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When does the new, tabbed Gmail come? I cannot wait.
jb
Saturday, June 8, 2013
Monday, May 13, 2013
253 Parker Ave, between Geary and Anza.
If S.F. grants this new building the requested "sidewalk encroachment, 5 feet, the upslope will be
32 degrees..... 10% steeper than Duncan Street, as seen below. Without the Encroachment:
37 Degrees.
These two pics show Duncan Street, in Noe Valley, between Diamond and Douglass Streets, a 28 degree slope....
If S.F. does not grant a "5 foot sidewalk easement to the new "'three unit condo building at 253 Parker, the resultant up-slope driveway will be a 37 Degree grade... 37 Degrees! ..making the garage only accessible to "mountain goats".
Tuesday, May 7, 2013
New "Double Encroachment" In the name of landscaping….. I would do this in a minute, on Parker. - jackbarry99@gmail.com - Gmail
New "Double Encroachment" : A Greener San Francisco Sidewalk….
This gorgeous "sidewalk encroachment" is at 1430 Ninth Avenue, steps south of Ninth and Judah.
Note that there is a "two square walking space", between the landscaping, and still one more square beyond the landscaping, next to the curb,....for entry to parked cars.
Note that the landscaping nearest to the house is the first like them on the block, from end to end.
It is hoped that other home owners will follow the lead of these "home owner- artists."
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This gorgeous "sidewalk encroachment" is at 1430 Ninth Avenue, steps south of Ninth and Judah.
Note that there is a "two square walking space", between the landscaping, and still one more square beyond the landscaping, next to the curb,....for entry to parked cars.
Note that the landscaping nearest to the house is the first like them on the block, from end to end.
It is hoped that other home owners will follow the lead of these "home owner- artists."
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Sunday, April 14, 2013
Construct a triangle with the angles A=90 B=59 C=31
Construct a triangle with the angles A=90 B=59 C=31:
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This 31 degree slope would be the result of getting a 5.5 foot sidewalk encroachment in the 22 foot sidewalk. (90% of all sidewalks in SF are 17 feet wide, or less.)
It would be, then, equal to the two most well known "Steepest Streets" in SF...: Filbert at Leavenworth and 22nd Street at Vicksburg on Potrero Hill.
If the City refuses, the resultant 35 degee slope will be 13 % steeper, and too steep to be safe, and usable.
It is surprising that the SF DPW ignores these points and just says "NO. We simply have a total policy of not approving an encroachment, if it would be the first one on that side of the block, no matter how wide the sidewalk. < Across from 253 Parker is 252 Parker which DOES have such an encroachment, but the DPW ignores that, for no understandable reason.)
'via Blog this'
This 31 degree slope would be the result of getting a 5.5 foot sidewalk encroachment in the 22 foot sidewalk. (90% of all sidewalks in SF are 17 feet wide, or less.)
It would be, then, equal to the two most well known "Steepest Streets" in SF...: Filbert at Leavenworth and 22nd Street at Vicksburg on Potrero Hill.
If the City refuses, the resultant 35 degee slope will be 13 % steeper, and too steep to be safe, and usable.
It is surprising that the SF DPW ignores these points and just says "NO. We simply have a total policy of not approving an encroachment, if it would be the first one on that side of the block, no matter how wide the sidewalk. < Across from 253 Parker is 252 Parker which DOES have such an encroachment, but the DPW ignores that, for no understandable reason.)
Friday, April 12, 2013
Thursday, April 11, 2013
Here is how to construct, on your computer a precise, 35 degree down grade, the complement to Angle B, below...which is, itself, 55 degrees..That 35 degree downslope is what DPW wants to be built on Parker Ave. Who would use it?
Construct a triangle with the angles A=90 B=55 C=35
Thanks to the website, "Mathinary"...for this calculation and image.
So, from B to C is the downslope that DPW is saying has to be the 35 degree slope into the garage.
Picture doing that daily, or, more daunting, picture backing up, to come out to the street.
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