Emrich Furniture Co. v. Byrnes
This text of 87 N.E. 1042 (Emrich Furniture Co. v. Byrnes) is published on Counsel Stack Legal Research, covering Indiana Court of Appeals primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinions
Rabb, J.
Appellee brought this action against appellant to recover damages for injuries alleged to have been sustained by him while engaged in appellant’s service, and through the alleged negligence of appellant.
The complaint was answered by a general denial. There was a jury trial, resulting in a verdict in favor of appellee, and with the verdict the jury returned answers to interrogatories submitted to them. Appellant’s motions for á judgment in its favor on the answers to interrogatories, and for a new trial, were overruled. These ruling's of the court below are assigned as error here, and we shall consider them in their order.
It is insisted that the answers to interrogatories returned by the jury show that appellee failed to make out a case against appellant, because (1) the answers disclose that there was no evidence of negligence on the part of appellant proximately causing appellee’s injury; (2) the interrogatories disclose that there was no evidence that the risk of the injury sustained by appellee was not an assumed risk of his employment; (3) that the answers to the interrogatories affirmatively show appellee to have been guilty of contributory negligence.
The evidence in this case discloses that the appellee was injured by the fall of a heavy iron frame, used in appellant’s furniture factory for compressing veneered boards. The frame which fell upon appellee was about forty-two inches in height, about the same in length, and twelve inches in width. It had a solid iron platform for a base, with flanges extending outward from each end, about four inches from the bottom and at right angles with another flange extending downward about two inches. The top of the frame was connected with the bottom by four round iron rods or tubes, about two inches in diameter, one at each corner, and through the top three screws passed, which were used to compress the material veneered, between the plate on the screw and the platform of the frame. An iron plate extended down from the front of the base of the plate, in slightly elliptical form, until at the center it was apparently on a level with the hot-[345]*345tom of the lower flange on the frame. There was, at the time appellee was injured, twenty-four of these frames in use in appellant’s factory. They all rested upon a wooden railway about thirty feet in length. The railway was composed of oak pieces from eight to twelve feet in length, and about four inches square, and the rails fitted into the angle formed by the flanges at each end of the frame. Each frame weighed about five hundred pounds, the top and base being of about equal weight. The frames were not attached to the rails, nor the rails to the floor, otherwise than by their own weight. The accompanying cut illustrates the character of the frame, and the manner in which it rested upon the rails, better than it can be described:
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Rabb, J.
Appellee brought this action against appellant to recover damages for injuries alleged to have been sustained by him while engaged in appellant’s service, and through the alleged negligence of appellant.
The complaint was answered by a general denial. There was a jury trial, resulting in a verdict in favor of appellee, and with the verdict the jury returned answers to interrogatories submitted to them. Appellant’s motions for á judgment in its favor on the answers to interrogatories, and for a new trial, were overruled. These ruling's of the court below are assigned as error here, and we shall consider them in their order.
It is insisted that the answers to interrogatories returned by the jury show that appellee failed to make out a case against appellant, because (1) the answers disclose that there was no evidence of negligence on the part of appellant proximately causing appellee’s injury; (2) the interrogatories disclose that there was no evidence that the risk of the injury sustained by appellee was not an assumed risk of his employment; (3) that the answers to the interrogatories affirmatively show appellee to have been guilty of contributory negligence.
The evidence in this case discloses that the appellee was injured by the fall of a heavy iron frame, used in appellant’s furniture factory for compressing veneered boards. The frame which fell upon appellee was about forty-two inches in height, about the same in length, and twelve inches in width. It had a solid iron platform for a base, with flanges extending outward from each end, about four inches from the bottom and at right angles with another flange extending downward about two inches. The top of the frame was connected with the bottom by four round iron rods or tubes, about two inches in diameter, one at each corner, and through the top three screws passed, which were used to compress the material veneered, between the plate on the screw and the platform of the frame. An iron plate extended down from the front of the base of the plate, in slightly elliptical form, until at the center it was apparently on a level with the hot-[345]*345tom of the lower flange on the frame. There was, at the time appellee was injured, twenty-four of these frames in use in appellant’s factory. They all rested upon a wooden railway about thirty feet in length. The railway was composed of oak pieces from eight to twelve feet in length, and about four inches square, and the rails fitted into the angle formed by the flanges at each end of the frame. Each frame weighed about five hundred pounds, the top and base being of about equal weight. The frames were not attached to the rails, nor the rails to the floor, otherwise than by their own weight. The accompanying cut illustrates the character of the frame, and the manner in which it rested upon the rails, better than it can be described:
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" width="1103"/>
[346]*346It is the theory of appellee’s ease that the appellant was guilty of negligence in failing securely to fasten the rails to the floor, and securely to fasten the press to the rails, and that by reason of such failures the press slipped or worked off the rails, and thereby lost its balance and fell over on the appellee, while he was engaged in his work about the frame.
It is pointed out that there were holes in the flanges of the presses, indicating t-liat they were intended to be fastened to the rails upon which they rested, and it is argued, therefore, that appellant was guilty of negligence in not bolting them to the rails. The appellee testified that he knew these holes were in the flanges for the bolts to go through. He had every opportunity to know that the holes were there. His daily employment about and with the machines gave him such opportunity to have full information upon this subject. Knowing that the holes were there, he necessarily knew they were not filled with bolts. By seeing the machines moved, as the evidence introduced by appellee shows they were, and by helping to move them himself, he had positive knowledge that they were not attached to the rails by bolts or screws, or in any other manner. The evidence shows conclusively that the appellee knew all there was to know with reference to the danger of the falling of the press upon him, arising from its size, weight, form, and the fact that it was not firmly attached to the rails. Under the well-settled rules of law, these risks Avere, therefore, assumed risks of his employment. Not only is this so, but the evidence introduced by appellee affirmatively shows that from the necessity there Avas of moving these presses about, and nesting them together to accommodate the size of the stuff to be pressed, made it impracticable to bolt them or otherwise firmly to attach them to the rails on which they rested.
Of the alleged dangers arising from the use of the presses by appellee, the evidence justified a finding that there was only one which the appellee did not know of and assume as a part of the risks of his employment, and that one arose from the fact that the rails were not firmly attached to the floor. The evidence shoAved that the rails were not attached to the floor, and it justified the finding that appellee did not [348]*348know of this fact, and that the circumstances were such as not to impute knowledge to him; and the only possible ground upon which the verdict of the jury in this case can be upheld is that the appellant was guilty of negligence in not securely fastening the rails to the floor, and that they spread apart and let the press fall on appellee while he was in the act of unloading it.
In the case of Chicago, etc., R. Co. v. Dinius (1908), 170 Ind. 222, the Supreme Court said in reference to this question : ‘ ‘ The rule well affirmed by the authorities is that under the law a person is required to anticipate or foresee and guard against what usually happens or is likely to happen, but this rule does not require him to anticipate or foresee and provide against that which is unusual and not likely to happen, or, in other words, that which is only remotely and slightly probable. The general test in such eases is not whether the injurious result or consequence was possible, but whether it was probable, that is, likely to occur according to the usual experience of persons. ’ ’
Was it reasonable or probable that an accident, such as the appellee claims happened in this case, would occur; that is, that while the presses were being unloaded the rails would spread from under them and let them fall? Was the appellant bound to anticipate that such an accident would occur? If it was, then it was the duty to have fastened the rails securely to the floor. But if such accident was not likely to happen, then appellant was not guilty of negligence in failing thus to secure them.
[350]*350
We think, too, that the evidence proper to be considered shows without conflict that the accident happened because the appellee pulled the iron frame over on himself, that the rails did not spread, and that a displacement of the rails had nothing to do with the accident.
Judgment reversed, with instructions -to the court below to grant a new trial.
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Cite This Page — Counsel Stack
87 N.E. 1042, 44 Ind. App. 341, 1909 Ind. App. LEXIS 179, Counsel Stack Legal Research, https://law.counselstack.com/opinion/emrich-furniture-co-v-byrnes-indctapp-1909.