Payne v. C., R. I. & P. R.
This text of 39 Iowa 523 (Payne v. C., R. I. & P. R.) 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
' Day, J.
Early in the morning of the 15th of February, 1872, the plaintiff, and three of his neighbors, William Eamsey, W. A. Lemon and James Blanchard, started in.an open two horse wagon from Palmyra, in Warren county, to Des Moines, distant twenty miles, where they arrived at 11 o’clock, a. m. The team and wagon belonged to none of the parties, [524]*524but they were under the control of Blanchard. ' The parties remained in Des Moines four hours, and started for home at 3 o’clock, p/m. driving by turns. The wagon was loaded with a barrel of oil, canned peaches and oysters, candy, wagon tiim her and iron. There was considerable bar iron extending beyond the end gate, which was let in upon the iron. Some loose scrap iron was loaded upon the bar iron. The road was frozen and rough, and the character of the loading was such as to make considerable noise. At Des Moines plaintiff drank two glasses of beer, and twice drank gin. On the way home, before the accident, all the parties drank gin twice, except Lemon who drank only once.
The situation of the railroad, the highways, and the adjacent objects will be understood by the accompanying plat. [See opposite jpage.]
The distance from the crossing to North River bridge is nine-tenths of a mile, and to the curve of the road seven-tenths of amile. Prom Jack McGlothlin’s house to the railroad the distance is 208 feet; and to the highway 378 feet. The grove at Jack McGlothlin’s house is one hundred and fifty feet from north to south, and one hundred feet from east to west. The trees are four inches in diameter. The country north of the railroad and east of the highway, lying between .widow McGlothlin’s and North River bridge, is open prairie bottom, considerably lower than the wagon road, there being nothing to obstruct the view save fences, crops, and Jack McGlothlin’s house and grove. The railroad track, from the crossing to the ■ curve indicated on the plat, is straight. The plaintiff and his party reached Avon, six or seven miles from Des Moines, about 6^- o’clock p. m.
From the railroad crossing at Avon to the widow McGlothlin’s the distance is about one-fourth of a mile, and from the widow McGlothlin’s south to the crossing, where the accident occurred, the distance is about the same. From about Avon to the widow McGlothlin’s, Ramsey, Blanchard and plaintiff walked. At the widow McGlothlin’s plaintiff’s companions .helped him into the wagon, and he sat, or rather reclined, in .the front end of the wagon, with his back to0ward the team.
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' Day, J.
Early in the morning of the 15th of February, 1872, the plaintiff, and three of his neighbors, William Eamsey, W. A. Lemon and James Blanchard, started in.an open two horse wagon from Palmyra, in Warren county, to Des Moines, distant twenty miles, where they arrived at 11 o’clock, a. m. The team and wagon belonged to none of the parties, [524]*524but they were under the control of Blanchard. ' The parties remained in Des Moines four hours, and started for home at 3 o’clock, p/m. driving by turns. The wagon was loaded with a barrel of oil, canned peaches and oysters, candy, wagon tiim her and iron. There was considerable bar iron extending beyond the end gate, which was let in upon the iron. Some loose scrap iron was loaded upon the bar iron. The road was frozen and rough, and the character of the loading was such as to make considerable noise. At Des Moines plaintiff drank two glasses of beer, and twice drank gin. On the way home, before the accident, all the parties drank gin twice, except Lemon who drank only once.
The situation of the railroad, the highways, and the adjacent objects will be understood by the accompanying plat. [See opposite jpage.]
The distance from the crossing to North River bridge is nine-tenths of a mile, and to the curve of the road seven-tenths of amile. Prom Jack McGlothlin’s house to the railroad the distance is 208 feet; and to the highway 378 feet. The grove at Jack McGlothlin’s house is one hundred and fifty feet from north to south, and one hundred feet from east to west. The trees are four inches in diameter. The country north of the railroad and east of the highway, lying between .widow McGlothlin’s and North River bridge, is open prairie bottom, considerably lower than the wagon road, there being nothing to obstruct the view save fences, crops, and Jack McGlothlin’s house and grove. The railroad track, from the crossing to the ■ curve indicated on the plat, is straight. The plaintiff and his party reached Avon, six or seven miles from Des Moines, about 6^- o’clock p. m.
From the railroad crossing at Avon to the widow McGlothlin’s the distance is about one-fourth of a mile, and from the widow McGlothlin’s south to the crossing, where the accident occurred, the distance is about the same. From about Avon to the widow McGlothlin’s, Ramsey, Blanchard and plaintiff walked. At the widow McGlothlin’s plaintiff’s companions .helped him into the wagon, and he sat, or rather reclined, in .the front end of the wagon, with his back to0ward the team.
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" width="1410"/>
[525]*525Blanchard and Ramsey seated themselves back of the middle of the wagon bed, with their backs to the front and against the coal oil barrel. Upon this barrel Lemon was seated driving. They started toward the crossing in a trot. About that time a witness, standing near the widow McGHothlin’s, heard the whistle and saw the head-light of the train coming out of the timber, a mile away, toward the north-west. About the same time two parties, two hundred yards south of the crossing, saw the head-light of the train coming through North River bridge. They started to the crossing to see the train pass, and got within three or four rods of the crossing when the train was within about a quarter of a mile of the crossing. At this time they saw plaintiff and his party about two hundred yards off, approaching the crossing in a trot. They hallooed to them to stop, that the train was coming. The team checked to a walk near the crossing, the horses went upon the track and stopped. Almost at the same moment the collision occurred, killing the horses and severely injuring the plaintiff.
Prior to the accident, Lemon had lived within eight and one-half miles of this crossing, for nineteen years. The railroad had been in operation eight or ten months. After the railroad was put in operation, Lemon had traveled that highway a number of times, and had crossed the railroad at that poipt once or twice. The head-light was elevated eight and one-half feet above the railroad track, and Lemon was elevated about six feet above the highway.
These facts are undisputed. It is also clearly proved that the bell was rung for a considerable distance before reaching the crossing.
The verdict of the jury should have been set aside because in conflict with the law and evidence. It is unnecessary to consider the errors assigned upon the giving and refusing of instructions, and the admission of evidence.
Reversed.
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Cite This Page — Counsel Stack
39 Iowa 523, Counsel Stack Legal Research, https://law.counselstack.com/opinion/payne-v-c-r-i-p-r-iowa-1874.