Cramer v. Driesbach
This text of 287 P.2d 981 (Cramer v. Driesbach) is published on Counsel Stack Legal Research, covering Idaho Supreme Court primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
TAYLOR, Chief Justice.
This appeal concerns boundary disputes between the parties. The defendants (respondents) were originally the owners of all of the lands involved, which lie in Section 21, Township 56 North, Range 1 West, Boise Meridian, Bonner County. Sometime about 1923 they caused a survey to be made by one, Ashley, for the purpose of de *77 scribing the boundaries of certain portions of the land which they at that time conveyed to one, Bush, and also to determine the boundaries of that portion of the land retained by them. By mesne conveyances, plaintiffs (appellants) became the owners in 1935 of the land conveyed to Bush.
Some of the lands are bounded on the east by Garfield Bay, an inlet of Pend Oreille Lake. According to the description in the Bush conveyance, all of the land retained by defendants, except what is known as tract B., lies south of the east-west center line of the section. Tract B., lying north of such center line, is contiguous thereto, the center line being the south boundary thereof.
In 1941, one, Tiggelbeck, a surveyor employed by defendants, made a plat of a subdivision known as Garfield Bay Add. No. 1. This subdivision covered land along the lake front in government lots Nos. 2 and 3. Tiggelbeck testified that he did not make a subdivision survey of the section, but started from monuments on the south line and ran north to monuments pointed out to him by defendant Driesbach, as marking the east-west center line of the section. He did not check to see if these monuments correctly located the center line. He found the distance from the south section line to the center line, as indicated by Driesbach, to be 2,700 feet, and testified he questioned the correctness of the center line and warned Driesbach it was too far north and that the indicated location was doubtful. Driesbach replied that the indicated points “were supposed to be correct and he was to use them.” Accordingly the plat of Garfield Bay Add. No. 1 locates all of the property in that subdivision south of the center line. Driesbach denies that Tiggel-beck questioned the center line location.
In 1946, one, Wilson, in the employ of the defendants, made a plat of Garfield Bay Add. No. 2, purporting to cover land, belonging to defendants, also lying south of the east-west center line of the section and between Garfield Bay Add. No. 1 on the east and a portion of plaintiffs’ property on the west.
In June, 1951, O. A. Modlin, a cadastral engineer, licensed to survey in Montana and Idaho, made a subdivision survey of section 21. He rechecked his survey again on the ground in June, 1953. Attached is a plat of section 21; also a plat covering the two areas in dispute, made by Modlin. One of the disputed areas is a portion of lot 1 in Garfield Bay Add. No. 1. The other is a strip covering the westerly portions of tract A and lots 1 to 14 in Garfield Bay Add. No. 2. Modlin started his survey at Homestead Entry Survey No. 514, Corner No. 4, and went west and found the
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TAYLOR, Chief Justice.
This appeal concerns boundary disputes between the parties. The defendants (respondents) were originally the owners of all of the lands involved, which lie in Section 21, Township 56 North, Range 1 West, Boise Meridian, Bonner County. Sometime about 1923 they caused a survey to be made by one, Ashley, for the purpose of de *77 scribing the boundaries of certain portions of the land which they at that time conveyed to one, Bush, and also to determine the boundaries of that portion of the land retained by them. By mesne conveyances, plaintiffs (appellants) became the owners in 1935 of the land conveyed to Bush.
Some of the lands are bounded on the east by Garfield Bay, an inlet of Pend Oreille Lake. According to the description in the Bush conveyance, all of the land retained by defendants, except what is known as tract B., lies south of the east-west center line of the section. Tract B., lying north of such center line, is contiguous thereto, the center line being the south boundary thereof.
In 1941, one, Tiggelbeck, a surveyor employed by defendants, made a plat of a subdivision known as Garfield Bay Add. No. 1. This subdivision covered land along the lake front in government lots Nos. 2 and 3. Tiggelbeck testified that he did not make a subdivision survey of the section, but started from monuments on the south line and ran north to monuments pointed out to him by defendant Driesbach, as marking the east-west center line of the section. He did not check to see if these monuments correctly located the center line. He found the distance from the south section line to the center line, as indicated by Driesbach, to be 2,700 feet, and testified he questioned the correctness of the center line and warned Driesbach it was too far north and that the indicated location was doubtful. Driesbach replied that the indicated points “were supposed to be correct and he was to use them.” Accordingly the plat of Garfield Bay Add. No. 1 locates all of the property in that subdivision south of the center line. Driesbach denies that Tiggel-beck questioned the center line location.
In 1946, one, Wilson, in the employ of the defendants, made a plat of Garfield Bay Add. No. 2, purporting to cover land, belonging to defendants, also lying south of the east-west center line of the section and between Garfield Bay Add. No. 1 on the east and a portion of plaintiffs’ property on the west.
In June, 1951, O. A. Modlin, a cadastral engineer, licensed to survey in Montana and Idaho, made a subdivision survey of section 21. He rechecked his survey again on the ground in June, 1953. Attached is a plat of section 21; also a plat covering the two areas in dispute, made by Modlin. One of the disputed areas is a portion of lot 1 in Garfield Bay Add. No. 1. The other is a strip covering the westerly portions of tract A and lots 1 to 14 in Garfield Bay Add. No. 2. Modlin started his survey at Homestead Entry Survey No. 514, Corner No. 4, and went west and found the
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" 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" 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*80 south quarter corner in place, set in the ground, with bearing tree and markings according to the original notes. He then ran west a half mile and found the southwest section corner in place and marked as described in field notes. He then went back to the south quarter corner and ran north through the center of the section and located the north quarter corner, with bearing trees or stumps corresponding with the field notes. He then went to the northeast corner where he at that time did not locate the government corner, but accepted a corner fixed by previous surveyor. In his 1953 recheck he moved this corner to the intersection of two old section line fences, 31.7 feet north of the point originally accepted by him in 1951, having satisfied himself that the fence intersection was located on the true corner. Tiggelbeck had surveyed section 15 in 1931. He testified that at that time he found the northeast corner of section 21 in place, under the fence at the point accepted by Modlin in his 1953 recheck. From there Modlin went to the northwest section corner, where he found the original stone monument in place, marked in accordance with the field notes, and a stump of one of the witness trees in proper course and distance. He then ran south to the southwest corner. Not finding the west quarter comer, he came back and established it on the line midway between the southwest and ftorthwest corners. This was all in accord with the Manual of Surveying Instructions 1947 of the Department of Interior, §§ 360-364. Section 205 of the manual provides: “If such quarter corners are lost they should be re-established by proportionate measurement based upon the original record.” The original field notes give a total of 80 chains for the west section line, 40 chains on each side of the quarter corner. Modlin found the total to be 80.94 chains and fixed the corner to provide 40.47 chains in each half.
There being no east quarter corner, its position being out in the lake, he took the mean course of the north section line, and the mean course of the south section line, and using the mean of these two as his course, he ran .the center line from the west quarter corner east to the government meander line on the lake, in accord with manual section 206. Where this line intersected the north-south center line, he set the center quarter corner, manual § 205.
The description in plaintiff’s deed includes all of the land in the northeast quarter of the section, lying west of the irregular line, through that quarter section as shown on the plat, except tract B. It also includes the west half of the southwest quarter of the section and the west 28 rods of lots 2 and 3.
Modlin surveyed the irregular line through the northeast quarter of the section, following the courses and distances given by Ashley. He found that the call for “S. 36° 30' E., 7.45 chains to the meander line of Pend Oreille Lake” ends at a *81 point some distance east of the meander line. The next call in the description is, “thence southerly along said meander line to the east and west center line of section 21”. Taking the course of the meander line from the point arrived at on the last previous call, Modlin went south to the east-west center line, which he intersected at a point 88.4 feet east of the meander line. As testified by Modlin, the fact that Ashley did not give any distance “along said meander line to the east and west center line” tends to indicate that he did not know where the center line was. Ashley was not a witness, and no map or notes by him are in evidence. It must be concluded he did not correctly locate the center line if, indeed, he located it at all. Then, following the Ashley description, Modlin went 3.30 chains west to the southeast corner of tract B. and on around that tract. In so doing he found all of the buildings on that tract within the boundaries as fixed by him. He noted that one of the buildings, a residence, was not within tract B, as purported to have been bounded by the Wilson survey.
In locating the east line of plaintiffs’ property in the southeast quarter of section 21, Modlin located the south one-sixteenth corner 19.65 chains east of the south quarter corner, and the one-sixteenth corner on the east-west center line, 19.62 chains east of the center of the section. From these points he measured seven chains or 28 rods east on the south line, and on the center line and there fixed the southeast and northeast corners of plaintiffs’ property in that quarter section. The east line of the property connecting these corners was run on a course north 1° 50' west. Asked why he used that course, his answer was that that was the proper direction from one corner to the opposite, corresponding corner. The course of the center line from south to north is north Io 47' west. If the witness had followed that course on the east line of plaintiffs’ property, the north end of that line would fall a little to the east of where the engineer located it. The course of the center line being definitely established by the location of the original north and south quarter corners, if a departure from that course and the use of a different course in running the east line of plaintiffs’ property was error, it was an error which favored defendants. Likewise, if there were any error in the location of the two one-sixteenth corners, the error favors the defendants. The east half of the north section line is shown to be 40.54 chains, which would be some indication that the distance from the south quarter corner and the center of the section to the one-sixteenth corners should be twenty chains or more; whereas the witness fixed the distance at less than 20 chains.
On behalf of defendants, Joe C. Vernon, county surveyor of Boundary County, and a surveyor of long experience, made a partial survey of section 21, between the 17th and 20th of May, 1951. He started from *82 two points, supposedly on the east-west •center line, which were pointed out to him by the defendant Drieshach. One of these points was the southwest corner of tract B. After taking polaris readings he went west to the west line of the section where he said he found the original quarter corner. In going west he adopted a correction of polaris at elongation of about one minute west. May 17, 1951, Gurley’s Ephemeris for the Azimuth of Polaris at Elongation indicates a correction of Io 15' 29.9" for latitude 40°. (Latitude 48° correction was Io 26' 26.1"). When his attention was called to this, the witness admitted that according to that authority his angles would be at least Io 14' in error. Carried the full 74.60 chains across this fractional section that error would result in a falling of the line of 106 feet from the correct position. From the west quarter corner Vernon retraced to the center of the section and then went to the south quarter corner. There he found a rock conforming to the government notes, but said it was out of place about twenty feet south and 14.4 feet east from a tamarack tree which he, by checking the witnesses, determined to be the corner. From there he ran a random by compass to the north quarter comer, arriving on the line 111% feet to the east of the corner monument. From this he computed that he had crossed the east-west center line, 56.4 feet east of the center of the section. He then projected his east-west center- line east, to the meander line. From the points and lines thus determined he located plaintiffs’ property lines approximately in the locations claimed by the defendants. He did not go to either of the section corners and admitted that he did not follow the directions of the manual in running the east-west center line. Manual § 206. Asked if he observed any other purported location in the area where he found the west quarter corner, he said there was a stake driven in the ground 45 feet west from the government monument. A survey based upon that point as a corner, using the same bearing for the center line, obviously could not affect the boundaries in question.
One, Chester C. Ellicott, a surveyor called by the defense, was on the ground in October, 1952, and made a check of the Vernon survey. He visited the north, west and south quarter corners, but did not go to either of the section corners. He testified Vernon’s survey coincided very closely with the government field notes. Ellicott did not run the lines and used a transit only at the south quarter corner to check bearings. His other observations were made by compass. He acknowledged that, according to the manual of instructions, the east-west center line should have been run from the west to the meander line on the lake on a mean of the bearings of the north and south section lines, and that neither Vernon nor he so ran that line. He also testified that the rock, which he and Vernon accept *83 ed as the west quarter corner, was not the monument described in the government field notes.
From this résumé, it is apparent that the Modlin survey was the only one made in a comprehensive, accurate manner in compliance with the manual of instructions issued by the government. The surveys by Vernon and Ellicott were not tied to or checked against section corners or section lines and were only partially complete. This does not comply with manual sections 203 and 204. Vernon agreed with Modlin that Ashley’s courses and distances through the northeast quarter do not reach the meander line of the lake.
In such a state of the record, the trial court was bound to accept the lines as located by Modlin. Richardson v. Bohney, 19 Idaho 369, 114 P. 42; Johnson v. Dunn, 46 Idaho 25, 266 P. 1099, certiorari denied, 278 U.S. 567, 49 S.Ct. 79, 73 L.Ed. 510; State v. Vanderkoppel, 45 Wyo. 432, 19 P.2d 955. The plaintiff had overwhelmingly carried the burden of proof, and there is an absence of substantial evidence to support the findings of the court in favor of the defendants. Claunch v. Jones, 75 Idaho 271, 270 P.2d 1002.
In 1941, a house was built, partly on lot 1 of Garfield Bay Add. No. 1 and partly on land immediately to the north. An addition was built on this house in 1950. According to the Modlin survey all of this building is on plaintiffs’ land. In 1947, one Borquist commenced building a house on lot 1, Garfield Bay Add. No. 2. This house is on land owned by defendants before they sold the lot to Borquist. However, the western portion of the lots sold to Borquist is on plaintiffs’ land. The court found that plaintiffs observed the building of these structures and made no protest or objection. If it were intended by such finding to bind the plaintiffs to the boundaries claimed by defendants, on the theory of acquiescence, the record is entirely insufficient to support such finding or conclusion. The plaintiffs during the time involved were residents of Montana and visited the lands involved only infrequently. They did not know that the house on Add. No. 1 was being built upon their land or that Garfield Bay Add. No. 2 was being laid out in part upon their land, and as early as 1946 expressed to defendants a desire to have a comprehensive survey made to establish the lines. Defendants would not, or at least did not, agree to a joint survey. Plaintiff Cramer acknowledges that defendant pointed out to him the corners of tract B. in 1946. From the corners thus pointed out, it would appear that the house was south of the center line and properly located on defendants’ land. It was at that time and again in 1950, when plaintiffs expressed a desire to have a survey made. There is nothing in this testimony to indicate plaintiffs’ acquiescence in the lines claimed by *84 defendants. Bayhouse v. Urquides, 17 Idaho 286, 105 P. 1066; Kesler v. Ellis, 47 Idaho 740 and 746, 278 P. 366 and 368; Beneficial Life Ins. Co. v. Wakamatsu, 75 Idaho 232, 270 P.2d 830; State v. Vanderkoppel, 45 Wyo. 432, 19 P.2d 955; Copley v. Eade, 81 Cal.App.2d 592, 184 P.2d 698.
However, the record does not indicate defendants acted in bad faith in claiming the boundaries which they now seek to establish. Tiggelbeck’s warning that their claimed line was too far north should have prompted a survey by them, but would not be sufficient to require the conclusion that they knowingly sought to claim land belonging to plaintiffs. They built the house purporting to be on lot 1, of Add. No. 1, apparently believing the site belonged to them. Accordingly, they should be given a reasonable time to remove that house from plaintiffs’ property. Richardson v. Bohney, 19 Idaho 369, 114 P. 42.
The judgment is reversed and the cause is remanded to the district court with directions to fix the boundary lines on the ground in accordance with the Modlin survey and where established by him; and to allow respondents ninety days in which to remove the house from appellants’ property.
Costs to appellants.
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Cite This Page — Counsel Stack
287 P.2d 981, 77 Idaho 75, 1955 Ida. LEXIS 320, Counsel Stack Legal Research, https://law.counselstack.com/opinion/cramer-v-driesbach-idaho-1955.