Interleave numbers from 1 to n, with the same numbers reversed A simple one:

Take a positive integer n less than 1000, and output the integers from 1 to n interleaved with the integers from n to 1. You must concatenate the numbers so that they appear without any delimiters between them. 

Test cases:

n = 1
11

n = 4
14233241

n = 26
12622532442352262172081991810171116121513141413151216111710189198207216225234243252261

n = 100
110029939849759669579489399210911190128913881487158616851784188319822081218022792378247725762675277428732972307131703269336834673566366537643863396240614160425943584457455646554754485349525051515052495348544755465645574458435942604161406239633864376536663567346833693270317130722973287427752676257724782379228021812082198318841785168615871488138912901191109299389479569659749839921001


This is code-golf so the shortest submission in bytes in each language wins. Explanations are encouraged.
JavaScript (ES6), 30 bytes

f=(n,k=1)=&gt;n?f(n-1,k+1)+n+k:''


How?

This is pretty straightforward but it's worth noting that the string is built from tail to head. An empty string at the beginning is appended last and allows the coercion of the final result to a string to happen.

Below is the detail of the recursion for f(4):

f(4) =                                            // initial call
f(4, 1) =                                         // applying the default value to k
f(3, 2) + 4 + 1 =                                 // recursive call #1
(f(2, 3) + 3 + 2) + 4 + 1 =                       // recursive call #2
((f(1, 4) + 2 + 3) + 3 + 2) + 4 + 1 =             // recursive call #3
(((f(0, 5) + 1 + 4) + 2 + 3) + 3 + 2) + 4 + 1 =   // recursive call #4
((('' + 1 + 4) + 2 + 3) + 3 + 2) + 4 + 1 =        // n = 0 --&gt; end of recursion
'' + 1 + 4 + 2 + 3 + 3 + 2 + 4 + 1 =              // final sum
'14233241'                                        // final result


Test cases



f=(n,k=1)=&gt;n?f(n-1,k+1)+n+k:''

console.log(f(1))
console.log(f(4))
console.log(f(26))
console.log(f(100))