Stewart v. Meyer
This text of 247 N.W. 316 (Stewart v. Meyer) 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.
Opinion
The following opinion was filed March 7, 1933 :
Rosenberry, C. J.
The contentions of the respective parties to these cases present a rather unusual situation. The plaintiffs contend that Matt Clement, the driver of the Whippet coach, was proceeding on his right-hand side of the road east of the black center line, in a careful manner, driving his car at a speed not greater than fifteen miles per hour and near the shoulder on the east side; that his car was under perfect control and that it did not skid nor slide; that the defendant’s truck, driven by Marsh, was straddling, the center line and partially on the east side, its left side of the traveled portion of the highway, and that it struck the Whippet coach on the left-hand side of the Whippet coach, driving it back thirty or forty feet into the position in which ■it came to rest. There is no dispute as to what occurred after the impact. The sole controversy relates to the relative positions of the truck and the coach immediately prior to the impact.
It is the contention of the defendant Meyer that the truck was traveling at an ordinary rate of speed and on the west side, its right side of the highway; that when the Whippet coach was about thirty feet from the truck, the coach suddenly skidded to its left side or the west side of the highway in front of the oncoming truck and had started back towards its right side and was crossways in the road directly across the path of the truck when the front end of the truck hit it squarely in the side; that after the impact the cars came to rest as heretofore described.
There is no doubt, considering solely the evidence received upon the trial from the mouths of witnesses, that a verdict of the jury which found for either of the parties would be sustained by such evidence. Having regard to such evidence [350]*350alone, whatever the conclusion of this court might be as to which of the claims was supported by the preponderance of the evidence, the court would still be obliged to say there was sufficient credible evidence to sustain a finding the other way.
What we are asked to do in this case is to say that the evidence presents two wholly inconsistent theories or explanations of the manner in which the damage to the Whippet coach was sustained, that one contention cannot be partly true and the other contention partly true, that one is exclusive of the other; that an examination of the injuries sustained by the truck and the coach and their relative positions after the vehicles came to rest, after the collision, is so inconsistent with plaintiffs’ explanation of the accident as to render the statements made by the witnesses wholly incredible. Photographs of the Whippet and the truck taken shortly after the accident are reproduced herewith.
[351]*351
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The following opinion was filed March 7, 1933 :
Rosenberry, C. J.
The contentions of the respective parties to these cases present a rather unusual situation. The plaintiffs contend that Matt Clement, the driver of the Whippet coach, was proceeding on his right-hand side of the road east of the black center line, in a careful manner, driving his car at a speed not greater than fifteen miles per hour and near the shoulder on the east side; that his car was under perfect control and that it did not skid nor slide; that the defendant’s truck, driven by Marsh, was straddling, the center line and partially on the east side, its left side of the traveled portion of the highway, and that it struck the Whippet coach on the left-hand side of the Whippet coach, driving it back thirty or forty feet into the position in which ■it came to rest. There is no dispute as to what occurred after the impact. The sole controversy relates to the relative positions of the truck and the coach immediately prior to the impact.
It is the contention of the defendant Meyer that the truck was traveling at an ordinary rate of speed and on the west side, its right side of the highway; that when the Whippet coach was about thirty feet from the truck, the coach suddenly skidded to its left side or the west side of the highway in front of the oncoming truck and had started back towards its right side and was crossways in the road directly across the path of the truck when the front end of the truck hit it squarely in the side; that after the impact the cars came to rest as heretofore described.
There is no doubt, considering solely the evidence received upon the trial from the mouths of witnesses, that a verdict of the jury which found for either of the parties would be sustained by such evidence. Having regard to such evidence [350]*350alone, whatever the conclusion of this court might be as to which of the claims was supported by the preponderance of the evidence, the court would still be obliged to say there was sufficient credible evidence to sustain a finding the other way.
What we are asked to do in this case is to say that the evidence presents two wholly inconsistent theories or explanations of the manner in which the damage to the Whippet coach was sustained, that one contention cannot be partly true and the other contention partly true, that one is exclusive of the other; that an examination of the injuries sustained by the truck and the coach and their relative positions after the vehicles came to rest, after the collision, is so inconsistent with plaintiffs’ explanation of the accident as to render the statements made by the witnesses wholly incredible. Photographs of the Whippet and the truck taken shortly after the accident are reproduced herewith.
[351]*351
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" width="1316"/>
The witness Anne Stewart testified:
“I didn’t see the truck strike but I seen it when it was just ready to strike. It was way over on our side of the road. . . . Our car was not swaying at that time. It was going perfectly straight along the road on my right-hand side on the ice. This truck struck our car on the left-hand side. The head end of the truck did not strike the head end-of our car.” . . .
This is the only evidence on the part of the plaintiffs which gives any clue to the exact position of the truck immediately prior to the impact. The driver testified that he did not know because he was watching the right side of the road. Rose Schlader testified:
“I didn’t see the truck before the accident until it was almost ready to crash. As it came towards us it seemed to be part on our side of the road. I really couldn’t say how far but it was a short distance.”
[352]*352Mary Schlegel testified that she did not see the truck just before the collision. Emma Schlader testified:
“I am positive our car did not sway on that big patch of ice at any time. The ice was slightly melted, the day wasn’t cold enough to keep it frozen. When I saw the Soap Company truck coming it was so close in front of me that I knew it was going to crash. ... I don’t know what position in the road the truck was occupying; all I could see was a black object that was going to hit us. I knew it was going to hit us because it was so close and coming so fast that I knew he couldn’t do anything to prevent crashing into us. He (truck driver) was about in the middle of the road. I didn’t see the truck sufficiently , long to describe what it looked like, only as a big black object.”
If the collision had occurred in the manner testified to by witnesses for the plaintiffs, then the blow, it is claimed by the defendant, would have been a glancing blow which would have struck the Whippet on its left side and the injuries sustained by the truck would have been on the left side of the truck, whereas the physical appearance of the truck after the accident indicated that it came into collision with the left side of the Whippet head on or nearly so.
(2) The defendant further claims that had the accident occurred as testified to by the plaintiffs, the running board of the Whippet would have been crushed and torn from its position, whereas the photograph shows it to have been in position and uninjured, proving that whatever struck the Whippet passed above the running board without touching it and that this could only have occurred if the truck hit the Whippet broadside.
However persuasive the physical condition of the truck and the Whippet after the accident may be, the situation is not such that the court can say that the evidence which supports the verdict is incredible. It is not enough that the physical facts support one claim more strongly than the [353]*353other. The physical facts must be such as to render the evidence which supports the opposite claim incredible. It appears that the broken glass was found in the center of the traveled track. It may well be that the Whippet did skid but was struck by the truck while the truck was on the east or its left side of the highway. The truck could not have hit the Whippet squarely abeam or the Whippet would have been crushed. The position of the Whippet after the cars came to rest indicates that the blow was at some acute angle and not at right angles to the Whippet’s line of travel. Conceding that the conditions of the Whippet and the truck are more consistent with defendant’s than plaintiffs’ claims, it is not so inconsistent as to overthrow it completely.
In this respect this case differs from that of Holborn v. Coombs, 209 Wis. 556, 245 N. W. 673. There the car in which the plaintiff was. riding came clear over on its left or wrong side of the highway and the circumstances were such as rendered the evidence tending to support plaintiff’s claim incredible. Many strange and unaccountable things happen in automobile collisions. It is only in a clear, case where the physical facts established in some way that do not admit of dispute are such as to overthrow the evidence supporting the opposite claim that it can be said that it lacks sufficient credibility to support the verdict.
By the Court. — Judgments affirmed.
A motion for a rehearing was denied, with $25 costs in one case only, on May 9, 1933.
Related
Cite This Page — Counsel Stack
247 N.W. 316, 211 Wis. 347, 1933 Wisc. LEXIS 181, Counsel Stack Legal Research, https://law.counselstack.com/opinion/stewart-v-meyer-wis-1933.