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nmcg / AlgorithmiaPlayground / 0.1.0

AlgorithmiaPlayground

1 Credit Royalty
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Language
Java
Metrics
API Calls - 119 Avg call duration - 1.00sec
Permissions
The Algorithm Platform License is the set of terms that are stated in the Software License section of the Algorithmia Application Developer and API License Agreement. It is intended to allow users to reserve as many rights as possible without limiting Algorithmia's ability to run it as a service. Learn More
This is necessary for algorithms that rely on external services, however it also implies that this algorithm is able to send your input data outside of the Algorithmia platform.
This allows an algorithm to compose sophisticated functionality using other algorithms as building blocks , however it also carries the potential of incurring additional royalty and usage costs from any algorithm that it calls .

Run an Example

Input
Output
"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"

Install and Use

Install

Install the Algorithmia CLI client by running:

curl -sSLf https://algorithmia.com/install.sh | sh

Then authenticate by running:

$ algo auth
# When prompted for api endpoint, hit enter
# When prompted for API key, enter your key: YOUR_API_KEY
CLI Install Docs

Use



    algo run nmcg/AlgorithmiaPlayground/0.1.0 -d '"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"' --timeout 300
  
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