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DP4MiniRemote


4.0 ( 8320 ratings )
Утилиты Музыка
Разработчик Andreas Zeh
4.99 USD

The small brother of DP4Remote offers the possibility to remote control several functions of XTA Electronics® DP4-Series® Loudspeaker Management Systems from your iPhone® or iPod Touch®. Also the Martin Audio® DX2®, the Funktion One X04A® and the D.A.S. Audio DSP 4080® & DSP2060® controller are supported.

DP4MiniRemote gives you control over the following functions of your device:

• Gain
• Mute

DP4MiniRemote monitors the following functions of your device:

• Level Meters
• Gain
• Mute
• Phase
• Delay
• xOver
• Parametric EQs
• Graphic EQs
• Routing
• Ganging
• Names

DP4MiniRemote is compatible with XTA Electronics DP448®, DP446®, DP444® controllers as well as with the Martin Audio® DX2®, the Funktion One X04A® and the D.A.S. Audio DSP 4080® & DSP2060® OEM-Units.

For full control over your device please check out for DP4Remote.

IMPORTANT NOTES:

• You will need a working wireless connection to your controller (tested with XTA Wiser2400® and Moxa N-Port 5110).
• For more than 4 devices a serial connection speed of 115kBaud is recommended.
• For working with a XTA WISP some additional hardware & configuration are necessary. We recommend to use another serial / ethernet connection.
• DP4MiniRemote works with a maximum of 32 devices at a time.
• DP4MiniRemote is a third party application (this means this application is not developed by XTA Electronics®).
• DP4MiniRemote will work on any iPhone® / iPod touch® with iPhone OS 5.1 or higher. Recommended devices are iPhone4S® / 5® and the last generation iPod touch.
• Although well tested - this application remain a piece of software: rockbaby engineering will not take any responsibility for any issues that may occur using DP4MiniRemote.
• XTA Electronics® DSP-algorithms are sensitive information to which we don´t have access. So please note that our graphical representation of parametric EQs and xOvers displays the "standard" ones - those may vary a bit from XTA Electronics® unique and brilliant algorithms.