Reference request for complete probability text without measure theory I'm looking for a complete probability reference text, covering the majority of standard probability and stochastic process topics that can be covered without the use of measure theory. 
I've already had a basic course in probability and in stochastic processes, so I'm looking for more of a desk reference type of book. 
The three that have been recommended to me are 


*

*Probability, Statistics, and Random Processes by Papoulis

*Probability for Statistics and Machine Learning by DasGupta

*Probability By Feller


I'm not too interested in Feller, since it seems that vol 2 has a fair bit of measure theory and vol 1 is only discrete. Any other recommendations? 

A First Course in Probability & Introduction to Probability Models by Sheldon. Ross. The first one is introduction to probability without stochastic processes, while the second one delves into probability models ("Stochastic models") after relatively short brief on basic probability notions, random variables, etc. 
In my University, these two books are the standard references for the mandatory three undergraduate level courses in probability and stochastic processes. Absolutely no measure theory is required (or even mentioned in is these books).    
