Rae v. Kuhns
This text of 184 N.W. 280 (Rae v. Kuhns) is published on Counsel Stack Legal Research, covering South Dakota Supreme Court primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
GATES, J.
This is a case involving the right of an upper landowner to construct tile drains wholly upon his own land and thereby cast the water from certain ponds upon the land of the lower landowner. The following map of section 21, township 98, range 50 west 5th p. m., in Lincoln county, fairly shows the situation :
[496]*496
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GATES, J.
This is a case involving the right of an upper landowner to construct tile drains wholly upon his own land and thereby cast the water from certain ponds upon the land of the lower landowner. The following map of section 21, township 98, range 50 west 5th p. m., in Lincoln county, fairly shows the situation :
[496]*496
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" 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Plaintiff owns the northeast quarter, and defendant the southeast quarter of the section. Plaintiff constructed tile drains from ponds C and E into pond B, and from ponds B and D into depression A.
Following are the findings of fact and conclusions of law made by the trial court, except the first finding, which related to the ownership of the lands:
“(2) That the conformity of the plaintiff’s and defendant’s land is such that in the natural course of drainage surface water, in rainy seasons, flows from the plaintiff’s land' onto the defendant’s land, except a small depression near the center of the west [497]*497line of the plaintiff’s land, and designated in the pleadings as pond D, which would overflow, if sufficient water were found therein, in a southwesterly direction, and not over the land of the defendant.
“(3) That the general contour of each of said farms is level, the general flow, however, being, with the exception of said pond D, from the north to the south on each of said farms; there being on plaintiff’s land, however, depressions a few inches deep where surface water would accumulate in wet seasons.
“(4) That in order to more readily drain such depressions and cause the surface water to flow readily therefrom, the plaintiff has constructed a series of tile drains wholly upon his own land, between 5,000 and 6,000 feet, opening in a natural depression or swale, the water from which tile drain passes over the defendant’s land through a natural depression.
“(5) That said tiling and draining done by the plaintiff is done in the most workmanlike manner and in accordance with good husbandry (except as to said pond D), and that the water flowing therefrom upon defendant’s land does his farm as small, if any, damage as possible.
“(6) That the loss, if any, which the defendant sufférs by reason of the flow of water from the plaintiff’s land is trifling.
“(7) That said tiling and drainage done by the sáid plaintiff enters the said defendant’s land (with the exception of. pond D) in such a way as to do as little damage as possible, if any, to the said defendant.
“(8) That now the water from said plaintiff’s land immediately runs off after rains-, leaving no permanent springs or permanent water.
“From the foregoing findings of fact the court derives and makes the following conclusions of law:
“1. That the defendant is entitled to judgment restraining the said plaintiff from draining said pond D in a southeasterly direction, so that the surface water therefrom will flow upon the land of the defendant.
“2. That the defendant is not entitled to restrain the said plaintiff from continuing the drainage of any of the remainder of his farm as the same is now constructed.
“3. That as the • plaintiff offered to dismiss this proceeding [498]*498prior to the incurring of the expense of the trial, and the defendant having- insisted upon trial on the counterclaim, and the relief recovered by the defendant being of a trifling nature, neither party should have costs.”
From the judgment, and an order denying new trial, defendant appeals.
We are of the opinion that, under the evidence, the trial court should have enjoined the maintenance by respondent of the tile drain connecting pond B with depression A.
The judgment and order appealed from are reversed, and the cause is remanded for further proceedings in harmony with this opinion.
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Cite This Page — Counsel Stack
184 N.W. 280, 44 S.D. 494, 1921 S.D. LEXIS 152, Counsel Stack Legal Research, https://law.counselstack.com/opinion/rae-v-kuhns-sd-1921.