Thomas v. Williams
This text of 188 Iowa 961 (Thomas v. Williams) is published on Counsel Stack Legal Research, covering Supreme Court of Iowa primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Evans, J.
[963]*963
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Evans, J.
[963]*963
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" 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Tbe contract was executed sometime in 1908. The children of David Williams and wife consisted of three daughters and one son, as follows: Anna (Mrs. Edwards) ; Minnie (Mrs. Davis), Alice (Mrs. Thomas), and Frank. The fact of the execution of the contract was known to all members of the family, and never complained of by any. Frank was in possession of the farm, as a renter, at the [964]*964time of the execution of the contract, and for some time before. He went into possession thereof, pursuant to the contract, January 1, 1909. David died in December, 1910. His wife, Sarah, survived him and still survives, and is a party herein. Sometime after the execution of the contract, a judgment was entered against David J. Williams in Mills County for approximately $3,500. In 1911, a transcript- of this judgment was filed in Montgomery County, where the farm in question is located. Though the contract recites that a warranty deed has been executed and deposited for the purpose of delivery to Frank, upon his performance of the conditions of the contract, yet none was, in fact, executed during the -lifetime of David. After his death, however, the three sisters and the mother all executed deeds to Frank, in recognition of the contract and in purported performance thereof. | The only consideration exacted for such deeds was the future performance of the contract by Frank according to the terms thereof.. In 1913, Alice (Mrs. Thomas) died, leaving her husband surviving, and two minor children. Her surviving husband is plaintiff herein. The defendant Frank Williams paid the $3,500 judgment. Hia right to contribution' therefor to the extent of one fourth thereof from each of his sisters is not disputed. The disputed contention of plaintiff is stated as follows:
“(1) The $5,000 mortgage was not to be deducted from the purchase price of $14,400, which is $90 per acre for 160 acres, but was assumed by the appellant, and to be paid by him in excess of the purchase price of $90 per acre.
■ “(2) The three daughters only, and not the four children, were to share in the $90 per acre.”
These propositions are both resisted by the defendant Frank Williams, his contention being:
(1) That $90 per acre was the full amount of the purchase price agreed on as a consideration; that he assumed the $5,000 mortgage “as part of consideration;” that the [965]*965payment of such mortgage amounted to a payment pro tanto of the agreed price.
(2) That the clause of the written interlineation, “after our day each one gets equal share,” relates to the distribution of the remaining proceeds of the purchase price among the children of the grantors; and that the words “each one” refer to the four children, and not to three.
' The decree of the trial court sustained both of the propositions contended for by plaintiff. We turn, therefore, to a construction of the contract. It is made to appear that, prior to the execution of the contract, someone had drafted a typewritten form for them.. This proved to be unsatisfactory, in that it did not express the purpose or wish of the grantors. They undertook, however, to utilize such drafted form in part by making erasures thereon, and inserting a written interlineation therein. This interlineation introduced certainty into the contract in one respect and uncertainty in another. It did fix definitely the price of the land which was to be taken as- the basis of computation. The words “each one,” as descriptive of the beneficiaries of the distribution, involve uncertainty in their application. Whether the uncertainty is such as to render the use of the term and its clause ineffective for any purpose, or whether it should be deemed such an ambiguity as may be aided and explained by extraneous evidence, might be an interesting question to consider. The conclusion which we reach renders it unnecessary that we should make the differentiation. If the clause “each one gets equal share” is to be deemed so uncertain as to be wholly ineffective, then there is no provision in the contract for the distribution of the purchase price. It would, therefore, fall into the. estate of the intestate decedent. The four children, as the only heirs, would become equal beneficiaries thereof. On the other hand, if such clause, in the light of the surrounding circumstances attending the contract, [966]*966presents such, ambiguity as opens the door to extraneous evidence, then the same result must be reached. As will be noted later, the extraneous evidence introduced shows that the words “each one” had reference to all the heirs of the grantors, being their four children.
As an aid to the construction of the contract as executed, we may look first to the drafted typewritten form, as originally drawn. We note first that it omitted to state the purchase price. It furnished, therefore, no basis of computation for the purpose of a division. It did fix specific amounts to be paid to each! of the three sisters. Assuming that the actual value of the land was $90 per acre, as the undisputed evidence in this record shows it to have been, then the practical result of the contract, if it had been executed in the drafted form, would have been to require Frank to pay to his sisters $7,500, and no more, and to permit him to retain for himself a balance of $1,900 over and above the $5,000 mortgage. Treating such proceeds of the sale as the total estate of the decedent, Frank would be a beneficiary in such estate to the extent of $1,900; whereas one of his sisters would receive $1,500, and the other two would receive $3,000 each. This is the basis of the contention of appellant that the intent of the grantors by the interlineation was to make all their children equal beneficiaries in their estate. The argument for ap-pellee is that the words “each one” should be construed as referring to the three daughters, because their names still remain in the contract, unerased. And yet, they are completely detached from all that precedes and from all that follows. The erasure began with the words, “persons the amounts,” and ended with the words, “Three Thousand Dollars.” There is a line drawn partially through one of the names. They are also included in parentheses. Whether this was for the purpose of cutting-them out or of keeping them in is a matter of mere surmise. They form no part [967]*967of any sentence or statement in the contract, as executed. They are disconnected,from any predicate, and are themselves neither subject nor object of any verb. If the words “each one” should be construed to refer to persons whose names appear in some form in the contract, the fact remains that the names of the four children appear therein. The contract, however, does not disclose that the persons so named are the children of the grantors. This fact is made to appear only by extraneous evidence. In the final form of the contract, as executed, we observe no reason for saying that the words “each one” should refer to three of the ' children, rather than to four.
[968]*968“I first saw the agreement today, but my mother has told me about it, before my father’s death. She told me they had sold the farm at $90 an acre to Frank, and it was equally divided among the four of us. * * * It was my understanding that I should receive what would be due me under the' contract, Exhibit 2, after taking out the mortgage and the judgment that had been paid. The judgment and mortgage should be deducted, and then the balance distributed at $90 per acre according to contract, Exhibit 2.”
The foregoing was, in substance, the understanding of the entire family, including Alice, who later died.
Upon the whole record, we readily reach the following conclusion:
1. That $90 per acre was the actual value of the land, and was the full consideration contracted for.
2. That the $6,000 mortgage was assumed as a part of such consideration.
3. That the remainder of the proceeds constituted what would have been the estate of decedent.
4. That such proceeds were necessarily subject to the $3,600 judgment against the decedent.
5. That the true intent of the contract was to distribute the net proceeds of the estate, after the death of the surviving grantor, to the four children, as all the heirs of the grantor.
- Decree will be ordered accordingly, and the decree entered below will be — Reversed.
Cite This Page — Counsel Stack
188 Iowa 961, Counsel Stack Legal Research, https://law.counselstack.com/opinion/thomas-v-williams-iowa-1920.