A good evening has more than one measure.

INSTRUMENTS / VALUE & POWER

Constructed example

Change the seats. Inspect the tradeoffs.

Change an input. Inspect every step. Keep a fixed record.

Maya & Rowan’s wedding · 24 guests, four tablesRead the wedding story →

A working copy · changes stay here until you save

seating-v1

THE ROOM / YOUR WORKING PLAN

Four tables. Twenty-four people.

Maya’s old friends. Rowan’s old friends. The people who helped this weekend happen. Start with the place cards, then read the people.

Fictional relationships · firm requests apply to every arrangement.

02 / OPEN THE MODEL

The place cards are almost ready.

Maya & Rowan’s wedding · 24 guests · 4 tables

Select any guest to inspect their supplied connections. Lines connect known pairs at the same table.

FROM THE COUPLE’S NOTES / FIRM REQUESTS

Alex and Morgan: designated accessible positions.

Different tables: Blair & Harper; Noor & Taylor.

Six guests per table. Every guest seated once.

◇ Designated accessible seat · Lines show supplied connections, not relationship strength.

The constraints every arrangement must satisfy
  • Each of 24 guests appears once; six seats per table.
  • Alex and Morgan use designated accessible positions (seat 1 at each table).
  • Blair and Harper sit at different tables. Noor and Taylor also sit at different tables.

The access and separation requests are in the couple’s notes from the beginning. An original circle is not a complete friendship map. This diagram does not assess the venue’s real accessibility.

40Known pairs togetherpairs
0Across-circle pairspairs
1Without a familiar faceguests

THE PERSON BEHIND THE CARD

Zuri

A newer friend of Rowan’s · arriving solo

Knows Alex from a former job and Georgie from the community garden.

IN THEIR WORDS

“I know the couple, obviously. And Alex—we worked together years ago. Georgie will be there too. I’m looking forward to it, though I’m coming on my own.”
WHAT WE’VE BEEN ASKED

No seating request in the couple’s notes.

Where your interpretation begins

Arriving alone is not a request to be looked after. The plan does show whether any known contact shares Zuri’s table.

0known contacts at this table

Original circle: Neighbors & newer friends. Table 4.

Who Zuri knows in the room (2)
  • Former colleagues
  • Community-garden volunteers

TRY ONE CHANGE

Move two chairs. See who is affected.

Start with Frankie and Zuri. Inspect the consequences before applying the swap.

Compare three supplied arrangements

CHANGE WHAT YOU VALUE

Which arrangement serves your priority?

Ranks three supplied plans only. Changing this priority does not move anyone. Familiarity favors known pairs; introductions favors cross-circle pairs; inclusion first reduces guests with no known contact.

FIRST AMONG THESE THREE

Familiar circles

40 known pairs · 0 across-circle pairs · 1 without a familiar face

CANDIDATE 2

A familiar face for everyone

37 known pairs · 10 across-circle pairs · 0 without a familiar face

CANDIDATE 3

Across circles

7 known pairs · 52 across-circle pairs · 11 without a familiar face

Follow the idea.

A concept, in three frames

Keep the guest list.

The same people and constraints apply.

Compare priorities.

Familiarity, introductions and inclusion can differ.

Inspect a swap.

Look at every affected guest, not just the total.

HOLD ONE VERSION STILL

What changes when you change the model?

Keep the current inputs beside your next adjustment.

A WORKING COPY OF THE EVENING

Keep the plan. Keep your reasoning.

You can save at any point. A fixed record keeps the applied seats, your place in the story, and the first plan once you’ve made it.

Return to the wedding story →
Save this experiment

Saved only in this browser. Clearing browser data removes local copies; export a copy from your notebook to keep it.

About this fictional wedding and its illustrations

Maya, Rowan, all 24 guests, every quotation and both messages are original authored fiction. The two messages never reseat a guest or change a connection. Firm access and separation requirements apply from the beginning. Portraits are original editorial illustrations, not photographs of real people.

View illustration provenance →

MODEL & LIMITS

What this model leaves open

These are fictional relationships and three supplied arrangements, not a wedding-planning recommendation or a global optimum. A known contact is not a measure of comfort. Cross-circle pairs need not be new acquaintances.

  1. InputsWhat is supplied?
  2. DefinitionWhat is counted?
  3. InferenceWhat follows?
Inspect the exact workings

Four tables × six guests create 4 × (6 × 5 / 2) = 60 unordered pairs at tables. A known pair is counted once when both guests share a table. Individual contact counts sum to twice the known-pair count. Seat adjacency has no extra weight.

Familiar circles: 40 known pairs, zero cross-circle pairs, one guest with no known contact. Swapping Frankie and Zuri: 37 known pairs, ten cross-circle pairs, zero guests without a known contact.

Every guest in the current arrangement
GuestCircleTable / seatKnown at table
AlexMaya’s old friends1 / 15
BlairMaya’s old friends1 / 25
CaseyMaya’s old friends1 / 35
DevonMaya’s old friends1 / 45
EllisMaya’s old friends1 / 55
FrankieMaya’s old friends1 / 65
GeorgieRowan’s old friends2 / 15
HarperRowan’s old friends2 / 25
IndigoRowan’s old friends2 / 35
JulesRowan’s old friends2 / 45
KaiRowan’s old friends2 / 55
LaneRowan’s old friends2 / 65
MorganThe wedding-weekend crew3 / 12
NoorThe wedding-weekend crew3 / 22
OakleyThe wedding-weekend crew3 / 32
ParkerThe wedding-weekend crew3 / 42
QuinnThe wedding-weekend crew3 / 52
RemyThe wedding-weekend crew3 / 62
SageNeighbors & newer friends4 / 11
TaylorNeighbors & newer friends4 / 22
UmaNeighbors & newer friends4 / 32
ValNeighbors & newer friends4 / 42
WrenNeighbors & newer friends4 / 51
ZuriNeighbors & newer friends4 / 60
All supplied relationships (49)
  • Alex ↔ Blair Maya’s old circle
  • Alex ↔ Casey Maya’s old circle
  • Alex ↔ Devon Maya’s old circle
  • Alex ↔ Ellis Maya’s old circle
  • Alex ↔ Frankie Maya’s old circle
  • Blair ↔ Casey Maya’s old circle
  • Blair ↔ Devon Maya’s old circle
  • Blair ↔ Ellis Maya’s old circle
  • Blair ↔ Frankie Maya’s old circle
  • Casey ↔ Devon Maya’s old circle
  • Casey ↔ Ellis Maya’s old circle
  • Casey ↔ Frankie Maya’s old circle
  • Devon ↔ Ellis Maya’s old circle
  • Devon ↔ Frankie Maya’s old circle
  • Ellis ↔ Frankie Maya’s old circle
  • Georgie ↔ Harper Rowan’s old circle
  • Georgie ↔ Indigo Rowan’s old circle
  • Georgie ↔ Jules Rowan’s old circle
  • Georgie ↔ Kai Rowan’s old circle
  • Georgie ↔ Lane Rowan’s old circle
  • Harper ↔ Indigo Rowan’s old circle
  • Harper ↔ Jules Rowan’s old circle
  • Harper ↔ Kai Rowan’s old circle
  • Harper ↔ Lane Rowan’s old circle
  • Indigo ↔ Jules Rowan’s old circle
  • Indigo ↔ Kai Rowan’s old circle
  • Indigo ↔ Lane Rowan’s old circle
  • Jules ↔ Kai Rowan’s old circle
  • Jules ↔ Lane Rowan’s old circle
  • Kai ↔ Lane Rowan’s old circle
  • Morgan ↔ Noor Worked together on the wedding weekend
  • Noor ↔ Oakley Worked together on the wedding weekend
  • Oakley ↔ Parker Worked together on the wedding weekend
  • Parker ↔ Quinn Worked together on the wedding weekend
  • Quinn ↔ Remy Worked together on the wedding weekend
  • Remy ↔ Morgan Worked together on the wedding weekend
  • Sage ↔ Taylor Neighborhood connection
  • Taylor ↔ Uma Neighborhood connection
  • Uma ↔ Val Neighborhood connection
  • Val ↔ Wren Neighborhood connection
  • Zuri ↔ Alex Former colleagues
  • Zuri ↔ Georgie Community-garden volunteers
  • Casey ↔ Noor Printmaking-class friends
  • Ellis ↔ Taylor Book-group friends
  • Indigo ↔ Parker Neighborhood music room
  • Kai ↔ Val Colleagues
  • Morgan ↔ Sage Cousins
  • Quinn ↔ Wren Plant-stand friends
  • Frankie ↔ Sage Cousins
Assumptions, sources and evidence status

Original constructed fixture: constructed-wedding-24-v1. seating-v1. No empirical observations are represented by these example counts.

  • All guests, relationships and constraints are fictional and supplied. Connections do not measure happiness, compatibility or relationship strength.
  • Cross-circle pairs are opportunities to mix; some already know each other. They are not predicted friendships.
  • Rankings compare three supplied arrangements, not every feasible seating plan. Designated accessible seats are model constraints, not a venue accessibility assessment.
Read the definition and primary background sources →