ggmap – KDE error in R : Error in seq_len(n): argument must be coercible to non-negative integer

I am getting the following errors and warnings when trying to run a KDE on the attached data set.

I assume the issue might be similar to the one posted here: Issues with density plots in R using geom_density_2d_filled.

If the issue is the same, the previous post doesn’t resolve the problem. The locations in my example set are close together, but it seems like there should be enough variation (although I could be wrong). Not sure if I’m overlooking something or not.

Here is the error and warning messages I’m getting:

Error in seq_len(n) : argument must be coercible to non-negative integer
In addition: Warning messages:
1: Computation failed in `stat_density2d()`:
bandwidths must be strictly positive 
2: In min(x, na.rm = na.rm) :
  no non-missing arguments to min; returning Inf
3: In max(x, na.rm = na.rm) :
  no non-missing arguments to max; returning -Inf
4: In max(f) : no non-missing arguments to max; returning -Inf

Using the dput output at the bottom of the post as the “example” dataset, the following code should replicate the error.

Map <- ggmap(get_stamenmap(c(left = 135.771618,
                                      bottom = 35.011369,
                                      right = 135.792561,
                                      top = 35.034213),
                                    zoom = 15, scale = 4,
                                    maptype = "terrain",
                                    color = "color"))

Map + stat_density2d(
  aes(x = Long, y = Lat, fill = ..level.., alpha = 0.25),
  size = 0.01, bins = 50, data = example,
  geom = "polygon")

Example data data

structure(list(Lat = c(35.017, 35.017, 35.017, 35.017, 35.017, 
35.017, 35.017, 35.017, 35.017, 35.017, 35.017, 35.017, 35.017, 
35.017, 35.017, 35.017, 35.017, 35.017, 35.017, 35.017, 35.017, 
35.017, 35.017, 35.017, 35.017, 35.017, 35.017, 35.017, 35.017, 
35.017, 35.017, 35.017, 35.017, 35.03, 35.03, 35.031, 35.031, 
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35.031, 35.031, 35.031, 35.031, 35.031, 35.031, 35.031, 35.031, 
35.031, 35.031), Long = c(135.777, 135.777, 135.777, 135.777, 
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