---
title: "Rule Of Conoid - Reviews, Revenue and Downloads in Thailand | Apple App Store"
description: "RULE OF CONOID - Simulate the "circle of least confusion" on prescription eyeglasses.  This application is based on the rule of the conoid of sturm. Widely used to calculate the prescription glasses w"
---

# Rule Of Conoid — Thailand

![Rule Of Conoid App Icon](https://is1-ssl.mzstatic.com/image/thumb/Purple211/v4/c3/05/86/c3058697-f9ef-042d-2fff-a293ec1e1e02/AppIcon-1x_U007emarketing-0-5-0-0-85-220-0.png/100x100bb.jpg)

**Developer:** [Evandro Souza](https://apptail.io/developer/evandro-souza-YkB) (Brazil)
**Category:** Utilities
**Rating:** N/A (0 ratings)
**Price:** Free
**Bundle ID:** com.evandrosouza.ruleofconoid
**Store:** Apple App Store
**Country:** Thailand
**Version:** 2.1 (released 2024-03-25)
**Original Release:** 2012-08-07
**Languages:** English

**App Store Link:** [Download on Apple App Store](https://apps.apple.com/th/app/app/id549151465)
**AppTail Page:** [https://apptail.io/app/rule-of-conoid-pisf/thailand](https://apptail.io/app/rule-of-conoid-pisf/thailand)

## Rule Of Conoid Description
RULE OF CONOID - Simulate the "circle of least confusion" on prescription eyeglasses.

This application is based on the rule of the conoid of sturm. Widely used to calculate the prescription glasses when you do not want to totally correct the astigmatism power.

With the application "Rule of Conoid" the ophthalmologist can calculate in a simple and practical way the astigmatism to prescribe in cases of high aniseikonias. The application reduces the amount of prescription of astigmatism, maintaining the accommodative balance and the "circle of least confusion" on the retinal plane.

More info:



*** This application is for reference only and simulations***








## Rule Of Conoid Available In
- [United Arab Emirates](https://apptail.io/app/rule-of-conoid-pisf/united-arab-emirates)
- [Azerbaijan](https://apptail.io/app/rule-of-conoid-pisf/azerbaijan)
- [Colombia](https://apptail.io/app/rule-of-conoid-pisf/colombia)
- [Denmark](https://apptail.io/app/rule-of-conoid-pisf/denmark)
- [Dominican Republic](https://apptail.io/app/rule-of-conoid-pisf/dominican-republic)
- [Algeria](https://apptail.io/app/rule-of-conoid-pisf/algeria)
- [Finland](https://apptail.io/app/rule-of-conoid-pisf/finland)
- [Greece](https://apptail.io/app/rule-of-conoid-pisf/greece)
- [Hong Kong SAR China](https://apptail.io/app/rule-of-conoid-pisf/hong-kong)
- [Hungary](https://apptail.io/app/rule-of-conoid-pisf/hungary)
- [Indonesia](https://apptail.io/app/rule-of-conoid-pisf/indonesia)
- [Ireland](https://apptail.io/app/rule-of-conoid-pisf/ireland)
- [Israel](https://apptail.io/app/rule-of-conoid-pisf/israel)
- [India](https://apptail.io/app/rule-of-conoid-pisf/india)
- [Italy](https://apptail.io/app/rule-of-conoid-pisf/italy)
- [Lebanon](https://apptail.io/app/rule-of-conoid-pisf/lebanon)
- [Latvia](https://apptail.io/app/rule-of-conoid-pisf/latvia)
- [Norway](https://apptail.io/app/rule-of-conoid-pisf/norway)
- [Peru](https://apptail.io/app/rule-of-conoid-pisf/peru)
- [Philippines](https://apptail.io/app/rule-of-conoid-pisf/philippines)
- [Portugal](https://apptail.io/app/rule-of-conoid-pisf/portugal)
- [Russia](https://apptail.io/app/rule-of-conoid-pisf/russia)
- [Saudi Arabia](https://apptail.io/app/rule-of-conoid-pisf/saudi-arabia)
- [Sweden](https://apptail.io/app/rule-of-conoid-pisf/sweden)
- [Singapore](https://apptail.io/app/rule-of-conoid-pisf/singapore)
- [Thailand](https://apptail.io/app/rule-of-conoid-pisf/thailand)
- [Türkiye](https://apptail.io/app/rule-of-conoid-pisf/turkey)
- [Taiwan](https://apptail.io/app/rule-of-conoid-pisf/taiwan)
- [Ukraine](https://apptail.io/app/rule-of-conoid-pisf/ukraine)
- [United States](https://apptail.io/app/rule-of-conoid-pisf/united-states)
- [Vietnam](https://apptail.io/app/rule-of-conoid-pisf/vietnam)
- [South Africa](https://apptail.io/app/rule-of-conoid-pisf/south-africa)

---

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