Gibbs v. Cass
This text of 431 S.W.2d 662 (Gibbs v. Cass) 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
RUDDY, Judge.
This is a suit in equity to enjoin the alleged violation of a restrictive covenant prohibiting the resubdivision of a lot owned by defendants. Defendants in their answer deny the applicability of the restrictive covenant to their proposed action and plead affirmative defenses of waiver and abandonment of the restrictive covenant and change in the character and condition, since the adoption of the restrictive covenant, of the neighborhood within which the properties owned by plaintiffs and defendants is situated. Injunctive relief was granted plaintiffs and defendants appealed.
Plaintiffs brought this action as property owners in the Heather Acres Subdivision and additionally, Thomas A. Gibbs, John W. Schaper and John C. Bodine brought it as Trustees of said subdivision. Most of the material facts have been agreed to by the parties and are contained in a stipulation signed by the attorneys for the respective parties and filed in the trial court. Other facts were supplied by the witnesses for the respective parties. We observe no significant disagreement between the parties as to the pertinent facts.
The Glen Oaks Corporation was the owner of a large tract of land and at some time prior to August 11, 1950 it caused said tract of land to be subdivided into lots. On the aforesaid date said Glen Oaks Corporation caused a plat, showing said property as it was subdivided, to be recorded in the office of the Recorder of Deeds for St. Louis County, Missouri. A reproduction of said plat as filed (except as noted hereinafter) is inserted here in reduced form.
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RUDDY, Judge.
This is a suit in equity to enjoin the alleged violation of a restrictive covenant prohibiting the resubdivision of a lot owned by defendants. Defendants in their answer deny the applicability of the restrictive covenant to their proposed action and plead affirmative defenses of waiver and abandonment of the restrictive covenant and change in the character and condition, since the adoption of the restrictive covenant, of the neighborhood within which the properties owned by plaintiffs and defendants is situated. Injunctive relief was granted plaintiffs and defendants appealed.
Plaintiffs brought this action as property owners in the Heather Acres Subdivision and additionally, Thomas A. Gibbs, John W. Schaper and John C. Bodine brought it as Trustees of said subdivision. Most of the material facts have been agreed to by the parties and are contained in a stipulation signed by the attorneys for the respective parties and filed in the trial court. Other facts were supplied by the witnesses for the respective parties. We observe no significant disagreement between the parties as to the pertinent facts.
The Glen Oaks Corporation was the owner of a large tract of land and at some time prior to August 11, 1950 it caused said tract of land to be subdivided into lots. On the aforesaid date said Glen Oaks Corporation caused a plat, showing said property as it was subdivided, to be recorded in the office of the Recorder of Deeds for St. Louis County, Missouri. A reproduction of said plat as filed (except as noted hereinafter) is inserted here in reduced form.
*665
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" 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*666 The boundaries of said tract are shown by the outlined borders and the number of lots platted in the original subdivision was 33. The number of each lot as originally platted is shown on the plat in boldfaced numerals. The plat also shows the amount of acreage contained in each lot and the lot in controversy sought to be resubdivided is No. 23. The shaded or lined portion of the plat shows the original lots that were resubdivided, prior to the effort on the part of the defendants to resubdivide their lot No. 23. Also included in the shaded or lined portion is lot 23. Shown also in the lined portion are the new numbers (in the white spaces in light-faced numerals) assigned to the newly created lots, together with their boundaries, after the re-subdivision of original lots 4, 32 and 33. Ten of the lots as originally platted contained one acre each. Eleven of the lots contained between one and one and one-half acres each. Four of the lots contained between one and one-half and two acres each. One lot (No. 29) contained 2.35 acres. Six of the lots (Nos. 22, 23, 30, 31, 32 and 33) as originally platted contained between three and four acres each and one lot, namely, lot No. 4 contained approximately sixteen-)- acres.
The subdivision was to be known as Heather Acres and was to be a single family residential area and has been developed as such. On the same day the subdivision plat was recorded there was also recorded a Declaration of Restrictions for Heather Acres Subdivision and every lot and parcel in the subdivision that was sold by the developer subsequent to the recordation of the Declaration of Restrictions was sold subject to the restrictions contained in said declaration. Among the restrictions imposed on the lots was the following: “No lot may be resubdivided and no building shall be erected on less than one acre and the minimum width of each lot at the building line shall be at least 100 feet.” All of the lots were sold by the developer intact as platted in the original subdivision plan except those mentioned hereinafter. These lots in the course of their sales were re-subdivided as hereinafter shown. In August of 1950 the west 60 feet of lot 32 and the east 60 feet of lot 33 were sold to one purchaser. This had the effect of resub-dividing lots 32 and 33. On September 21, 1950 the west 120 feet of lot 33 was sold and on December 11, 1950 the east 120 feet of lot 32 was sold. Each of these re-subdivided portions of lots 32 and 33 were sold to different purchasers. In the early part of 1953 4.534 acres of lot 4, immediately north of lots 32 and 33 as platted, were sold by the developer to another development as a portion of another subdivision adjoining the Heather Acres Subdivision. These 4.534 acres of lot 4 became a part of the Signal Hill Subdivision. In 1960 C. A. Borchelt, owner of lot 24, purchased 3.901 acres of lot 4 and in 1965 he purchased two acres from the developer of lot 4. These two purchases formed the triangular shape parcel fronting on Lemp Road on the plat and on the rear lot line of lots 24, 25, 26, 27 and part of 28. In 1954 the developer transferred the remaining portion of lot 4 to another subdivision adjoining the Heather Acres Subdivision. This other subdivision was known as Charmwood. It appears from the plat that a part of the Charmwood Subdivision purchased from the developer of Heather Acres Subdivision has been subdivided into lots. There were four separate sales of portions of lot 4, each requiring a resub-division of said lot. December 14, 1950 lot 22 was sold by the developer and in 1962 the record owner of that lot sold one-half of the lot which had the effect of re-subdividing lot 22. It is the purpose of the defendants to resubdivide lot 23, which as originally platted contained 3.13 acres. In the resubdivision as planned by defend-dants one lot will be 1.05 acres and two lots will be 1.04 acres each. Defendants’ present home will be on the triangular shaped lot shown on the plat. It is their plan to build a new home on one of the lots and to sell the third lot and their present home. The proposed resubdivision of lot 23 by the defendants was submitted to the Planning *667 Commission of the City of Kirkwood and received its approval. All of the Heather Acres Subdivision is zoned as one acre single family dwelling units and each of the subdivisions adjoining it are all zoned residential.
Plaintiffs are the owners of the following lots and acreage: Gibbs, lot 6, 1 acre; Schaper, lot 7, 1 acre and Bodine, part of lot 33, 2 acres+. Two of plaintiffs’ witnesses are owners of lots 7 and 26, each lot containing one acre and the other witness owns lot 3, containing 1.05 acres. All of the plaintiffs and their witnesses were aware of the restrictions at the time each purchased their respective lot. Plaintiffs and their witnesses at the time of the purchases of their respective lots did not have actual knowledge of the resubdivision of lots 4, 32 and 33; however, plaintiffs and all but one of their witnesses had actual knowledge of the resubdivision of lot 22. One of plaintiffs’ witnesses testified that the Killebrew house had been built on re-subdivided lot 22 before he purchased his home. All of the plaintiffs and plaintiffs’ witnesses were aware that Mr. Borchelt, owner of lot 24, had purchased a part of lot 4; however, none of the plaintiffs or their witnesses who knew that lot 22 was going to be resubdivided made any attempt to prevent the resubdivision of lot 22. In fact, the record shows that no one, whether a party to this suit or a witness or a former lot owner took any action to prevent the resubdivision of lots 4, 22, 32 and 33. The first action taken by any present or former lot owners to prevent a resubdivision of lots was that taken in this action by the plaintiffs who brought this action in their behalf and in behalf of a number of lot owners who had attended a meeting of the Heather Acres Association and had objected to the resubdivision of defendants’ lot. However, some of the lot owners, who were witnesses for defendants, favored a resubdivision of defendants’ lot 23.
In an effort to justify the resubdivision of lot 4 plaintiffs and their witnesses testified that the topography of this lot was very poor and that a deep valley with a stream running through it, with heavy brush and woods, traverses the lot. They testified that in the summer time the stream is practically dry and it forms a small stream during the wet weather. The course of the stream and valley is depicted on the plat by a thin irregular line that begins in the upper portion of the triangular lots described as purchased by Borchelt; the stream and valley being designated at its beginning with the letter “B” and winding its way through Borchelt’s property leaving it at the northwest corner of lot 26 and then continuing through lots 27, 28, 29, 30, 31 and 32. The west end of the stream and valley is indicated on the plat as “A”. Plaintiffs and these witnesses admitted that homes were built in the Charm-wood Subdivision on the portion that previously was part of lot 4 and that these homes could be seen from their lots when there were no leaves on the trees in the winter time but could not be seen in the summer time because of the foliage.
The principal reasons given by plaintiffs and their witnesses for objecting to this proposed resubdivision by defendants of lot 23 were: that the resubdivision would deteriorate the value of the surrounding property; that, as one witness said, he purchased because of the spaciousness of the subdivision and did not think there would be a house within 20 feet of his own house; and, that in the resubdivision, defendants’ house would be on a “triangular-pie shaped lot,” which witness thought was normally less expensive in a subdivision than a rectangular plot. However, J. W. Schaper, one of the plaintiffs, testified that he understood each of the three lots proposed in the resubdivision would be about the size of his own lot and that they would be comparable to all the lots on the east end of Heather Acres Subdivision.
At a meeting of the Heather Acres Association held January 16, 1966, at which ten to fifteen persons were present, a majority of those present voted to protest the resubdivision of lot 23. Subsequently, the *668 secretary of the association and another met with Mr. Cass, one of the defendants, and informed him of the action of the majority of those present at the aforesaid meeting and asked Mr. Cass to reconsider the proposed resubdivision of his lot 23. Mr. Cass informed them that he would not reconsider the matter.
Defendant, Robert Cass, served as a Trustee of the subdivision in 1953 or 1954 and was elected in 1962 to serve a three year term ending 1965. He was aware of the several resubdivisions of lot 4, but said he was not aware of the resubdivisions of lots 32 and 33. He was aware of the purchases made by Mr. Borchelt of acreage in lot 4. He said he was not a Trustee at the time of the resubdivision of lots 4, 32 or 33. He was aware of the resubdivision of lot 22 and was a Trustee at that time. While he was a Trustee no one objected to him about the resubdivision of lot 22. He was in favor of the resubdivision of said lot because the then owner did not take care of it and permitted it to grow up in weeds.
Defendants’ witnesses were owners of lots 22a, 27, 28, 32 and 33. All of them were in favor of the resubdivision of defendants’ lot 23, except the owner of lot 27 who said he would prefer to see it divided in two lots instead of three. William G. Spencer, one of the witnesses, who was owner of lot 28, said he was in favor of the resubdivision of lot 23, stating, “ * * I would rather see homes over there than just weeds, because I live directly across from Lot 23.” Most of these witnesses and owners of lots were not aware of the resubdivision of lots 4, 32 or 33 until recently; however, they were aware of the re-subdivision of lot 22 but had no objection to the resubdivision of said lot. These witnesses thought that the resubdivision of lot 23 would not devalue the surrounding property.
Defendants contend the trial court has erred in failure to find that there has been an abandonment and waiver of the restriction in question by the original developer, the lot owners and plaintiffs and in failure to find that the subdivision has undergone a change in character since the original platting and imposition of the restriction and as an ancillary point contend that the proposed resubdivision by them is totally compatible with the development of the subdivision as a whole and further, that plaintiffs did not prove that there would be any depreciation in their property values or that there was any value to the maintenance of the restriction in its original form.
In the trial court and in this court defendants do not question the meaning, construction or effect of the restrictive covenant in question and the case was tried on the theory that the restrictive covenant as originally enacted prohibited the resubdivision of any of the original lots of the Heather Acres Subdivision no matter how large or small the lot. We, therefore, confine our discussion to the points relied on by defendants.
Plaintiffs and defendants have cited numerous cases and authorities in support of their respective positions; all of which we have read, but we hasten to point out that the cases when read present such a wide difference in facts that, in equity, but few rules can be generally applied, and, ordinarily, each case must be determined on its own facts. Eichelsbach v. Harding, Mo. App., 309 S.W.2d 681, 685. There is no hard and fast rule as to what constitutes abandonment and waiver and change of condition. However, certain fundamental rules do pervade and form the foundation and support of all of the decided cases. The law favors the free and untrammeled use of real property. Restrictions in conveyances on the fee are regarded unfavorably, and are therefore strictly construed. Hall v. Koehler, 347 Mo. 658, 148 S.W.2d 489, 494; Mathews Real Estate Co. v. National Printing & Engraving Co., 330 Mo. 190, 48 S.W. 2d 911, 913, 81 A.L.R. 1039. While the law favors the free and untrammeled use of real property, yet restrictions thereon can *669 not be and are not to be disregarded. Proetz v. Central Dist. of Christian & Missionary Alliance, Mo.App., 191 S.W.2d 273, 277; Scharer v. Panther, 127 Mo.App. 433, 105 S.W. 668, 669. However, injunctive relief will be denied where the restriction would seem to have become of no value whatever, and it would be unreasonable and oppressive to enforce it against defendants, when all corresponding benefit has been taken away from them by the action of others, when to so enforce it would destroy the beneficial use of their property, and confer no substantial benefit on other property owners or the plaintiffs. Scharer v. Panther, supra; Ewertson v. Gerstenberg, 186 Ill. 344, 57 N.E. 1051, 1055, 57 L.R.A. 310. As said in 4 A.L.R.2d 1116, when discussing changes of condition, “ * * * courts of equity in passing upon cases of this character, grant or withhold injunctive relief depending upon the accomplishment of an equitable result in the light of all the circumstances surrounding the particular case, and grant or withhold affirmative relief depending upon whether the restrictive covenant remains of substantial benefit to the dominant estate or whether its purpose has been defeated by a radical change in the character of the neighborhood.” If any doubts exist as to the enforcement of the restriction they must be resolved in favor of the natural rights and use of the property and against the restriction thereon. As said in Hall v. Koehler, supra (quoting from 14 Am.Jur. p. 64, § 388), “ ‘The equitable enforcement of a restriction can be invoked only for the purpose of protecting the benefit which it was the object of the covenant to afford. If the restrictive covenant has ceased to have any beneficial value to the complainant’s property, it can form no ground for equitable relief.’ ” 148 S.W.2d 489, 492. On the other hand where the restrictive covenant continues to serve a useful purpose and is of beneficial value it will be enforced in a proper case in courts of equity upon equitable grounds in favor of or against the party designed to be benefited or burdened thereby. Scharer v. Panther, supra, l.c. 669. Also, equity will enjoin the violation of restrictive covenants irrespective of the amount of damage which would result from a breach, and even though there be no substantial monetary damage. Matthews v. First Christian Church of St. Louis, 355 Mo. 627, 197 S.W. 2d 617, l.c. 619; Rombauer v. Compton Heights Christian Church, 328 Mo. 1, 40 S. W.2d 545-, 554; Barnes v. Anchor Temple Ass’n., Mo.App., 369 S.W.2d 893, 900. Where the defense of changed conditions is asserted the burden of proof rests on the defendant to prove (1) the radical change in condition; (2) that as a result enforcement of the restriction will work undue hardship on him; (3) and will be of no substantial benefit to the plaintiff. Unless defendant sustains this burden of proving changed condition in-junctive relief will be granted. Rom-bauer v. Compton Heights Christian Church, supra, l.c. 554. On the other hand if the evidence shows that a radical change has taken place in the whole neighborhood such as defeats the purpose of the restriction and renders its enforcement inequitable and oppressive, equity will not enforce it. This is on the theory that the changed conditions forbid equitable intervention. Mathews Real Estate Co. v. National Printing & Engraving Co., supra, l.c. 915. The same is true when it appears that the restriction inserted in the deed has, since its insertion, been abandoned by those in whose favor the restrictive covenant was executed and who have since its insertion acquiesced in its violation. Scharer v. Panther, supra, l.c. 669. However, occasional and temporary violations by lot owners of a restrictive covenant are not sufficient as a matter of law to warrant a finding of a waiver or abandonment of the right to enforce the restriction. Matthews v. First Christian Church of St. Louis, supra, l.c. 620. The rule is as we said in Eichelsbach v. Harding, supra, l.c. 686: “* * * Receiving universal recognition is the principle that where, * * * the restrictions apply to an entire subdivision, and are part of an over-all scheme designed for the benefit of all property owners in the restricted area, *670 violations of the restrictions must be so general as to indicate an intention or purpose on the part of those residing in the subdivision to abandon the plan or scheme intended to be maintained by force of the restrictions. * * * ”
Keeping in mind the above rules we initially discuss whether there has been an abandonment and waiver of that part of the restriction set out hereinbefore which provides that, “No lot may be resubdivided * * ” Mindful that the restriction also prohibits building a residence on less than one acre we note there were only eight lots as originally platted, namely, lots 4, 22, 23, 29, 30, 31, 32 and 33, that were capable of being resubdivided into one or more lots of at least one acre each. The balance (25) of the lots were less than two acres each and were incapable of being resubdivided without violating the restriction providing a minimun of one acre for each residence. Four of the eight lots that were capable of resubdivision had been resubdivided prior to defendants’ effort to resubdivide lot 23 without any protest on the part of the then lot owners. This constituted one-half of the lots capable of being resubdivided; however, of greater significance, as shown on the plat set out herein, is the area these four lots heretofore resubdivided comprise. The four lots that were previously resub-divided comprise 26.07 acres and those remaining that were capable of resubdivision, including lot 23, comprised 11.60 acres. In addition, as shown by the inserted plat, the original lots heretofore resubdivided comprise between 40 and 45 percent of the total area of the subdivision as originally platted.
There were six resubdivisions of lots (4, 32 and 33) by the original developer-grant- or. Three separate sales of resubdivided lots 32 and 33 were made during the year 1950 which was the very same year the restriction was recorded by the developer. Lot 4 was resubdivided by the developer on four subsequent occasions, two of which were participated in by C. A. Borchelt, present owner of lot 24. Also, it is apparent from the inserted plat that the portion of lot 4 which was sold by the developer to the Charmwood Subdivision has been resub-divided into approximately 10 lots. In addition, lot 22 was resubdivided into two lots. None of the owners of other lots at the time these resubdivisions took place took any action against these violations of the restriction. Some of the present owners resided in the subdivision at the time of the resubdivision of parts of lot 4 and of lots 22, 32 and 33. While it is true that some of the witnesses testified that they had no actual knowledge of the resubdivisions, yet the fact is that they occurred and they affected almost one-half of the entire area of the subdivision. It is clear that the acts of the developer-owner, who had imposed the restriction prohibiting resubdivision of the lots as originally platted, showed conclusively that there was an abandonment of that part of the restriction in question that prohibited resubdivision of any lots.
In view of the violations of that portion of the restrictive covenant in question by the original developer-grantor, by Borchelt and by the owner of lot 22, none of which were objected to by the residents of the subdivision, we hold that the number of violations of the portion of the restriction in question has been so numerous when considered in connection with the small number of lots that could have been within the purview of the restrictive covenant when recorded, together with a consideration of the large area involved in the violations as compared to the total area in the subdivision that there has been such an abandonment and waiver of the restriction in question as to prohibit the intervention of equity to grant injunctive relief sought by the plaintiffs.
Adverting to the contention of defendants that the subdivision has undergone a change in the character of the original platting and that the proposed resub-division of lot 23 by defendants is totally compatible with the present development of the subdivision we observe that the only physical changes in the subdivision that have taken place since the original platting *671 are those that have resulted from the violations heretofore referred to.
The usual defense of changed conditions in the character of a neighborhood involves a change from residential to commercial use of property that is under a restriction limiting use to residential purposes or from the violation of some other building restriction. As we have said heretofore no hard and fast rule can be laid down as to when changed conditions may defeat the purpose of a restriction; however, where the changes are so radical as to destroy the essential object and purpose of the restrictive covenant equity will not lend its aid. We have not been referred to any case, nor have we found one that involves a change in the size of a lot following a violation of a restriction that prohibited a reduction in the size of a lot. There is no doubt that the changes made by reason of the violations of the restriction in question did produce a radical change in the western one-half of the subdivision in the size of the lots as originally platted. We think the changes in the sizes of the lots have been so radical in the western one-half of the subdivision as to destroy the essential object and purpose of the restrictive covenant in question. We think the changes in the sizes of the lots by reason of the resub-division of the lots in question caused the character of the subdivision, particularly the western half, to change to siich an extent, since the recordation of the restrictive covenant, that it would be inequitable and unjust to require the enforcement of the restriction. The size of the lots as originally planned and designed has materially changed. We see no harm that would befall plaintiffs and those they represent in failure to enforce the restriction at this time. As a matter of fact one of the plaintiffs testified that each of the three lots proposed in the resubdivision of lot 23 would be about the size of his own lot and would be comparable in size to all the lots on the east end of the subdivision. There is no evidence that plaintiffs or other lot owners in the subdivision would suffer any loss in value of their respective lots and no such, loss can be foreseen by us. Thus, as we view it, no damage would befall plaintiffs by the refusal of injunctive relief.
The judgment and decree of the trial court is reversed and the cause is remanded to the circuit court with instructions to enter a judgment denying the injunction as prayed for by plaintiffs and decreeing that defendants are entitled to resubdivide lot 23 of Heather Acres Subdivision as planned.
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431 S.W.2d 662, 1968 Mo. App. LEXIS 665, Counsel Stack Legal Research, https://law.counselstack.com/opinion/gibbs-v-cass-moctapp-1968.