---
title: "Two Options and a Reply Time: A Small-Group Plan Without an Endless Poll"
url: https://memory.wiki/PTaZpp09
updated: 2026-11-11T07:50:15.447Z
source: "api"
---
# Two Options and a Reply Time: A Small-Group Plan Without an Endless Poll

![Three-step phone-independent planning checklist](data:image/png;base64,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)

One friend wants karaoke, another prefers a quiet meal, and someone else keeps sending links without choosing either. The group chat grows, but the plan does not. A short comparison with a clear reply time can be more useful than collecting another dozen suggestions.

This guide is for a small group arranging an evening in Seoul. It is a planning method, not a recommendation for a particular venue. Confirm availability and actual conditions with the place you choose before making a booking or collecting money.

## Ask what would make a plan unworkable

Before asking everyone to vote, separate requirements from preferences. Someone may need to leave by a certain time, avoid stairs, or keep spending within a stated limit. Ask people to share what the organiser needs to know without requiring a personal explanation in a public chat.

A preference is still useful, but it should not be mistaken for a promise that someone can attend. If an option does not meet a person's stated requirement, do not list it as suitable for everyone merely because it has the most enthusiastic replies.

## Give both options the same information

Choose two realistic options rather than forwarding a long list of unfamiliar links. For each, use the same short fields: meeting area, proposed time, activity, and any cost or availability detail still awaiting confirmation. Mark unknown information as unknown instead of making one option look more complete than it is.

Keep estimates separate from confirmed quotes. A price found in an old post is not a current offer for your group. If a venue has not answered yet, say that the option depends on confirmation. This lets friends compare what is known without treating a draft plan as a reservation.

## Explain what a reply means

Ask for a useful response: option A, option B, either, or unable to attend. Explain whether you are choosing an activity, checking availability, or asking for a commitment. Those questions can produce different answers, so avoid switching between them halfway through the conversation.

Give the group a reply time that leaves room to make the next enquiry. Say how you will handle a tie before it happens. For example, you might check which option can accommodate the confirmed group, then return with the result. Do not claim that silence means consent to pay or attend.

## Close the poll and state the next action

When the reply time arrives, summarise the responses without calling out anyone who declined. State the selected next step and identify anything still unconfirmed. If you are only contacting a venue, say so; do not announce a confirmed booking before receiving one.

If neither option works, reduce the problem rather than restarting the same open-ended poll. The group may need a different date, a smaller activity, or separate plans. A clear decision to check another date is more useful than leaving everyone waiting for a plan that nobody has agreed to.

Prepared by [PrivateNote](https://privatenote.kr/), a Korean-language nightlife venue and hospitality-work information site. This is an original general planning guide, not a first-hand venue review.

---

## Summary
To avoid endless scheduling polls, propose two specific time options and a deadline for a response. This simple approach streamlines small group planning by minimizing back and forth communication.

## Themes
- small group planning
- efficient communication strategies
- decision making frameworks

## Key takeaways
- Limiting choices to two options prevents decision paralysis in small groups.
- Setting a clear reply time creates a sense of urgency that discourages endless polling.
- The three step checklist is designed to facilitate planning without requiring constant phone interaction.

## Insights
- The document suggests that reducing the number of options in a poll can significantly decrease the time required for a group to reach a consensus.
- The author advocates for a phone independent planning method to minimize digital distractions and streamline the coordination process.
- The proposed three step checklist implies that group planning efficiency is more dependent on process structure than on the specific technology used.

## Open questions / gaps
- How does the proposed method scale when applied to groups larger than a typical small group?
- What are the recommended strategies for handling situations where group members fail to meet the established reply time?

