Crane v. French
This text of 50 Mo. App. 367 (Crane v. French) is published on Counsel Stack Legal Research, covering Missouri Court of Appeals primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
G-ill, J.
— The point in this controversy is this: Can the east half of plaintiff’s two acres of land, shown by the accompanying plat, be legally taxed, under the Kansas City charter of 1875, for the grading of Central street?
The plaintiff, by this action, sought to remove a. tax bill issued for the grading of Central street, as a.
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G-ill, J.
— The point in this controversy is this: Can the east half of plaintiff’s two acres of land, shown by the accompanying plat, be legally taxed, under the Kansas City charter of 1875, for the grading of Central street?
The plaintiff, by this action, sought to remove a. tax bill issued for the grading of Central street, as a.
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" 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[369]*369cloud on Ms title, taking the ground that it was an illegal charge. The cause was submitted on an agreed statement of facts; the court declined to award any relief, holding the tax bill valid, and the plaintiff brings the case here by appeal.
I. A decision of this case rests upon the construction of certain portions of article 8 of the charter of Kansas City, 1875. Laws of 1875, p. 250. Section 1 authorized the common council to grade any street of the city at the costs of the property fronting on the street when petitioned for by the resident owners of a majority in front feet of the property fronting on the street, or the portion thereof about to be graded. Section 2 of the same article provides that the costs of such grading “shall be charged as a special tax on all the property on both sides of such street, avenue or highway or part thereof graded within the following limits, namely: In case any of the land fronting on the street, avenue or highway or part thereof graded be laid off into lots and blocks, the property so laid of, from the line of the street, avenue or highway, back to the center line of the block or blocks, shall be so charged,, whether fronting on the street, avenue or highway or not; nevertheless the common council shall have power by ordinance to prescribe that such property shall not be charged beyond the alleys in such block, if deemed just and equitable; and, in case any land fronting on such street, avenue or highway or part thereof graded be not laid off in lots and blocks, then the property sa not laid off and the property in the rear thereof on the line of the street, avenue or highway or part thereof graded back one hundred and fifty feet shall be so charged, whether fronting on the street or not, and the property liable for such grading shall be charged according to the value thereof, exclusive of improvements thereon. ”
[370]*370It will be seen that here it is provided for assessing the two kinds of land along the line of the street — in one case where it is laid off into lots and blocks, and in the other instance where it is not so laid off; but in both cases it must be such land as is “fronting on the street.” Now, this plaintiff’s land comes under neither designation, for the reason that it does not front on Central street, nor is it laid off into lots and blocks; and this, as a fact, is admitted in the agreed statement. All the frontage on Central street, between Twenty-ninth street and Springfield avenue, where this grading was done, was divided into lots and blocks, and hence the extent of the right to tax is limited to the property “so laid off,” back to the center line of the block or blocks. Lot 13 (the ell-shaped (L) portion of block 7), as will be seen from the map, lies along the entire front and between plaintiff’s unplatted tract and the street. Said lot is then taxable for the improvement, but the said unplat-ted land of the plaintiff is not, because it is not “so laid off” — not divided into lots and blocks as the statute requires.
It will not do to say, because this small strip of lot 13 which intervenes between plaintiff’s acre track and the street is so narrow (only about five feet in width) that it must be ignored, and that this plaintiff’s unplat-ted land must be regarded as fronting on the street. It is sufficient in dimensions to cut off the plaintiff’s land from a frontage on Central street, thereby making said two acres of land not fronting on the street, and this excludes it from the taxable district. Neither are we permitted, under the plea of construction, to enlarge or wary the plain meaning of this statute. This enforced taxation, by special assessment for street improvements, is a matter of strict construction. The power thus delegated to the municipalty must be followed strictly in accord-with the legislative grant. No variation, on [371]*371account of supposed justice or injustice, -will be permitted.
The judgment, therefore, will be reversed, and the cause remanded with directions to the circuit court to enter a judgment for the plaintiff as prayed.
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Cite This Page — Counsel Stack
50 Mo. App. 367, 1892 Mo. App. LEXIS 333, Counsel Stack Legal Research, https://law.counselstack.com/opinion/crane-v-french-moctapp-1892.