Alternative layout for the standard zeros
Hello everyone! Iβve been looking into Johnny.Decimal for about a year now but, unfortunately, Iβve had very little time to work on it until recently. I am now following the workshop (I finished watching the video in category 44
a few minutes ago). This is my first post here, and Iβm going to propose an alternative layout (actually, two very similar alternatives) for the standard zeros. I hope itβll be helpful to someone and that could start an interesting debate.
TL;DR
I propose to move the area zeros, i.e. A0
, into the system area 00-09
and to shrink the system zeros, i.e. 0x.0x
, inside the 00
category. This gives you up to 9 more categories and 12.36% (i.e. 891) more IDs free to use however you like.
Introduction
In category 42
of the workshop, the standard zeros, almost immediately after Johnny started explaining the area zeros (i.e. the β0thβ category), I thought, βI really like this, but wait, arenβt we losing a lot of IDs here?β. The same thought was amplified later when Johnny explains the system zeros (i.e. the β0thβ area).
I donβt really fear the βWill I run out of IDs?β problem, but if we go in the direction described, I think weβre truly giving away a bit too much (donβt worry, Iβll show you the math below). I like efficiency, and I think the layout can be optimized, so Iβm here to propose an alternative.
Premise (on the AC.10
IDs)
I have not been able to find a clear explanation (in the forum, the website, the workbook, or the workshop up to category 44
) for skipping the AC.10
IDs. Though, Iβm quite confident I grasp the idea behind this decision: just as we reserve category 10
(and 20
, 30
, β¦) for the system (i.e. the zeros), we also skip IDs .10
(but not .20
, .30
, β¦, and this is where my intuition fails a bit) to avoid βconfusing the 10sβ.
For this reason, I will actually propose two very similar alternatives: the second one differs only in that it maintains the practice of skipping the AC.10
IDs.
Definitions
Here Iβll give a few definitions to be on the same page for the analysis and proposals reported below.
- System capacity (SC): 10 areas Γ 10 categories Γ 100 IDs = 10000 IDs
- Wasted ID: An ID that is never used.
- Meta ID: An ID that is used exclusively for system management (i.e. the zeros).
- Usable ID: An ID that is used however you want (classic ID).
Notice
I will use a lot of preformatted text below. This is because I drafted the entire analysis of this post in my text editor, which obviously has a monospaced font, and I aligned everything neatly. I want this to be reflected here for ease of visualization and comparison.
Analysis: the current standard zeros (baseline)
Layout
I wonβt describe the layout as it is the one Johnny teaches and you can find it on the website.
Intervals
Meta areas: 0C
Meta categories: A0
Meta IDs: .00-09
Usable areas: 1C-9C
Usable categories: A1-A9
Usable IDs: .11-99
Counting IDs usage
ID | C | A
1 Γ 9 Γ 9 β Waste 1 ID (i.e. AC.10) in each usable category in usable area
10 Γ 9 Γ 9 β Meta 10 IDs (i.e. AC.00-09) in each usable category in usable area
89 Γ 9 Γ 9 β Use 89 IDs (i.e. AC.11-99) in each usable category in usable area
ID | C | A
90 Γ 1 Γ 9 β Waste 90 IDs (i.e. AC.10-99) in each meta category in usable area
10 Γ 1 Γ 9 β Meta 10 IDs (i.e. AC.00-09) in each meta category in usable area
ID | C | A
99 Γ 10 Γ 1 β Waste 99 IDs (i.e. 0x.{NOT 0x}) in each meta category in meta area
1 Γ 10 Γ 1 β Meta 1 ID (i.e. 0x.0x) in each meta category in meta area
Results (absolute and relative IDs usage)
Total waste: (1 Γ 9 Γ 9) + (90 Γ 1 Γ 9) + (99 Γ 10 Γ 1) = 1881 IDs [18.81% of SC]
Total meta: (10 Γ 9 Γ 9) + (10 Γ 1 Γ 9) + (1 Γ 10 Γ 1) = 910 IDs [ 9.10% of SC]
Total use: (89 Γ 9 Γ 9) + 0 + 0 = 7209 IDs [72.09% of SC]
Total meta+use: 910 + 7209 = 8119 IDs [81.19% of SC]
Analysis: alternative layout proposal, no skipping of AC.10
IDs (alt.1)
Layout
Iβll describe my proposal in a few words, but I think the example below will be the most useful part for understanding the layout.
- Category zeros (i.e. the β0thβ IDs): These stay the same, theyβre inside the respective category and go from
AC.01
to AC.09
.
- Area zeros (i.e. the β0thβ category): These are moved into the
00-09 System
area, specifically:
10-19
management folder, i.e. category 10
, is moved to category 01
inside area 00-09
;
20-29
management folder, i.e. category 20
, is moved to category 02
inside area 00-09
;
30-39
management folder, i.e. category 30
, is moved to category 03
inside area 00-09
;
- and so on.
- System zeros (i.e. the β0thβ area): These are moved to category
00
inside area 00-09
, specifically:
- ID
00.00
stays at 00.00
;
- ID
01.01
moves to 00.01
;
- ID
02.02
moves to 00.02
;
- ID
03.03
moves to 00.03
;
- and so on.
Iβll talk about the pros and cons after the analysis, towards the end of this post.
Example of the resulting structure:
.
βββ 00-09 System
β βββ 00 System management
β β βββ 00.00 System index
β β βββ 00.01 System inbox
β β βββ 00.02 System work in progress
β β βββ ...
β β βββ 00.09 System archive
β βββ 01 Life admin management
β β βββ 01.00 Life admin index
β β βββ 01.01 Life admin inbox
β β βββ 01.02 Life admin work in progress
β β βββ ...
β β βββ 01.09 Life admin archive
β βββ 02 Home business management
β β βββ 02.02 Home business work in progress
β β βββ ...
β β βββ 02.09 Home business archive
β βββ 03 Tennis club management
β βββ 03.01 Tennis club inbox
β βββ ...
β βββ 03.09 Tennis club archive
βββ 10-19 Life admin
β βββ 10 Me & other living things
β β βββ 10.00 Me index
β β βββ 10.01 Me inbox
β β βββ 10.02 Me work in progress
β β βββ ...
β β βββ 10.09 Me archive
β β βββ 10.10 Birth certificate & proof of name
β β βββ 10.11 Passports, residency, & citizenship
β β βββ ...
β β βββ 10.20 Health insurance & claims
β βββ 11 Where I live & how I get around
β βββ 12 Money earned, saved, owed, & spent
βββ 20-29 Home business
β βββ 20 Clients & people
β β βββ 20.00 Clients index
β β βββ 20.01 Clients inbox
β β βββ 20.02 Clients work in progress
β βββ 21 ...
β βββ 22 Money earned, saved, owed, & spent
β βββ 22.01 Money inbox
βββ 30-39 Tennis club
βββ 30 Clients & people
Intervals
Meta areas: 0C
Meta categories: 01-09
Meta IDs: .00-09
Usable areas: 1C-9C
Usable categories: A0-A9
Usable IDs: .10-99
Counting IDs usage
ID | C | A
10 Γ 10 Γ 9 -> Meta 10 IDs (i.e. AC.00-09) in each usable category in usable area
90 Γ 10 Γ 9 -> Use 90 IDs (i.e. AC.10-99) in each usable category in usable area
ID | C | A
90 Γ 10 Γ 1 -> Waste 90 IDs (i.e. 0C.10-99) in each meta category in meta area
10 Γ 10 Γ 1 -> Meta 10 IDs (i.e. 0C.00-09) in each meta category in meta area
Results (absolute and relative IDs usage & diff from the baseline)
Total waste: 0 + (90 Γ 10 Γ 1) = 900 IDs [ 9.00% of SC] (-52.15% ~)
Total meta: (10 Γ 10 Γ 9) + (10 Γ 10 Γ 1) = 1000 IDs [10.00% of SC] ( +9.89% ~)
Total use: (90 Γ 10 Γ 9) + 0 = 8100 IDs [81.00% of SC] (+12.36% ~)
Total meta+use: 1000 + 8100 = 9100 IDs [91.00% of SC] (+12.08% ~)
Analysis: alternative layout proposal, skipping of AC.10
IDs (alt.2)
Layout
I wonβt describe the full layout again. It is the same as alt.1, with the only difference that AC.10
IDs are skipped (thus, wasted).
Iβm giving the adapted example structure, though:
.
βββ 00-09 System
β βββ 00 System management
β β βββ 00.00 System index
β β βββ 00.01 System inbox
β β βββ 00.02 System work in progress
β β βββ ...
β β βββ 00.09 System archive
β βββ 01 Life admin management
β β βββ 01.00 Life admin index
β β βββ 01.01 Life admin inbox
β β βββ 01.02 Life admin work in progress
β β βββ ...
β β βββ 01.09 Life admin archive
β βββ 02 Home business management
β β βββ 02.02 Home business work in progress
β β βββ ...
β β βββ 02.09 Home business archive
β βββ 03 Tennis club management
β βββ 03.01 Tennis club inbox
β βββ ...
β βββ 03.09 Tennis club archive
βββ 10-19 Life admin
β βββ 10 Me & other living things
β β βββ 10.00 Me index
β β βββ 10.01 Me inbox
β β βββ 10.02 Me work in progress
β β βββ ...
β β βββ 10.09 Me archive
β β βββ 10.11 Birth certificate & proof of name
β β βββ 10.12 Passports, residency, & citizenship
β β βββ ...
β β βββ 10.21 Health insurance & claims
β βββ 11 Where I live & how I get around
β βββ 12 Money earned, saved, owed, & spent
βββ 20-29 Home business
β βββ 20 Clients & people
β β βββ 20.00 Clients index
β β βββ 20.01 Clients inbox
β β βββ 20.02 Clients work in progress
β βββ 21 ...
β βββ 22 Money earned, saved, owed, & spent
β βββ 22.01 Money inbox
βββ 30-39 Tennis club
βββ 30 Clients & people
Intervals
Meta areas: 0C
Meta categories: 01-09
Meta IDs: .00-09
Usable areas: 1C-9C
Usable categories: A0-A9
Usable IDs: .11-99
Counting IDs usage
ID | C | A
1 Γ 10 Γ 9 -> Waste 1 ID (i.e. AC.10) in each usable category in usable area
10 Γ 10 Γ 9 -> Meta 10 IDs (i.e. AC.00-09) in each usable category in usable area
89 Γ 10 Γ 9 -> Use 89 IDs (i.e. AC.10-99) in each usable category in usable area
ID | C | A
90 Γ 10 Γ 1 -> Waste 90 IDs (i.e. 0C.10-99) in each meta category in meta area
10 Γ 10 Γ 1 -> Meta 10 IDs (i.e. 0C.00-09) in each meta category in meta area
Results (absolute and relative IDs usage & diff from the baseline)
Total waste: (1 Γ 10 Γ 9) + (90 Γ 10 Γ 1) = 990 IDs [ 9.90% of SC] (-47.37% ~)
Total meta: (10 Γ 10 Γ 9) + (10 Γ 10 Γ 1) = 1000 IDs [10.00% of SC] ( +9.89% ~)
Total use: (89 Γ 10 Γ 9) + 0 = 8010 IDs [80.10% of SC] (+11.11% ~)
Total meta+use: 1000 + 8010 = 9010 IDs [90.10% of SC] (+10.97% ~)
Pros and cons of the proposed alternative layout
Iβll give some of the pros and cons Iβve thought about for this proposed alternative layout for the standard zeros. Of course, you could find more of both pros and cons, or even argue these. Iβll start with the cons.
Cons
- Area zeros (i.e. the β0thβ category) are detached from their respective area.
- The βfocus-on-the-area-Iβm-inβ concept is weakened (though not for classic categories and IDs).
- The zeros for area
x0-x9
, i.e. category x0
, are now at category 0x
: this flip of position of the area digit may be confusing.
- The system zeros (i.e. the β0thβ area) are not the same as before, except for the system index.
Pros
- More categories are free to be used however you want (9 more categories!).
- More IDs are free to be used however you want (up to 12.36% more, i.e. up to 891 more IDs!).
- The βsystem indexβ is still as
00.00
(I love this).
- Friction is added toward the use of area zeros (on the other hand, friction does not change much on system zeros), thus possibly leading to forcing more the use of category zeros (i.e. the β0thβ IDs), which are by definition more organized (our common goal).
- System zeros and area zeros are closer to each other, bringing the management of the JD system closer to a single point.
Conclusions
I think the benefits of my alternative layout proposal for the standard zeros outweigh the negatives. Above all, it gives 9 more categories and up to 891 more IDs free to be used. Also, this layout further highlights that one should much prefer to use category zeros over area zeros, thus being more organized.
Iβd really appreciate hearing @johnnydecimalβs perspective on my proposal, and Iβd love to hear anyone elseβs thoughts and counterproposals! Thanks for reading this far.