Written by Anonymous # Trading basics ## Set up #### 1. Account creation - Go to [currency.com/trading/platform/trade](https://currency.com/trading/platform/trade) - Once your account is created, you do not need to validate your email, press "Explore platform". - In the upper right corner switch the site to demo mode #### 2. View configuration - First, you need to select the currency you want to trade. We are going to trade **bitcoin /USD**. Search it on the trade tab then press the add to chart button ![](data:image/png;base64,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) - Once you have added bitcoin to your chart page, go to the chart tab and configure the view in order to have the necessary information for trading You need to select candle mode : ![](data:image/png;base64,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) And put it to daily ![](data:image/png;base64,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) Well played, you are now ready to trade ! ## Trading Workshop #### 1. Common orders Buy bitcoin for a quantity of 50USD at market price #### 2. Conditional orders Place a limit buy order at 41000$ and manage your risk to a 4% loss with the appropriate order type. #### 3. Level to level trading - Enter in market at a chosen support level and manage your risk according to it (2/3% below is an idea) - Place a take profit order on a chosen resistance level Help : you can draw line with ![](data:image/png;base64,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) # Memo ##### Some usefull definitions : - **Common orders** : - **Market order** : buy or sell at market current price for a specific amount - **Limit order** : buy or sell the asset at a chosen price for a specific amount - **Conditionnal order** : They are limit order placed in order book when a price reach a certain price level, here the two most used stop limit orders in trading - **Stop loss** : is a sell order used commonly for managing the risk of owning an asset. It consists in placing a limit order when the price comes too far below a specific level (usually buy price) - **Take profit** : is also a sell order used to be placed at target prices if it’s going up to secure profit margins. - **Professionals** : - **Market maker** : Market maker fill the order book of a broker, quote both parties (buyer and a seller) the price of an asset. They drive liquidity and reduce volatility on the exchanges - **Institutional trader** : Institutional trader buy and sell asset for accounts they manage for a group or institution - **Broker** : Broker is a firm that acts as an intermediary between the cryptocurrency markets to facilitate buying and selling of cryptocurrencies (like binance) - **Peoples** : - **Retail investor** : A retail investor, also known as an individual investor, is a non-professional investor who buys and sells securities. Generally less active than a retail trader - **Retail trader** : A retail trader is an individual trader who trades with money from personal wealth