1200-SmartPanels

SmartPanel Apps/Licenses

The firmware version 2.0 of the SmartPanel supports following apps:

App name

License name

Version

Description

Intercom app


INT_1200_PRO

1.0

PRO version of the Intercom Application for the RSP-1232HL / RSP-1216HL SmartPanels; turns the RSP-1232HL / RSP-1216 HL User Interfaces intoIntercom Panels; supports 32(resp. 16) keys; 2 SFP and 2 ETH (RJ45) AES67 Matrix Link ports; 2 analog 4-wire connections (RJ45); 3 GPI-In, 3 GPI-Out; 2 headset connectors (XLR/RJ45); 2 Matrix connectors (RJ45/BNC); 2 USB ports

AES3 app


INT_1200_AES3

1.0

License to enable AES3 Intercom Matrix connectivity on RSP-1232HL / RSP-1216HL SmartPanels

AES67 4-wire app

INT_1200_AES67_4W

1.0

Allows 1200 series SmartPanels to be connected to up to 2 SMPTE 2110-30 (AES67) channels on the audio network (without occupying ports on the Artist matrix) instead of the analog audio inputs (Audio A/B).

Control Panel app

CPA_1200_PLUS

1.0

PLUS license of the Control Panel Application (Version 1.0) for 1200 Series SmartPanels. Enables exchange of control data and status information via NMOS. Supports NMOS IS-04, IS-05 and IS-07. Allows sending control commands of Hybrid Lever keys and their rotary encoders. Allows receiving control commands for LED rings and displays (text, icons, color) via NMOS.

Audio Monitoring App

AMA_1200_PLUS

1.0

The Audio Monitoring app enables intercom and IP-based audio monitoring via the internal speaker or via a stereo headset.

New_2-0.png

Linear-Time-Code App

LTC_1200_PLUS

1.0


The Linear Timecode (LTC) is a new app for Riedel 1200 series SmartPanels that brings a new and simple way to display timecode on the SmartPanel displays and can be easily configured via the new WebUI.


The installation of licenses is described in chapter License Installation.


In the following chapters, functions are illustrated using an RSP-1216HL or RSP-1232HL. The operation is generally identical for all SmartPanel types, but the arrangement of the key labeling and the Info Display may differ.

Deviating operation is explained at the appropriate points.