Can I play a pure Ur-Priest?

I mean, of course I can do anything the DM allows, etc. But is there a rules-as-written sequence of events that ends with a character with only Ur-Priest levels?

I have been playing with this question as a sort of puzzle for the past few months, and haven’t found anything solid yet. I thought other folks on here might enjoy trying too.

So far, my best attempt relies on humanoid HD and lycanthropy, but I am not convinced that a character can start with a single humanoid HD instead of class levels.

I suspect that any solution will involve losing levels. My default assumption is that the most recently gained level or HD is lost first. There are some exceptions (e.g. werewolf HD on curing lycanthropy, “bonus” HD), but please be sure to explain any reasoning needed.

Are there mechanics that will make improvised weapon attacks magical for a pure fighter?

I’m looking at the Tavern Brawler Feat and realizing that it is likely going to drop in effectiveness as a character levels up and encounters more monsters resistant/immune to non-magical attacks.

Are there ways for a pure fighter to be able to make an improvised weapon attack magical for the means of bypassing resistance/immunity?

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The post MyHostingSrv – 2 new VPS Plans, Pure SSD, in Chicago, USA! appeared first on Low End Box.

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The post HostedSimply – Pure SSD VPS Plans out of Los Angeles, starting at $ 24 a year! appeared first on Low End Box.

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Pure functions applied to a two dimensional list

Lets say I have a two dimensional list:

list = {{a, b, c}, {aa, bb, cc}, {x, y, z}, {xx, yy, zz}}; 

and two pure functions:

f1 = Total[#]/Length[#] &; f2 = Total[##]/Length[##] &; 

I want to learn how to apply these functions over rows and columns of a list using Map, MapThread, MapAt and Apply. Here:

f1 /@ list  

produces, as expected,

enter image description here.

But, why MapThread does not work as it supposed to work in MapThread[f1, list]?

Similarly, f1 @@ list works as expected but f1 @@@ list does not work, why?

MapAt[f1, list, 2] works fine but MapAt[f1, list, {All, 2}] does not work, why?

What is the most efficient way to apply these pure functions to columns of the list without Transpose? My goal is to learn how to apply pure functions column wise most efficiently. I would appreciate general answer.