Munich Orientation Convention in Addis Abeba                       Google mapplet

Addis Abeba has the option to be world's first city that has realized an international orientation standard, an idea from a Munichian inventor to simplify and harmonize worldwide all orientation means: signage, cartography, navigation devices and verbal expressions. 

Within this city, it is (will be) possible to find any target with easy brain work, that means 

- without maps, - without names,
- without illogical numbers  - without arrows
- without floor marks  - without square grids 
- without colors - without compass or other navigation devices

Buildings, crossings, stop points, bridges etc. have logical addresses like 

German Embassy  StatusQuo© ADAB m1 r39
UN Economical Commission for Africa  m1:1 r7
City Hall m11:4 r29
Menelik II hospital m12:12 r35
Bole international airport        m4 r55
Addis Alem m9:44 r400


 which are easy to understand if you associate the city with a clock as follows:

Around the Meskel square, the so-called pole m0

the horizon is divided in 12 "horizon hours"  

     m1  to  m12

whereas m12 points to north. This divides the city as a cake in 12 imaginary sectors.

 

The sectors are divided in horizon minutes. These are not angles but DISTANCES to the horizon hour, in steps of approx one "block of houses" or 100 meters. 

    Example:     m3:5  

( read   "emm 3 point five"   or   "emm three five" ). 

This is a line situated in a distance of 5 x 100m from the horizon hour m3, which points to sunrise. 

The convention for horizon minutes is very easy: 

       the greater, the later.

Considering the distance to m0 as r = radius also in steps of blocks of houses, logical position codes for targets, buildings, crossings etc. come into existence, e. g. as shown on the picture: 

          crossing StatusQuo© ADAB m12:13 r36

In simple words:

"r" is a numbering starting FROM m0

"m" is a north-direction-based numbering AROUND m0  

and this simple methode covers a gigantic market gap: 

      l o g i c a l   and easy understandable  p o s i t i o n   codes.

.

Natural Cartography©: 

a map with such a polar grid has innovative characteritics, see www.volksnav.com/map . Please be aware about the fact that if the target isn't on map, with the help of the logical position code it's possible to imagine where it is situated !! 

Interesting details: 

- the search grid contains quadrangules similar to the conventional ones. The picture above shows a green quadrangule with the dimensions 500 m x 500 m. The bended sides let know in which direction the urban pole is situated, even if the centre isn't on map. 

- the width of the sector is half the radius !! Example: m12:10 r20, m12:20 r40 etc..

- the middle of the sector is radius/4. Example: m12:5 r20

 

Orientators©, the signage of the future

StatusQuo© addresses will be integrated within the existing signage, see www.volksnav.com/lollipop, or be indicated on so-called Orientators©.

Vertical Pointing©: additional to the position information, a round symbol called center pointer will be placed on their periphery to allow to detect the direction m0  according to the following conventions: 

if the pointer is placed on top         (f12) m0 will be in front of you    (f12)
  on bottom    (f6)   behind        (f6)
  right hand   (f3)   right hand   (f3)

etc. Acc. to the same convention, a square symbol points to north = m12

The picture on right hand reveils: m12 is behind, the m0 is right hand

           Orientator©

.

Navigation / VolksNav©:

The local navigation with the help of such codes is called VolksNav©. As proceeded today with house numbers, VolksNav© is nothing else than the major/minor comparison between "r" and "m" values: 

Simply proceed according to 1 -2 -3 : 

1

Positioning

 

 

Turn your body until m0 will be BEHIND. In this position, 

ahead will be outwards
right hand " to later (clockwise)
left hand " to earlier

etc. 

Beginners have to turn physically, after some exercises anyone will be able to do this by his imagination power. In case you look at above shown Orientator©, you'd have to turn to left, correct? 

2

r-comparison

 

Ask yourself:         

must I move inwards or outwards? 

 ( = is the target radius greater or smaller than the actual one?)

3

m-comparison

 

Ask yourself:      

must I move to “later” (clockwise) or to earlier?  

( = is the target m later or earlier than the actual one?)

 

Let's see an example: 

Let's suppose, your target is:           City Hall  m11:4 r29      

If you've lost orientation on named crossing     m12:13 r36, 

so you must go

- to "earlier" (counterclockwise)   ( m11 is "earlier"  than the actual m12 )

and

- inwards (radius r29 is less than actual r36 )

This may seem to be unfamiliar, but the orientation based on cardinal points is used for some thousand years and imaginary clocks are used by soldiers, boy scouts, pilots, blind people etc. for more than 100 years. On a real situation, VolksNav© can be learned within few minutes, that means, faster than the most seeking times. 

 

Vision:

Mobile applications: Very soon also navigation devices and mobile phones will indicate such logical position codes and cardinal points, see www.volksnav.com/london.

 

 

Natural World Co-ordinates: the same addressing methode will soon also be used 

- indoor www.volksnav.com/deutschesmuseum

and 

- within the whole globe, see  www.watchrose.com. Acc. to this, the international City Code of Addis Abeba is 

           WatchRose© m4:16 30  r50 40  

What is this good for? Just comparing the codes for example of Addis Abeba and  

        Lower Valley of the Omo WatchRose© m4:21 75   r53 45  

it is possible to evaluate that 

- the position of  the Lower Valley of the Omo is "later" and farther to Munich than Addis Abeba, more exactly

    :2175 - :1630 = 545 km later

    r5345 - r5040 = 306 km farther

- the distance between both locations, the hipotenuse, will be between 545 and 545+306 km. 

- for advanced users:

the egocentrical direction Lower Valley of the Omo / Addis Abeba   (to earlier/to inside) is QuoVides(R) 1, see www.quovides.com