Output Logs
1. Check the Cryptohopper Output Log for warnings or errors:
Some errors are self explanatory and easy to fix (like having insufficient base currency funds), while others may require you to do some digging to figure out the issue.
Leveraged Coins
You may need to complete a Quiz or Agreement on your exchange in order to trade Leveraged Coins ("UP" and "DOWN" coins) such as ETHUP, BTCDOWN, etc.
Leveraged Coin Errors
Some exchanges restrict the ability to trade leveraged coins based on region due to regulations
2. Check "Last Signal Output" to see if there are errors with the Signals.
![](data:image/png;base64,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)
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