2/15/2022

Download Mailings Lite For Mac 1.1.2

  • CLCL Lite

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Integrate a custom launcher with your system
0/5stars
License:Freeware
Latest version:1.2
Download Mailings Lite For Mac 1.1.2

Description

Simplify the process and product launches on a Mac. Assign a custom modifier key and specify the reactions to double or triple presses, add new commands and options in the settings. Access URLs and browsers, switch between applications, launch the last active items, etc.

The 1.2 version of CLCL Lite for Mac is provided as a free download on our website. This application's bundle is identified as com.genjiapp.CLCL-Lite. Our antivirus analysis shows that this Mac download is clean. CLCL Lite for Mac lies within System Tools, more precisely General. This free application can be installed on Mac OS X 10.6 or later. The most popular versions of CLCL Lite for Mac are 1.2 and 1.1. This free software for Mac OS X is a product of Genji.

From the developer:

CLCL Lite is a universal launcher.
By double/triple pressing a modifier key (Command/Option), you can launch/activate application. You can also open URL in web browser, and switch last active application.
Usage:
1. Launch CLCL Lite
2. Click CLCL Lite 's icon in menu bar
3. Choose 'Preferences...'

You may want to check out more software for Mac, such as Web Lite TV, Email Filing Assistant Lite or Encrypt Files Lite, which might be related to CLCL Lite.

Aunsoft iMedia Converter for Mac

Editors & Converters

Download Mailings Lite for Mac 1.1.2 download

Download Mailings Lite For Mac 1.1.2 Download

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Abstract: Let $M$ be a $mathbb{Q}$-homology solid torus. In this paper, we give acohomological criterion for the existence of an interval of left-orderable Dehnsurgeries on $M$. We apply this criterion to prove that the two-bridge knotthat corresponds to the continued fraction $[1,1,2,2,2j]$ for $jgeq 1$ admitsan interval of left-orderable Dehn surgeries. This family of two-bridge knotsgives some positive evidence for a question of Xinghua Gao.

Submission history

From: Khanh Le [view email]
[v1]Mon, 13 Sep 2021 13:35:49 UTC (67 KB)
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