Jourdan v. Abbott Construction Company
This text of 464 P.2d 311 (Jourdan v. Abbott Construction Company) is published on Counsel Stack Legal Research, covering Wyoming Supreme Court primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Mr. Justice PARKER
delivered the opinion of the court.
Rene and Elfriede Jourdan, husband and wife, sued Abbott Construction Company1 for $20,000 damage because defendant had removed some 200,000 cubic yards of earth, rock and soil from their property and reduced the level of their land lower than the Snake River, rendering it useless. The Abbott company answered, denying generally and alleging that it was a road contractor with the Wyoming State Highway Commission, which had designated the area from whence borrowing materials were to have been obtained and asserting that if it had removed any materials from plaintiffs’ lands such was at the instance of the commission. After some preliminaries, the Abbott company took steps to bring the commission in as a third-party defendant and thereafter stipulated with it that upon the entering of any judgment in favor of plaintiffs and against Abbott a like judgment would be entered in favor of it and against the commission, which arrangement in effect eliminated Abbott; hereinafter the commission will be designated “defendant.”
A motion by defendant for summary judgment was denied and the matter proceeded to trial by jury. At the conclusion of plaintiffs’ case defendant moved for a directed verdict on the ground that plaintiffs had shown no ownership of the land and had not established value. This motion was granted; the court directed a verdict for defendant and accordingly entered judgment from which the appeal is taken.
The factual background of the controversy is uncomplicated. Defendant freely admits the removal of a large quantity of material from a sand and gravel bar, denominated by plaintiffs as an island,2 west of Jourdans’ Lot 4 (sec. 34, T. 40 N., R. 116 W., sixth principal meridian), and across the Snake River channel. To prevail in the trial, plaintiffs needed to prove that the bar was a part of their Lot 4 and if that could be done what damage had resulted from the taking of the materials.
Ownership to the disputed area being pivotal, we preliminarily focus on the title history. The Jourdans were the grantees in a 1965 deed from Henry and Lilly Wes-terhoff, who by mesne conveyances had received the property from James J. Good-rick. He had come into ownership by a February 2, 1938, United States Patent covering “Lots four, five, and seven of Section thirty-four in Township forty north of Range one hundred sixteen west of the Sixth Principal Meridian, Wyoming, containing seventy-five acres and sixty-five hundreths of an acre, according to the Official Plat of the Survey of the said Land, on file in the GENERAL LAND OFFICE.” Adjoining Lot 4 on the west was Lot 8 of Section 34, still owned by the United States and under the supervision of the Bureau of Land Management. Plaintiffs introduced two relevant land office plats in evidence at the trial. One, ■vfiled August 16, 1894, was small scale (40 chains to an inch) and did not disclose the “island.” The other, filed December 16, 1963, did show the “island” with the original easterly meander line of the Snake bisecting it. Defendant introduced in evidence a detailed drawing of the area, and plaintiffs say it was from this “the vital information for delineating appellant’s [sic] boundaries was derived.” A portion of that exhibit is here reproduced together with an inset of a segment of the 1963 plat showing the relative location of Lots 4 and 8.
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Mr. Justice PARKER
delivered the opinion of the court.
Rene and Elfriede Jourdan, husband and wife, sued Abbott Construction Company1 for $20,000 damage because defendant had removed some 200,000 cubic yards of earth, rock and soil from their property and reduced the level of their land lower than the Snake River, rendering it useless. The Abbott company answered, denying generally and alleging that it was a road contractor with the Wyoming State Highway Commission, which had designated the area from whence borrowing materials were to have been obtained and asserting that if it had removed any materials from plaintiffs’ lands such was at the instance of the commission. After some preliminaries, the Abbott company took steps to bring the commission in as a third-party defendant and thereafter stipulated with it that upon the entering of any judgment in favor of plaintiffs and against Abbott a like judgment would be entered in favor of it and against the commission, which arrangement in effect eliminated Abbott; hereinafter the commission will be designated “defendant.”
A motion by defendant for summary judgment was denied and the matter proceeded to trial by jury. At the conclusion of plaintiffs’ case defendant moved for a directed verdict on the ground that plaintiffs had shown no ownership of the land and had not established value. This motion was granted; the court directed a verdict for defendant and accordingly entered judgment from which the appeal is taken.
The factual background of the controversy is uncomplicated. Defendant freely admits the removal of a large quantity of material from a sand and gravel bar, denominated by plaintiffs as an island,2 west of Jourdans’ Lot 4 (sec. 34, T. 40 N., R. 116 W., sixth principal meridian), and across the Snake River channel. To prevail in the trial, plaintiffs needed to prove that the bar was a part of their Lot 4 and if that could be done what damage had resulted from the taking of the materials.
Ownership to the disputed area being pivotal, we preliminarily focus on the title history. The Jourdans were the grantees in a 1965 deed from Henry and Lilly Wes-terhoff, who by mesne conveyances had received the property from James J. Good-rick. He had come into ownership by a February 2, 1938, United States Patent covering “Lots four, five, and seven of Section thirty-four in Township forty north of Range one hundred sixteen west of the Sixth Principal Meridian, Wyoming, containing seventy-five acres and sixty-five hundreths of an acre, according to the Official Plat of the Survey of the said Land, on file in the GENERAL LAND OFFICE.” Adjoining Lot 4 on the west was Lot 8 of Section 34, still owned by the United States and under the supervision of the Bureau of Land Management. Plaintiffs introduced two relevant land office plats in evidence at the trial. One, ■vfiled August 16, 1894, was small scale (40 chains to an inch) and did not disclose the “island.” The other, filed December 16, 1963, did show the “island” with the original easterly meander line of the Snake bisecting it. Defendant introduced in evidence a detailed drawing of the area, and plaintiffs say it was from this “the vital information for delineating appellant’s [sic] boundaries was derived.” A portion of that exhibit is here reproduced together with an inset of a segment of the 1963 plat showing the relative location of Lots 4 and 8.
[313]*313
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[314]*314Plaintiffs claim the trial court erred in finding that (a) they had not put on a prima facie case they were the owners of the land taken; (b) the main body of the Snake River constitutes a boundary of a fractional lot, rather than the best evidence of the original meander lines, and (c)' the plaintiffs had not established value of the property taken. They contend “Mr. Jourdan owns to the middle or thread of the meandered channel of the Snake River, which, according to the evidence, is the thread of the channel existing at the time of the original Government Survey, and 1963 survey to the west of the island in question.”
This court in Johnson Irr. Co. v. Ivory, 46 Wyo. 221, 24 P.2d 1053, 1057, held that generally it is the water itself, and not the surveyed meander line, that is the true boundary, saying:
“* * * Except under special circumstances, a patent which refers to a plat showing a meandered * * * stream as a boundary of the land conveyed has the legal effect of a declaration that the land is bounded by the * * * stream. * * * ”
Plaintiffs themselves recognize that a meander line is a line run by the government for the purpose of defining the sinuosities of the shore or bank of a body of water and as a means of ascertaining the quantity of land in adjoining fractional areas subject to sale by the government.
In Parker v. Farrell, 74 Wash.2d 553, 445 P.2d 620, 622, it was noted:
“* * * the thread or channel of a nonnavigable stream is the boundary line between two parcels of real property. When the course of the stream changes, the boundary line may or may not shift with the stream. If the change is slow and imperceptible so that it may be classified as accretion or reliction, the boundary line shifts. If, however, the change of the stream is avulsive, the original boundary line remains. * * * ”3
The statement correctly reflects the law. Hirt v. Entus, 37 Wash.2d 418, 224 P.2d 620, 624; California-Oregon Power Co. v. Beaver Portland Cement Co., 9 Cir., 73 F.2d 555, 569 (affirmed 295 U.S. 142, 55 S.Ct. 725, 79 L.Ed. 1356); Clark, Surveying and Boundaries, p. 638 (3 ed.).
Plaintiffs insist that they adduced sufficient evidence so that they should have been allowed to present to the jury instructions on the doctrines of accretion and avulsion, and that:
“The facts supporting the doctrine of avulsion appear in the testimony of David A. Evans that there was a channel west of the island and between the meander lines which contained water * *; the property retained its original character at all times known to the witnesses * * *; the change in the River occurred with a Game and Fish Department dike * * *; and the River is known to change and come inside its meander line * * *; this change came about twenty years ago * * *; there was no water between the uplands in Lot 4 and the meander line indicated in the Government Land Office Plat according to Paul N. Scherbel, Registered Surveyor * * *; the original meander lines were re-established in 1963 * * *; and were the same as the original Government Land Office Plat and were identical * * *; according to Pheo Valena Robertson, the Flat Creek used to flow down the east side of the island, and the Snake River down the west side of the island * * *; and it started to cut a new channel in 1953 * * *; the river gradually changed channels * * *; but the island was not changed in character and was always identifiable as the same property * *
Mr. Evans, who came to the area around 1937, said the location of the Snake was [315]*315then that which it occupied at the time of the trial. Asked when a change had started to occur in the Snake, he answered, “I believe the big change came, probably before my time in here, at the time of the Gros Ventre flood, and it became worse as the Game Department put in their dike.” Scrutiny of his testimony discloses that not within his knowledge had the main thread of the channel run west of the “island” although water did run through there sometimes in the early part of the season.
As concerns Mrs. Robertson’s testimony, as plaintiffs themselves indicated, she said the Snake “just gradually made a new channel and changed sides of the river.”
Thus, it develops that the only evidence pointed out by plaintiffs as supporting their position instead of proving the basis of ownership which they assert actually negates it. Moreover, we have carefully read all the other testimony in the record and find none to the effect that the change of the Snake was avulsive, and, therefore, conclude that the court was warranted in its direction of a verdict for defendants. This being true, the question of damages becomes academic and requires no consideration.
Affirmed.
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Cite This Page — Counsel Stack
464 P.2d 311, 1970 Wyo. LEXIS 149, Counsel Stack Legal Research, https://law.counselstack.com/opinion/jourdan-v-abbott-construction-company-wyo-1970.