Jenks
This text of 54 F. 1021 (Jenks) is published on Counsel Stack Legal Research, covering District Court, N.D. New York primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
COXE, District Judge.
The libelant, as owner of the canal boat J. A. Fassett, brings this action against the steam tug Jonty Jenks to recover for damages to the canal boat occasioned by the careless towing of the tug. On the 4th of November, 1889, the canal boat loaded with lumber was lyiug at the Albany basin lock. The tug undertook to tow her to a point below the lower railroad bridge at Albany, about a mile below the lock. In order to reach the Hudson river from the Erie canal it is necessary to pass through the upper end of the Albany basin and out between two piers, which are about 70 feet apart. The tug having lashed the canal boat to her port side started on her journey, but in passing through the cut she ran the port bow of the canal boat upon the south end of the northwest pier, causing the injury complained of. The pier or dock at the place of collision has been allowed to go to decay and is in a dilapidated condition. The situation can be fully appreciated by an examination of the following diagram:
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COXE, District Judge.
The libelant, as owner of the canal boat J. A. Fassett, brings this action against the steam tug Jonty Jenks to recover for damages to the canal boat occasioned by the careless towing of the tug. On the 4th of November, 1889, the canal boat loaded with lumber was lyiug at the Albany basin lock. The tug undertook to tow her to a point below the lower railroad bridge at Albany, about a mile below the lock. In order to reach the Hudson river from the Erie canal it is necessary to pass through the upper end of the Albany basin and out between two piers, which are about 70 feet apart. The tug having lashed the canal boat to her port side started on her journey, but in passing through the cut she ran the port bow of the canal boat upon the south end of the northwest pier, causing the injury complained of. The pier or dock at the place of collision has been allowed to go to decay and is in a dilapidated condition. The situation can be fully appreciated by an examination of the following diagram:
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" 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[1023]*1023It is unnecessary to determine whether or not the towage service was undertaken upon the express agreement that the owner of the oanal boat should assume the entire responsibility, for such an agreement if made would not exempt the tug from proper and reasonable skill and care in her navigation. The Princeton, 3 Blatchf. 54; The Syracuse, 6 Blatchf. 2; The Brooklyn, 2 Ben. 547. The task undertaken by the Jenks was not a difficult one. Notwithstanding the fact that there was a freshet at the time the exercise of ordinary care would have enabled her to accomplish it successfully. Indeed, the companion boat of the Bassett had been safely towed out by the Jenks only a short time before. The space between the piers was over twice the combined width of the tug and canal boat and the court is of the opinion that it was unskillful seamanship to run the canal boat upon the stones of the upper pier when there was 40 feet of water between the tug and the lower pier. If the tug had kept the middle of the cut there would have been 20 feet of clear water on either side. Failure to do this was negligence. The Lady Pike, 21 Wall. 1.
The canal boat is charged with negligence — First, because she was improperly loaded; second, because she was old; and, third, because the helmsman was not at his post.
It is thought that there is a failure to prove that the improper loading, assuming the fact to exist, contributed to the accident.
Regarding the unseaworthiness of the boat, the testimony of the man who repaired her is to the effect that her timbers were sound. She had come from Buffalo with entire safety and there is insufficient evidence to charge her with being unseaworthv. Tugs are not privileged to run canal boats onto rocks because they are old.
As to the other point — the negligence of the helmsman — the testimony, though not entirely clear, is ranch more satisfactory. The weight of evidence establishes the proposition that he wa.s absent from Ms post at the time when he might have prevented the accident, or, at least, lessened the force of the blow. He was given to understand that the boat could not he successfully maneuvered without his co-operation, and explicit instructions as to how he should handle Ms helm were given Mm. The master of the tog testified as follows:
“Question. Did you see the boat roll? Answer. The boat rolled and came over to me. Q. About how long before this happened was It that you gave the order to put the helm astarboard? A. I could not say; it was only a short time. Q. Immediately afterwards did you see this man who had been at the stick? A. Yes, sir; 1 saw him right abreast of my pilot house, opposite the pilot house windows, very near the middle of the boat. Q. So that the helm was unattended? A. Yes, sir. Q. Could you at that time steer your boat and tow without the aid of the helmsman? A. No, sir.”
Another witness whose duty it was to convey the orders of the master of the tug to the helmsman of the canal boat testified as follows:
“Question. What were the instructions you had received from the captain? Answer. To tell the man at the helm to shift his stick, so when I attempted to give him the signal there was no one diere. Q. No one at the helm at all? [1024]*1024A. No, sir. . Q. Where were you? A. I was standing about amidships of the canal boat. Q. Where was the helmsman when you turned to give the signal? A. He was standing about three feet away from me. Q. What was the signal? A. It was to shift the helm to port so as to go to starboard.”
It is true that this testimony is somewhat indefinite as to time, hut it is impossible to interpret it any other way than that the helmsman was absent when he should have been at the post of duty. This fault must be imputed to the canal boat.
It follows that the canal boat is entitled to a decree for half damages and costs and a reference to compute the amount due.
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Cite This Page — Counsel Stack
54 F. 1021, 1893 U.S. Dist. LEXIS 34, Counsel Stack Legal Research, https://law.counselstack.com/opinion/jenks-nynd-1893.