Chevraux v. Nahas
This text of 150 N.W.2d 78 (Chevraux v. Nahas) 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.
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Rawlings, J.
Plaintiff brought an action at law to recover for personal injuries alleged to have resulted from a fall as she was leaving the Commodore Hotel in Des Moines.
Trial to a jury resulted in judgment on verdict for plaintiff, and defendants appeal. We reverse.
This hotel, located on Grand Avenue, faces in a northerly direction.
There is a circular paved driveway in the front. A cement sidewalk, about 60 feet in length and ten feet wide, extends from this driveway to steps leading up to the main entrance.
The walk area immediately in front of the entryway had sunk, causing water to accumulate there when it rained and to be covered with ice in the winter. Repairs were deemed necessary.
A new cement slab the width of the sidewalk and extending out about 15 feet from the lowest entrance step was then built. This was completed about August 13, 1965.
As constructed it was four inches higher than the remaining or northerly 45 feet of the sidewalk. A two-inch strip of yellow paint was immediately applied to the front surface edge of the new slab.
Because plaintiff’s Exhibit 9 probably discloses the situation as it existed more clearly than could the oral testimony of any witnesses, it is here reproduced.
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Rawlings, J.
Plaintiff brought an action at law to recover for personal injuries alleged to have resulted from a fall as she was leaving the Commodore Hotel in Des Moines.
Trial to a jury resulted in judgment on verdict for plaintiff, and defendants appeal. We reverse.
This hotel, located on Grand Avenue, faces in a northerly direction.
There is a circular paved driveway in the front. A cement sidewalk, about 60 feet in length and ten feet wide, extends from this driveway to steps leading up to the main entrance.
The walk area immediately in front of the entryway had sunk, causing water to accumulate there when it rained and to be covered with ice in the winter. Repairs were deemed necessary.
A new cement slab the width of the sidewalk and extending out about 15 feet from the lowest entrance step was then built. This was completed about August 13, 1965.
As constructed it was four inches higher than the remaining or northerly 45 feet of the sidewalk. A two-inch strip of yellow paint was immediately applied to the front surface edge of the new slab.
Because plaintiff’s Exhibit 9 probably discloses the situation as it existed more clearly than could the oral testimony of any witnesses, it is here reproduced.
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" width="1269"/>
About five o’clock the afternoon of August 21, 1965, plaintiff and two other women went to the restaurant located in the hotel basement to eat. Approximately one hour later they called for a taxicab and started to leave.
Plaintiff walked down the two exterior steps located near the front door, across the .newly placed cement slab, and fell upon reaching the front or north edge. She contends the fall and her resulting injuries were the result of negligence on the. part of [821]*821defendants in failing to keep their premises in a reasonably safe condition, and failure to give appropriate warning. The slab was then clean, clear and free from debris of any kind.
Defendants made timely motions during trial for a directed verdict, and later moved for judgment notwithstanding the verdict.
In so doing they contended plaintiff had failed to plead and prove any negligence upon which there could be recovery.
The sole issue presented on this appeal is whether defendants were entitled to a directed verdict.
In considering this problem we construe all evidence presented in the light most favorable to plaintiff. Buie 344(f) (2), as amended.
I. It is axiomatic that in cases of this nature the facts peculiar to each are unavoidably controlling as to the matter of negligence.
On the other hand, there are often some similarities to be found in prior eases which may serve as helpful precedents.
Plaintiff had resided in Des Moines about one month before her fall.
She previously lived in a big two-story house. "While there she fell and broke her hip, but it had healed and she was able to walk very well. Going up and down stairs proved to be somewhat difficult but she managed, and, in fact, used the stairway in her home many times each day.
Plaintiff’s age is not disclosed. However she is apparently an elderly person and at the time here concerned was using a cane.
She and her two companions entered and left the hotel through the main or front door. This means they stepped onto and walked over the cement slab going in, and again crossed it on leaving.
When these ladies left it was still daylight. The day was not bright, being rather dusky, but as a witness for plaintiff stated the lights were not on because “it wasn’t necessary; it wasn’t late enough.”
By way of exclusion we are • not here confronted with a situation involving concealed or unlighted hazards as in Corkery [822]*822v. Greenberg, 253 Iowa 846, 850-852, 114 N.W.2d 327, or LaSell v. Tri-States Theatre Corporation, 233 Iowa 929, 942-949, 11 N.W.2d 36.
Neither is there any evidence disclosing a distraction as in Warner v. Hansen, 251 Iowa 685, 690-694, 102 N.W.2d 140.
On the other hand constructive notice to defendants of the difference in level between the old walk and new slab is not involved. They had not only directed but in fact instructed their own employees in the construction of the new elevated sidewalk entrance area. See Bartels v. Cair-Dem, Inc., 255 Iowa 834, 840, 841, 124 N.W.2d 514.
Furthermore defendants do not challenge the status of plaintiff. She was a business invitee. Hanson v. Town & Country Shopping Center, Inc., 259 Iowa 542, 546, 144 N.W.2d 870, 873.
II. This court has been repeatedly called upon to consider and determine the duty, obligation and extent of liability on the part of an owner or occupant of land to a business invitee. Two of our more recent eases in this area are Meader v. Paetz Grocery Co., 259 Iowa 1101, 147 N.W.2d 211, and Hanson v. Town & Country Shopping Center, Inc., supra.
We there made it clear an owner or occupant of real estate must exercise reasonable care to keep his property reasonably safe for invitees. However, this does not mean the standard of care to be exercised requires the premises be so free from defects as to guarantee the safety of all such visitors or users.
And, in both of these last cited cases, there was reference, with apparent approval, to the following pronouncements in Restatement, Second, Torts:
Section 343 provides: “A possessor of land is subject to liability for physical harm caused to his invitees by a condition on the land if, but only if, he
“(a) knows or by the exercise of reasonable care would discover the condition, and should realize that it involves an unreasonable risk of harm to such invitees, and
“(b) should expect that they will not discover or realize the danger, or will fail to protect themselves against it, and
[823]*823“(e) fails to exercise reasonable care to protect them against the danger.”
And section 343A states in part as follows: “(1) A possessor of land is not liable to his invitees for physical harm caused to them by any activity or condition on the land whose danger is known or obvious to them, unless the possessor should anticipate the harm despite such knowledge or obviousness.”
Comment (b) under this section provides: “The word ‘known’ denotes not only knowledge of the existence of the condition * # *, but also appreciation of the danger it involves. Thus the condition * * * must not only be known to exist, but it must also be recognized * ®. ‘Obvious’ means that both the condition and the risk are apparent to and would be recognized by a reasonable man, in the position of the visitor, exercising ordinary perception, intelligence, and judgment.”
In connection with the foregoing we said in Hanson v. Town & Country Shopping Center, Inc., supra, loc. cit., 259 Iowa 547, 144 N.W.2d 874: “Defects in premises which are in no sense hidden and could only be classified objectively as open and obvious, may be of such nature that the possessor should know the invitee would not anticipate or guard against them in using the premises within the scope of the invitation.”
Then in Meader v. Paetz Grocery Co., supra, loc. cit., 259 Iowa 1106, 147 N.W.2d 215, 216, touching upon the same subject matter this court stated: “While, then, an open or obvious defect might be the equivalent of a trap or pitfall simply because the possessor should know that the invitee would have no reason to anticipate it and appreciate the hazard created by the condition so as to guard against it, where the possessor has every reason to know the invitee, as a reasonably prudent person, would anticipate and appreciate the hazard, there is no liability if the invitee disregards it.”
This then means, if an existing condition on the property of an inviter is obvious, that is if both the condition and attendant risk are open, visible and apparent, and would be recognized by a reasonable person in the position of an invitee, then the former would not be liable to the latter for physical harm caused him by the condition of the visited premises.
[824]*824Actually the basic problem to be resolved is whether defendants breached any duty owing to plaintiff.
The test is reasonableness of conduct on the part of defendants in the placement of the cement slab, with a riser of four inches, as a part of the sidewalk approach to their hotel.
III. Of course, the mere fact plaintiff fell and was injured is not in itself sufficient to establish, nor does it create a presumption, defendants were negligent. See Pinckney v. Watkinson, 254 Iowa 144, 149, 116 N.W.2d 258, and Buchanan v. Hurd Creamery Co., 215 Iowa 415, 420, 421, 246 N.W. 41.
Under appropriate circumstances different levels in approaches to business establishments, including hotels, are common, ordinary, and often to be expected.
The variance in elevation of four inches between the cement slab at the entrance to the Commodore and adjacent sidewalk where plaintiff fell cannot, under the circumstances disclosed, be said to have been hidden or to have presented an unrecognizable hazard for any person using it in broad daylight, keeping a reasonable watch where walking, with no apparent inviter created distractions. These views find ample support in Corrigan v. Younker Brothers, Inc., 252 Iowa 1169, 1173-1175, 110 N.W.2d 246; Warner v. Hansen, 251 Iowa 685, 689, 690, 102 N.W.2d 140; Anderson v. Younker Brothers, Inc., 249 Iowa 923, 926-929, 89 N.W.2d 858; J. C. Penney Co. v. Mayes, Ky., 255 S.W.2d 639, 641, 642; Anderson v. Sears, Roebuck & Co., 223 Minn. 1, 26 N.W.2d 355, 357, 358; Cates v. Evans, Mo. App., 142 S.W.2d 654, 657; Gorman v. World Publishing Co., 178 Neb. 838, 135 N.W.2d 868, 870; Reed v. First National Bank of Wagoner, Okla., 405 P.2d 10, 12, 13; Garner v. Atlantic Greyhound Corporation, 250 N. C. 151, 108 S.E.2d 461, 466-469, 81 A. L. R.2d 741; Seal v. Safeway Stores, 48 N. M. 200, 147 P.2d 359, 361, 362; and Jones v. Great Atlantic & Pacific Tea Co., 256 App. Div. 896, 9 N. Y. S.2d 81, 82. See also Fleming, The Law of Torts, Second Ed., pages 412-416.
Certainly plaintiff, upon leaving this hotel in the daytime and undertaking to walk across the same sidewalk approach over which entrance to the establishment had just recently been [825]*825gained, should have looked, and looking have seen the open and evident variance in elevation.
Furthermore she cannot be absolved from the exercise of reasonable care and watchfulness as to where walking merely because of the use of a cane. In fact it would seem anyone using a cane would normally give closer attention than usual to the place where the person might be stepping. Be that as it may, plaintiff makes no claim the use of a cane was a factor involved in her fall.
IV. Pursuing the matter one more step plaintiff, in part, takes the position the entryway area was defective and dangerous in that when viewed from the hotel doorway it, in conjunction with the old sidewalk, created an “optical illusion” giving the appearance of a straight path all the way down.
Our task is not to weigh the evidence but rather to determine whether, in this case, the optical illusion theory may be invoked or is applicable.
Plaintiff cites no authorities supporting an application of this concept under existing facts and we find none.
An optical illusion is a perception which fails to give the true character of an object. In most if not all optical illusion cases plaintiff looked where he was stepping, and what he saw gave the illusion of being something else. That is, he saw the object but because of its ambiguous character failed to identify it properly. See Reynolds v. Mion and Murray Co., 93 Ga. App. 37, 90 S.E.2d 593, 596.
Some eases, here inapplicable, have adopted the optical illusion principle hut only in connection with interior areas which were dimly and artificially lighted, with close similarity in color, design and material of the floor levels, where the variance was such as not to be reasonably expected. Lattner v. Immaculate Conception Church, 255 Iowa 120, 122-125, 121 N.W.2d 639; Mulford v. Cotton States Hotel Co., 213 N. C. 603, 197 S. E. 169; Raylass Chain Stores, Inc. v. De Jarnette, 163 Va. 938, 178 S.E. 34; and Crouse v. Stacy-Trent Co., 110 N. J. L. 124, 164 A. 294. But see Kelley v. Luke, 140 Neb. 283, 299 N.W. 593, 595, 596.
However, in the case at hand, the area was exterior, it was daylight, plaintiff’s view was unobstructed, the slab was [826]*826newly placed, clean and clear, with a yellow line at the upper' north edge, and any illusion to which plaintiff refers was the result■ of a view from the hotel doorway, not from looking where she was stepping at or reasonably near the point of variance in sidewalk levels.
Some light is shed upon the situation by plaintiff’s answers to the following questions asked her on redirect examination:
“Q. Mrs. Chevraux, you have stated that you were talking as you walked side by side with these other ladies as you were coming down the walk. A. Yes:
“Q. Were you arm and arm with them, holding on to them? A. No, just close together.
“Q. Just close together. So you weren’t using them for external support ? A. No.
“Q. All right. You say you were talking with the other ladies? A. Yes, we were conversing.
“Q. While y.ou were talking were you looking where you ■were going or were you looking where they were, do you remember? A. Well, we all was looking toward the cab and ahead of us, if that’s what you want to know.”
Without foreclosing the possible application of the optical illusion theory to exterior areas, we conclude, under the factual situation here disclosed, the “optical illusion” concept is not applicable and did not in any event constitute a defect or danger against which plaintiff was entitled to be protected.
To hold otherwise would serve to make defendants liable as insurers, not for their negligence. See Garner v. Atlantic Greyhound Corporation, 250 N. C. 151, 108 S.E.2d 461, 81 A. L. R.2d 741, and Bowles v. Elkes Pontiac Co., Fla., 63 So.2d 769, 771, 772.
Y. With respect to claimed failure by defendants to give warning, the record reveals they did apply a coat of yellow paint to the front surface edge of the slab.
Referring again to section 343A, Restatement, Second, Torts, quoted supra, a possessor of land is not liable to his invitees for physical harm caused them by any condition which, with any attendant peril, is open and obvious. And, as we have already determined, the variance in level between the sidewalk and new [827]*827entrance slab was apparent, visible, discernible, and reasonably to be anticipated.
There is no basis upon which to conclude defendants had reasonable cause, under the circumstances, to anticipate plaintiff-invitee would not discover the obvious condition and appreciate any attendant danger. See Header v. Paetz Grocery Co., 259 Iowa 1101, 1106, 147 N.W.2d 211, 215-218.
YI. This case must be reversed and remanded with directions to set aside the judgment entered in favor of plaintiff and enter judgment for defendants notwithstanding the verdict. —Reversed and remanded.
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Cite This Page — Counsel Stack
150 N.W.2d 78, 260 Iowa 817, 1967 Iowa Sup. LEXIS 759, Counsel Stack Legal Research, https://law.counselstack.com/opinion/chevraux-v-nahas-iowa-1967.