crook 9,430 .160 .320
Curry 13,983 .237 .475
Deschutes 23,100 .392 .784
Douglas 68,458 1.161 2.322
Gilliam 3,069 .052 .104
Grant 7,726 .131 .262
Harney 6,744 .114 .229
Hood River 13,395 .227 .454
Jackson 73,962 1.255 2.509
Jefferson 7,130 .121 .242
Josephine 29,917 .507 1.015
Klamath 47,475 .805 1.611
Lake 7,158 .121 .243
Lane 162,890 2.763 5.526
Lincoln 24,635 .418 .836
Linn 58,867 .998 1.997
Malheur 22,764 .386 .772
Marion 120,888 2.050 4.101
Morrow 4,871 .083 .165
Multnomah 522,813 8.868 17.736
Polk 26,523 .450 .900
Sherman 2,446 .041 .083
Tillamook 18.955 .322 .643
Umatilla 44,352 .752 1.505
Union 18,180 .308 .617
Wallowa 7,102 .120 .241
Wasco 20,205 .343 .685
Washington 92,237 1.565 3.129
Wheeler 2,722 .046 .092
Yamhill 32,478 .551 1.102
It appears from assertions in the briefs that the proponents of H. B. 1665, which eventuated in Chapter 482, Oregon Laws 1961, considered it impossible to comply strictly with the constitutional formula calling for a fractional entitlement and that it was, therefore, necessary to adjust the method of allocating senators and representatives in order to produce a valid apportionment. Under Chapter 482 the apportionment of senatorial districts was as follows:
District No. of
Districts Counties Ratio Senators
1st Marion 2.050 2
2nd Linn .998 1
3rd Lane 2.763 2
4th Douglas 1.161 1
5th Jackson 1.255 1
6th Josephine .507 1
7th Coos
Curry 1.169 1
*567 District No. of
Districts Counties Ratio Senators
8th Yamhill .551 ■ 1 '
9th Washington 1.565 1
10th Tillamook
Washington 1.887 1
11th Clackamas 1.917 2
12th Multnomah 8.868 7
13th Benton .664 .1
14th Clatsop
Columbia .844 1
15th Lincoln
Polk .868 1
16th Gilliam
Hood River
Morrow
Sherman
Wasco
Wheeler .792 1
17th Umatilla .752 1
18th Baker
Union
Wallowa .721 1
19th Grant
Harney
Malheur .631 1
20th Crook
Deschutes
Jefferson
Lake .794 1
21st Klamath .805 1
The apportionment of representatives among the representative districts was as follows:
No. of
District Representa-
Districts Counties Ratio tives
1st Clatsop .929 1.
2nd Columbia .759 1
3rd Tillamook .643 ' 1
*568 No. of
District Representa-
Districts Counties Ratio tives
4th Washington 3.129 3
5th Yamhill 1.102 1
6th Multnomah 17.736 16
7th Clackamas 3.835 4
8th Lincoln .836 1
9th Polk .900 1
10th Benton 1.329 1
11th Marion 4.101 4
12th Linn 1.997 2
13th Lane 5.526 5
14th Douglas 2.322 2
15th Coos 1.864 1
16th Coos
Curry 2.339 1
17th Josephine 1.015 1
18th Jackson 2.509 2
19th Gilliam
Hood River
Morrow
Sherman
Wasco
Wheeler 1.583 2
20th Umatilla 1.505 2
21st Union
Wallowa .858
22nd Crook
Jefferson .562 1
23rd Baker .587 1
24th Deschutes .784 1
25th Grant
Harney
Lake .734 1
26th Malheur .772 1
27th Klamath 1.611 2
It appears that the proponents of H. B. 1665 drafted the apportionment plan embodied in Chapter 482 upon the foregoing assumption and, to effect the reduction required by the constitution, first allocated to the districts consisting of a small county or combination of small counties a senator or representative for each whole number and for each major fraction. As a consequence of this allocation the number of available seats was reduced to the point where it became impossible to allot to the larger counties (such as Multnomah and Lane) the full number of seats called for by the strict application of the ratios. Petitioners contend that whether or not this was the premise upon which the creators of H. B. 1665 proceeded, the apportionment made in Chapter 482 deprived the 12th senatorial district (Multnomah county) of two senators and the 3rd senatorial district (Lane county) of one senator. And it is contended that the 6th representative district (Multnomah county) was deprived of two representatives and that the 13th representative district (Lane county) and the 18th representative district (Jackson county) were each deprived of one representative.
In resting our decision on the foregoing ground we have assumed, arguendo, that there could be circumstances warranting the elimination of a major fraction in an apportionment plan. We shall now consider the validity of that assumption.
It is not unlikely that the drafters of Article IV assumed that by recognizing major fractions as whole numbers and disregarding minor fractions the total of all of the ratios would equal the number which was being divided, i.e., that the sum of the parts thus adjusted would equal the whole. Whether or not this was the assumption, it is clear that the constitutional formula for apportionment can produce whole numbers and major fractions exceeding the number (30 and 60 in the present case) which the ratios purport to apportion precisely. This is illustrated in the present case where the total number of whole numbers and major fractions is the equivalent of 61 seats for the house. It is possible :to conceive of situations in
Some of the petitioners argue that the difficulties presented by an excess of major fractions can be obviated by the creation of districts through the combination of counties in such a way as to reduce the number of major fractions and thus bring the total of whole numbers and major fractions within the constitutional maximum. For example, if two counties, each with a ratio of .625 were combined into one district the district would be entitled to one senator, whereas, if the two counties were not combined each would be entitled to one senator. It is argued that since the legislature can, by the creation of such districts, work out the formula in Article IV to avoid the creation of an excess of major fractions, it must do so and that it cannot disregard a major fraction if it appears in the final ratio. The argument loses sight of the fact that whether the legislature indirectly rids a county ratio of a major fraction by combining it with another county, as illustrated above, or directly
It is evident, then, that any apportionment plan submitted to us must be tested in light of the inherent deficiencies of the constitutional formula. Whatever solution is suggested, it is necessary to make some adjustment of the major fractions. In judging whether the adjustment is reasonable it must be borne in mind that the major fractions which arise out of the application of the constitutional formula have little, if any, relation to whole numbers involved in the division of the population into units of representation. Lacking this relationship the major fractions become, in effect, a mathematical excrescence in the apportionment process and the creator of the apportionment plan must dispose of that excrescence in some way.
In attempting to make workable an otherwise unworkable plan the legislature has the discretion to make any adjustment in the treatment of major fractions which is rational and consistent with the fundamental constitutional requirement that apportionment be made according to the population of the state in each county or district. Thus, it would not be unreasonable to give preference to the major fractions which most closely approximate a whole number. Or it would not be unreasonable to ignore a major fraction from the ratio of a more populous county or district having one or more whole numbers plus a major fraction and assign a member to a less populous county or district having only a major fraction. Other adjustments consistent with the principle of apportionment
Original jurisdiction is conferred upon this court by virtue of Article IV, 5 6 (2) (a), which, reads as follows: “Original jurisdiction hereby is vested in the Supreme Court upon the petition of any qualified elector of the state filed with the Clerk of the Supreme Court prior to September 1 of the year in which the Legislative Assembly enacts a reapportionment measure, to review any measure so enacted."
The senatorial ratio, based’ upon a senate consisting of 3d members, results from’.dividing 1,768,687 by 30. The representative ratio, based on-a house of 60 members, results from dividing 1,768,687 by 60.
For example, Yamhill county with a senatorial ratio of .551 which, if considered alone would entitle it to one senator, could be combined with Washington county having a senatorial ratio of 1.565 producing a combined ratio of 2.116 and eliminating one senatorial seat.
Reference
- Full Case Name
- In the Matter of the Review of Chapter 482, Oregon Laws, 1961, Relating to the Apportionment of Senators and Representatives. McKINLEY
- Cited By
- 3 cases
- Status
- Published