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Trailside Egg

Routes Sorted
L to R R to L Alpha
Dihedral Problem 
Existential Potential 
Haus Toss, The 
Second Edition 
V0 
Unsorted Routes:

Trailside Egg 


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Page Views: 8,543
Administrators: Ben Mottinger, Leo Paik, John McNamee, Frances Fierst, Monomaniac, Kristine Hoffman
Submitted By: Andy Librande on Mar 16, 2008
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What's New
  Print a Mini-Guide with routes

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BETA PHOTO: Toby at the Eggs.
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Description 

This is the main boulder that is visible from the trail. Five or six problems are located on it that range from V0 to V4-ish.


Getting There 

Follow the directions to The Eggs, and this is the boulder that you will see from the trail and the one to orient yourself at.


5 Total Routes


['4 Stars',0],['3 Stars',3],['2 Stars',1],['1 Star',1],['Bomb',0]
['<=5.6',0],['5.7',0],['5.8',0],['5.9',0],['5.10',0],['5.11',0],['5.12',0],['5.13',0],['>=5.14',0],['',0],['<=V1',1],['V2-3',1],['V4-5',1],['V6-7',1],['V8-9',1],['V10-11',0],['V12-13',0],['>=V14',0]

The Classics

Mountain Project's determination of some of the classic, most popular, highest rated routes for Trailside Egg:
V0   V0 4     Boulder   
Dihedral Problem   V2 5+     Boulder, 10'   
The Haus Toss   V4 6B     Boulder   
Browse More Classics in Trailside Egg

Featured Route For Trailside Egg
The mid-way jug. The fun moves up and right (i.e. not the easier left exit) make for a worthwhile eliminate.

Dihedral Problem V2 5+  CO : Morrison/Evergreen : ... : Trailside Egg
This is a very fun and delicate dihedral problem with some finger power and interesting footwork required. Start with fingers matched in a slot at about crotch height. A tiny, difficult-to-match lip provides starting feet. Work your way up the dihedral until you can reach the midway jug at the lip. You can either use the ledge to the left and top out that way, or eliminate the ledge altogether and top out up right with a series of sloping rails and a proper mantle move. The up-and-right topout a...[more]   Browse More Classics in CO

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BH on Trailside Egg
BH on Trailside Egg
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By Lars Torkelson
From: Philly, PA
Mar 6, 2012

Is there a name or grade for the problem that climbs to the left of the dihedral?