Parking a Cache II Multi-Cache

This is a simple and nice(I hope) Multi-cache at the edge of the beautiful Rothschild Boulevards.

Parking a cache was, and still is, one of my favorites hides. When I saw that they finish renovating the edge of Rothschild boulevards, and build a huge parking lot I couldn’t resist myself. But unlike the original parking a cache which is under the crowded Dizengoff shopping center, this parking lot is located in one of the most beautiful boulevards an urban oasis. SO I couldn’t just hide it inside the parking lot and send you to a dark quest. This is way the clues are outside in the open air but you will need to dive into the darkness to retrieve the container. BTW if you look to your north(right side) you will see the Nachum Guttmann's Mosaic water fountain(see photo below) that was moved to this spot from its original location at the Bialik square.

So Im here where is the cache?

The posted coordinates will place you right next to the stairs and elevator ledding to the parking lot. Stand with your back to the stair facing west you will see three lines (or rows) of wooden benches or chairs:

On the North row (on your right) you will see a line with some bulky benches that are made yellow wood. How many benches are in this line ? let X be that number.

On the middle row you will see a row benches made from darker brown wood. How many benches are in this row (the row starts at the big blue sign to the parking lot until the road in the west)? Add 1 to the number you got (since 2018: TWO benches are missing) and Let Y be that number

On the south row (your left side) you will see a row aft chairs that are scattered in the line. How many chairs can you count from big blue sign to the parking lot until the road in the West. Let Z be that number. Word of advice: near the tree there are a couple of benches do not count them only chairs! (Hint the correct number can be devided by 6).

Now one last thing: if X and Y are a prime number then W=A, if only X is a prime number W=B, if only Y is a prime number W=C and if X and Y are not prime then W=D

Sum count X+Y+Z=26

 The cache is at level –X area W parking space Z (between Z and Z+1)