Riverside Park Ass'n v. City of Hutchinson
This text of 171 P. 2 (Riverside Park Ass'n v. City of Hutchinson) is published on Counsel Stack Legal Research, covering Supreme Court of Kansas primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
The opinion of the court was delivered by
Johnston, C. J.:
This was a suit to enjoin the collection of a paving tax assessed upon plaintiff’s property. On July 6, 1915, the city of Hutchinson passed an ordinance providing for the paving of South Main street from the south line of Avenue' F to the Arkansas river. The following plat shows the portion of the street in question and the situation of the surrounding properties:
[489]*489
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The opinion of the court was delivered by
Johnston, C. J.:
This was a suit to enjoin the collection of a paving tax assessed upon plaintiff’s property. On July 6, 1915, the city of Hutchinson passed an ordinance providing for the paving of South Main street from the south line of Avenue' F to the Arkansas river. The following plat shows the portion of the street in question and the situation of the surrounding properties:
[489]*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" width="1227"/>
[490]*490On July 30, 1915, a contract was made for the paving, and, as first drawn up, it provided for the paving to extend to the river, but it was afterward changed (and according to the testimony of the city clerk, without authority for the change) to read, from Avenue F to the, south line of Riverside addition and Handy’s addition. On November 17, 1915, appraisers appointed by the city commissioners made an appraisement of lots 275 to 285 in Riverside addition and lots 276 to 288 in Handy’s addition, but nothing south of that was included in the' report. On November 26, 1915, the city commissioners, acting as a board of equalization, made some changes, in the appraisers’ report, ahd then also included an assessment of lots 20 to 32 in Dixon’s addition, tract A, tract C, and Belle Dixon tract; and in an ordinance published February 17, 1916, the assessment for all of the lots and tracts mentioned was made. Plaintiff is the owner of lots 23 to 32 and tracts C and D in Dixon’s addition, and taxes upon this property, except tract D, were certified by the city clerk upon the roll, to be collected. Plaintiff’s action to enjoin its collection was brought December 11, 1916.
The pavement was completed as far as the point where the horizontal lines are shown on the plat, awaiting the completion of a new bridge by the county. The pavement on the approach to the bridge, indicated on the plat ,by the vertical lines, is to be paid for by the county.
The injunction prayed for was granted as to lots 23 to 32 in Dixon’s addition. The defendants appeal.
The only question we need to consider is one of limitation on the right of plaintiff to enjoin or contest the levy of the special assessment. Under a statutory provision, the right to enjoin or contest such a levy can be exercised only within thirty days after the assessment is ascertained. (Gen. Stat. 1915, § 1217.) Plaintiff did not commence this action until ten months after the assessment had been ascertained. It is insisted by the plaintiff that the city acted without authority in that it assessed property not adjoining the street to be improved, and also that the assessmeht attempted was not made in the-manner prescribed by law. The bar of the statute appljes even if the defendants acted without authority in the inclusion of property that was not subject to assessment. It has [491]*491already been determined that the thirty-day limitation applies to void assessments as well as to irregular ones. (City of Topeka v. Gage, 44 Kan. 87, 24 Pac. 82.) In Rockwell v. Junction City, 92 Kan. 513, 141 Pac. 299, and the same case on rehearing, 93 Kan. 1, 142 Pac. 268, it was ruled that the limitation in question cuts off all defenses of every kind and character, including assessments fraudulently made and those which were made without jurisdiction or authority. That holding has been followed and approved in Railway Co. v. City of Chanute, 95 Kan. 161, 147 Pac. 836; Arment v. Dodge City, 97 Kan. 94, 154 Pac. 219; Wyandotte County v. Haskell, 97 Kan. 304, 154 Pac. 1029. No more reason can be found for excepting from the limitation a defense that the assessment is invalid because of including platted and unplatted land or land extending too far from the improved street than there was for excepting a defense that the assessment was fraudulent and void. The legislature manifestly intended to bar an action for every defect, whether it be for irregularity or invalidity, if not' begun within the prescribed time. Within that time the plaintiff might have contested the right of the city commissioners to make an assessment on property which the appraisers had not included in their report, and also where the taxing district had extended beyond the legal limits. The intention of the legislature was, that public improvements should not be long delayed by contests of this character, nor the assessment proceedings interrupted by belated litigation; and so, property owners who propose to challenge an assessment for any kind of defect are required to do so promptly, or not at all. The validity of such a law is beyond question.
It follows that the judgment must be reversed and the cause remanded with instructions to enter judgment for the defendants.
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171 P. 2, 102 Kan. 488, 1918 Kan. LEXIS 74, Counsel Stack Legal Research, https://law.counselstack.com/opinion/riverside-park-assn-v-city-of-hutchinson-kan-1918.