Hathaway v. City of Milwaukee
This text of 111 N.W. 570 (Hathaway v. City of Milwaukee) is published on Counsel Stack Legal Research, covering Wisconsin Supreme Court primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinions
The following opinion was filed March 19, 1907:
SiebeoKBR, J.
In dividing the accretion and the new shore the court evidently followed the rule of apportioning-to each abutting proprietor such proportion of the new shoreline as his ownership of the original shore line bore to the-whole line on which the accretion abuts, and dividing the-area to be apportioned by connecting the points where division lines of coterminous owners intersect the original shoreline and the corresponding points on the new shore line by-[253]*253straight lines. This process of apportionment is well recognized as a proper one to follow unless it results in such inequalities as to make it inequitable. Northern P. L. Co. v. Bigelow, 84 Wis. 157, 54 N. W. 496; Thomas v. A., S. & I. R. L. Co. 122 Wis. 519, 100 N. W. 993; Batchelder v. Keniston, 51 N. H. 496.
[252]*252
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7e0RvPTJ4yZjNlYLBW7LWUVzsETvVdZlhDYY3yXmdC81j57aN7pe5sTwDHcJPackeq8ypAB0j1g64BQ816ZgXoK+ypz7qAU036iXkHT7WkCwyynkfZ3aznkxKWBlLsJUtgwmNAL4ceAtcAp5X6dgtvizOVXFZ0j2FpsQ6nMAkSnofbcArZamYA7o5ITobhJg36iXzppU2bY2myCrpymY5whymDsq9nEu+HvlKJmsWx5VDtxeQ3A1NF3eyMWMvN2J3ZR8JynMVgAyCnNjjSrTyi36DE7BX
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The following opinion was filed March 19, 1907:
SiebeoKBR, J.
In dividing the accretion and the new shore the court evidently followed the rule of apportioning-to each abutting proprietor such proportion of the new shoreline as his ownership of the original shore line bore to the-whole line on which the accretion abuts, and dividing the-area to be apportioned by connecting the points where division lines of coterminous owners intersect the original shoreline and the corresponding points on the new shore line by-[253]*253straight lines. This process of apportionment is well recognized as a proper one to follow unless it results in such inequalities as to make it inequitable. Northern P. L. Co. v. Bigelow, 84 Wis. 157, 54 N. W. 496; Thomas v. A., S. & I. R. L. Co. 122 Wis. 519, 100 N. W. 993; Batchelder v. Keniston, 51 N. H. 496.
[252]*252
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" 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[253]*253The plaintiffs contend that the application of the rule of division to the' alluvial deposit in question results in gross inequities in both the apportionment of the area of accretion and tbe new water front, in that some of the riparian proprietors thereby receive a much larger part of the accretion than others owning equal amounts of the original water front, and in that they also acquire the most valuable portion of the newly established water front. There is practically no dispute among the parties as to the amount of the accretion, its location, and as to its being properly apportionable among the riparian proprietors named in the judgment of the trial court. An examination of the situation thus presented has led us to the conclusion that the apportionment under the rule followed by the trial court results in as equitable a division of this area as can practically be made in view of the quantity of the land to be divided and the relation of the accretion to the riparian proprietorships. Plaintiffs’ contention necessarily results in materially subordinating the claims of the respective proprietors to the new shore line to those to the area to be divided. This we cannot accede to. When access to the. lake for the purposes of navigation and the probable future accretion are kept in mind, it is apparent that ownership of the present water front is an important right.
The contention that an apportionment restricted within the government lines as to both the original and the present water frontage would result in a more equitable distribution of the area and the water line in view of the interests of the parties does not seem well founded. Such a division would [254]*254.give to a part of tlie proprietors witbin these lines a much larger area of the accretion in proportion to ownership of the original shore line than was given under the method adopted by the court, on account of the variation in remoteness of different proprietors from the new shore line. We are of opinion that the court properly disregarded the dividing lines between government divisions of the shore line and .properly treated the accretion as a whole, to be divided proportionately among all the' abutting owners.
It is contended by the city of Milwaukee that the distance of 180 feet along the intake tunnel, between the points designated on the plat as C and D, ought not to be included as part of the new shore line. The evidence shows that it forms the actual line between the water and the alluvial deposit, and that the city maintains a tunnel to take in water for municipal purposes. This use, however, does not prevent this portion of the shore from being used and treated as the natural water and shore line. In measurement the distance from A to C and thence to D, so far as can be ascertained, is approximately an equivalent in measurement of the probable curve line of the natural shore between the points A and D in the absence of the tunnel. Under the circumstances it seems that the 180 feet of shore from C to D should be included as a part of .the new shore line.
We find nothing in the case to warrant the court in disturbing the plan pursued in establishing the remainder of the new shore line from D to E. and thence to the points H and G-. The location of the government pier and the resultant shallow water, forming a curve at its northern end, called for special consideration in determining what was available for use as lake front. Appellants’ suggestion in this regard presents nothing to show that a better or equally good plan for establishing the shore line along this portion of the accretion could have been adopted and would have resulted in a more equitable apportionment thereof among the riparian proprietors.
[255]*255The city of Milwaukee contends that the court erred in determining tbe rights of the city under the deed given by Lydia W. Payne, who was then the owner of the premises described therein. The premises on which the street which was conveyed to the city abuts were subsequently conveyed to Ida 8. Ott, one of the defendants in this action. The premises covered by the deed to the city were a part of the land abutting upon the original water line here in question, extending twenty-five feet “from the point E . . . easterly,” as shown on the plat attached to the judgment. The deed conveys the premises to the city “for public use for the purpose of a street.” No good grounds have been presented, nor do we perceive any, why the rights the city acquired under the deed should not be ascertained by the court for the purposes involved in this action, as well as those of all other riparian proprietors. It was necessary for the court to ascertain who were riparian proprietors of the shore on which the accretion abuts for the purpose of making them parties to the action and having them bound by the judgment of the court establishing their rights and interests to the accretion and new shore line. Eor these purposes it was therefore necessary and proper that the city’s rights acquired under the deed should be determined. The trial court found that Ida S. Ott, grantee of Lydia W. Payne, owned the title to the premises conveyed by the deed. The judgment, however, is silent on the question of whether the city acquired an easement over the premises. It is claimed that the city could not acquire title to these premises. The purpose of the conveyance is disclosed in the deed to be “for public use for the purpose of a street.” The language of the deed indicates that the purpose of the grant was to give the city an easement running to the lake shore over this strip of land. That the owner might devote this strip of land to such use and grant the city the right to use it for such a purpose cannot be questioned, nor do we discover any impediment in the city’s charter barring the city from accepting it for such a purpose. [256]*256The city’s authority to maintain public streets is clear and unquestioned, and there is no charter provision prohibiting the acceptance of this easement over this strip of land. 2 Dillon, Mun. Corp. § 633.
The case of Trester v. Sheboygan, 87 Wis. 496, 58 N. W. 747, did not involve the right of the city to accept such an easement by voluntary gift or grant of a private party. The city in that case had not been authorized to contract for the purchase of an easement for a street, and, in the absence of a grant of such power, the charter provision for its acquisition by condemnation proceedings was held to be exclusive of any other way the city could take to accomplish this purpose. It is manifest that the case did not involve the right of the city to receive and accept an easement for street purposes voluntarily granted by a private party. We are of the opinion that the city of Milwaukee was empowered to accept the grant of a public street over the land described in the deed, and that the court should have declared in the judgment that the city now has a right to an easement over it for street purposes. It is also recognized that, where such shore land is subject to such, an easement, it will attach to the accretion apportioned thereto. From this it must follow that such street of the city extends to the land apportioned to the strip covered by the deed, namely, the land included in the area designated on the plat as F, H, U, V. 2 Dillon, Mun. Corp. § 634; Banks v. Ogden, 2 Wall. 57.
Upon these considerations the plaintiffs will take nothing on their appeal, but the judgment must be reversed on the appeal of the city of Milwaukee, with directions to the trial court to enter judgment in accordance with this opinion and awarding the city an easement under the grant from Lydia W. Payne: the city of Milwaukee to have its costs on its appeal.
By the Court. — It is so ordered.
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Cite This Page — Counsel Stack
111 N.W. 570, 132 Wis. 249, 1907 Wisc. LEXIS 91, Counsel Stack Legal Research, https://law.counselstack.com/opinion/hathaway-v-city-of-milwaukee-wis-1907.