Klosterman v. City of Elkton
This text of 191 N.W. 341 (Klosterman v. City of Elkton) 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, P. J.
The city limits of Elkton, in Brookings county, embrace nine quarter sections of land. See plat attached.
[137]*137
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GATES, P. J.
The city limits of Elkton, in Brookings county, embrace nine quarter sections of land. See plat attached.
[137]*137
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" 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Plaintiffs, the owners of the quarter section in the southwest corner, petitioned' the city council to exclude their land from the city • limits, which request was denied. Upon review the circuit court excluded it, and at the same time excluded the north ‘‘80” of the quarter section in the northeast corner of the city limits. From the action of the trial court in excluding plaintiff’s .and, the city has appealed.
Probably the trial court felt bound to grant the petition in view of the decision of this court in Thiel v. City of Alexandria, 41 S. D. 427, 171 N. W. 209. The only reason respondents advance for the segregation is the matter of increased taxation on’ property within, as compared wiith property without, the city limits. Elkton is a community of 872 persons; has made improvements in the last two years amounting to $85,000; has five churches, two schools, and two railroads. The public school building is in the third block east of the northeast corner of respondents’ land, and about four blocks from their residence. The residence is about 60 rods south of their northeast corner, and Is about three-fourths of a mile from the center of business. It is about 1,500 feet from the nearest fire hydrant. In 1919 an addition was platted in the quarter adjoining it on the east, in which several buildings have been built. The tendency of growth is to the southwest. The highway on the east is a graded road maintained by'the city. Along it runs the electric light line. Plaintiffs [138]*138have municipal telephone connection. The plans of the-city-engineer contemplate a sewer system discharging to the southwest.
In our opinion-, if this tract is'to' be, segregated, then all portions of the city that do .not contain platted lots;as shown by the above plat are likewise entitled'to. be excluded: In our opinioñ,
the showing made by the city in-1 this, case entitled it to retain the lands of plaintiff‘’within the 'city-liniSts. This 'case s'hows facts much more favorable) tój the- ¡retention of the land within the city limits than did Thiel v. City of Alexandria, supra.
The judgment and -order appéaléi-ffrom aré ..reversed.
Note — Reported. In 191 N. W. 341.- See American Key-Nunifereh Digest, Municipal Corporations, Ke-y-No. 30, 28 Cyc. 194-19-7.
.On power of city to extend exercise of taxing power beyond corporate”limits) see notes in 15 L. R. A. 294, -and L. R. Á. l’’9Í8C, 528; Taxation of farm lands within municipal limits, 26 R. C. L. 336.
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Cite This Page — Counsel Stack
191 N.W. 341, 46 S.D. 136, 1922 S.D. LEXIS 166, Counsel Stack Legal Research, https://law.counselstack.com/opinion/klosterman-v-city-of-elkton-sd-1922.