Hunt v. Keye
This text of 184 N.W. 840 (Hunt v. Keye) is published on Counsel Stack Legal Research, covering Supreme Court of Minnesota primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Tati,or, C.
The controversy in this case is over the location of a boundary line in the townsite of Middle River located in the south half of the southwest quarter of section 10 in township 156 north of range 48 west in Marshall county. The townsite was platted two years or more after the St. Paul, Minneapolis & Manitoba Railway had been constructed across this section, and lies on both sides of the railroad right of way. A copy of the plat will be found on page 144:
[144]*144
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Tati,or, C.
The controversy in this case is over the location of a boundary line in the townsite of Middle River located in the south half of the southwest quarter of section 10 in township 156 north of range 48 west in Marshall county. The townsite was platted two years or more after the St. Paul, Minneapolis & Manitoba Railway had been constructed across this section, and lies on both sides of the railroad right of way. A copy of the plat will be found on page 144:
[144]*144
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" width="2037"/>
[145]*145Ash avenue, 50 feet in width, extends along the eastern side of the railroad right of way parallel with the railroad track. Bridge avenue, 70 feet in width, extends from Ash avenue to the river at a right angle to the railroad track. Block 3 is hounded on the south by Bridge avenue, on the west by Ash avenue, and on the north and east by the river. It is divided into two parts by an alley, 20 feet in width, extending from Bridge avenue to the river, parallel with Ash avenue and distant 140 feet therefrom. The portion of the block between Ash avenue and the alley is subdivided into 12 lots fronting on Ash avenue, numbered consecutively 1 to 12 beginning at the north, and each 25 feet in width except lot 1. The portion of the block east of the alley is subdivided into 9 lots fronting on Bridge avenue and extending from that avenue to the river, numbered consecutively 13 to 21 beginning at the alley, and each 50 feet in width except lot 21 which is bounded on the east and north by the river.
Defendant is the owner of the 12 lots fronting on Ash avenue and testified that he had lived there 24 years. Plaintiff is the owner of lots 13, 14 and 15 fronting on Bridge avenue and has occupied them as a home since 1892. Her dwelling house is on lot 13 which adjoins the alley. Joseph Le Blance is the owner of lots 16, 17 and 18 and has occupied them since 1894. Dan Erickson is the owner of lots 19, 20 and 21, having purchased them shortly before this suit. How long they had been occupied does not appear. while perhaps not important in this case, it may be proper to mention that a public highway has been established along the section line which forms the south boundary of the townsite; that Bridge avenue, or that part thereof not included in this highway, has been vacated, and that the owners of lots in block 3 have acquired that portion of Bridge avenue and of block 4 lying between their respective lots and this highway, thus making this highway the south boundary of their several properties.
Hntil shortly before the acts which led to this lawsuit, all the owners of lots in block 3 unquestionably understood that the railroad right of way was 75 feet in width on each side of the center line of the railroad track, for they located the east and west boundary lines of their respective properties 'by computing the distance of such lines from the [146]*146railroad track, allowing 75 feet for the right of way, and have occupied, improved and used such properties to the boundaries so located ever since acquiring them, a period of more than 20 years on the part of both plaintiff and defendant. The village officers also seem to have understood that Ash avenue was only 75 feet from the railroad track, for they graded it as so located.
Defendant learned that the right of way was marked on the plat of the townsite as 100 feet in width oh each side of the railroad track, and in October, 1919, claimed that his eastern boundary line was 290 feet from the track, being 100 feet for the right of way, 50 feet for Ash avenue and 140 feet for the depth of his lots, and measured off this distance from the center line of the track and began constructing a fence along the line so located and from this line along his south line. According to his contention the boundary lines of the lots in block 3 are 25 feet east of the lines which have always been recognized and accepted as such boundary lines. Moving these lines 25 feet east will bring Ash avenue within less than one foot of defendant’s own house, will bring the alley within a few inches of plaintiff’s house, will place plaintiff’s barn partly on defendant’s land and partly in the alley, will place the walk from plaintiff’s house to the highway partly in the alley, and will place a row of trees set out by plaintiff several years ago along her side of the alley, as previously located and traveled, on defendant’s side of the alley. Defendant dug post holes for his east fence along this row of trees, and in doing so cut the roots of those trees. R. extended the fence which he was constructing along his south line to this line, thereby cutting off access to the alley -as previously located and traveled. Thereupon plaintiff brought this action in trespass and asked for an injunction restraining defendant from continuing the trespass. The trial court found that the alleged trespass was not committed on plaintiff’s property and directed judgment for defendant. Plaintiff appealed from an order denying a new trial.
At the trial the controversy was whether the distance 'between Ash avenue and the railroad track was 75 feet or 100 feet. If 100 feet as claimed by defendant, the acts complained of were committed on his property; if only 75 feet, as claimed by plaintiff, a part of these acts [147]*147were committed on plaintiff’s property. Both parties took the railroad track as the point from which to measure in locating the disputed lines, and neither of them caused any survey to he made for the purpose of locating such lines from the other monuments or fixed points shown on the plat.
From the record we take it as established and as practically conceded that the right of way is in fact only 75 feet wide on eaph side of the track. But defendant contends that the width marked on the plat is conclusive on the lot owners, and that they must locate their lot on the ground on the hypothesis that the right of way on the east side of the track is 100 feet in width as marked on the plat, although it is actually only 75 feet in width. We are unable to sustain this contention. It is thoroughly settled that, in locating lines and boundaries according to prior surveys, courses and distances- must yield to monuments, fixed points, and the boundaries of adjoining lands established before the survey in question and shown on the plat or record thereof. Obert v. Board of Co. Commrs. of Otter Tail County, 122 Minn. 20, 141 N. W. 810; Sandretto v. Wahlsten, 124 Minn. 331, 144 N. W. 1089; Lawler v. Counties of Rice and Goodhue, 147 Minn. 234, 180 N. W. 37; 4 R. C. L. 100.
It is admitted that the railroad still remains as it existed at the time' of laying out the townsite. In his certificate indorsed on the plat, the surveyor states that the railroad is “the line upon which the townsite is laid out.” This certificate gives the width of the streets and alleys, and the dimensions of the full lots, and states that the other lots are as exhibited on the plat, but says nothing concerning the width of the right of way. The plat shows that Ash avenue adjoins the right of way—the eastern boundary of the right of way forming the western boundary of the street. The plat, taken in connection with the surveyor’s certificate, shows that the townsite was laid out with reference to the right of way, and, consequently, the courses and distances on the plat must yield to the true location and actual boundaries of the right of way as it in fact existed on the ground. It was a fixed and definite monument and must be given effect as such. It follows that the finding, to the effect that [148]*148defendant had committed no trespass on the property of plaintiff, is not sustained by the evidence, .and the order denying a new trial is reversed.
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Cite This Page — Counsel Stack
184 N.W. 840, 150 Minn. 142, 1921 Minn. LEXIS 746, Counsel Stack Legal Research, https://law.counselstack.com/opinion/hunt-v-keye-minn-1921.