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{ "config": { "color": "#00FFA3", "description": "High-performance blockchain supporting smart contracts and decentralized applications.", "full_name": "Solana (SOL)", "icon": "bi-currency-exchange", "metrics": [ { "format": "text", "key": "tps", "name": "TPS" }, { "format": "text", "key": "validators", "name": "Validators" }, { "format": "text", "key": "consensus", "name": "Consensus" }, { "format": "text", "key": "staked", "name": "Staked SOL" }, { "format": "currency", "key": "volume_24h", "name": "24h Volume", "scale": 1000000, "suffix": "M" }, { "format": "text", "key": "dominance", "name": "Market Dominance" }, { "format": "currency", "key": "market_cap", "name": "Market Cap", "scale": 1000000000, "suffix": "B" }, { "format": "currency", "key": "volume_24h", "name": "24h Volume", "scale": 1000000, "suffix": "M" }, { "format": "percentage", "key": "dominance", "name": "Market Dominance", "suffix": "%" } ], "name": "Solana" }, "crypto": { "chart_url": 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", "correlations": { "Bitcoin": { "description": "SOL and Bitcoin show a strong positive correlation (0.65). They tend to move together in the crypto market.", "status": "Strong Positive", "value": 0.65 }, "S\u0026P 500": { "description": "SOL and S\u0026P 500 show a moderate positive correlation (0.30). They tend to move in the same direction.", "status": "Moderate Positive", "value": 0.3 }, "US Dollar Index": { "description": "SOL and US Dollar Index show a moderate negative correlation (-0.40). When the USD strengthens, SOL typically weakens.", "status": "Moderate Negative", "value": -0.4 } }, "dominance": null, "market_cap": null, "price": 160.15, "price_change_1h": 34.279280090300006, "price_change_1h_pct": 27.233720530789096, "price_change_24h": 13.453359985399999, "price_change_24h_pct": 9.170871251080495, "price_change_7d": 13.722128295900006, "price_change_7d_pct": 9.371254349465346, "rsi": 51.81, "sma50": 133.40916, "technical": {}, "volume_24h": null }, "limit_orders": { "current_price": 160.15, "discount_pct": 2.59, "discount_pct_14d": 13.5, "discount_pct_24h": 0.32, "probability": "70% based on historical data", "probability_14d": "55% based on historical data", "probability_24h": "80% based on historical data", "reasoning": "The 7 day limit order price is based on statistical analysis of 108 historical price points. In 7-day windows, SOL has historically dropped by an average of -8.3% (median: -6.4%).", "reasoning_14d": "Based on historical 14-day price movements, SOL has typically dropped by -13.4% (median: -14.4%). This price has 55% based on historical data probability of being reached within 14 days.", "reasoning_24h": "Based on historical 24-hour price movements, SOL has typically dropped by -1.7% (median: -1.5%). This price has 80% based on historical data probability of being reached within 24 hours.", "recommended_price": 156.0036, "recommended_price_14d": 138.5362, "recommended_price_24h": 159.6317 }, "name": "Solana", "score": { "components": [ "Above SMA50: +0 pts", "RSI 51.8 not oversold: +0 pts", "90d: Bottom 24.7% of range: +0 pts", "30d: At 76.6% of range: +0 pts", "7d: Bottom 10% of range: +10 pts", "24h: At 60.2% of range: +0 pts" ], "score": 10.120455312307232 }, "symbol": "sol", "thresholds": { "ada": { "24h": { "avg": 0.6723665820997952, "current": 0.6789801717, "current_position_pct": 59.76363628695174, "high": 0.7335584164, "low": 0.5979143381 }, "30d": { "avg": 0.6630130729500001, "current": 0.6789801717, "current_position_pct": 61.96939140204012, "high": 0.7218269706, "low": 0.6091629863 }, "7d": { "avg": 0.68354343176, "current": 0.6789801717, "current_position_pct": 42.059778713117964, "high": 0.7010269761, "low": 0.6629760265 }, "90d": { "avg": 0.7461582582287039, 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"HBAR": "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", "LINK": "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", "SOL": "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", "XLM": "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", "XRP": "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" } }
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Limit order prices are calculated based on statistical analysis of historical price movements to balance optimal entry price with probability of execution. Choose timeframes that match your trading strategy.
Current Price: | $160.1500 |
---|---|
Target Price: | $159.6317 |
Discount: | 0.32% below current |
Probability: | 80% based on historical data |
Current Price: | $160.1500 |
---|---|
Target Price: | $156.0036 |
Discount: | 2.59% below current |
Probability: | 70% based on historical data |
Current Price: | $160.1500 |
---|---|
Target Price: | $138.5362 |
Discount: | 13.50% below current |
Probability: | 55% based on historical data |
A limit order is an instruction to buy or sell an asset at a specified price or better. Unlike market orders which execute immediately at the current market price, limit orders allow you to:
Note: Limit orders are only executed if the market reaches your specified price. They may remain unfilled if the price doesn't reach your target.
Strategy | Pros | Cons |
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Limit Orders |
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Dollar-Cost Averaging |
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Binance offers some of the lowest fees for limit orders at 0.1% (can be reduced further with BNB).
Select the SOL/USD or SOL/USDT trading pair from the market selector.
Make sure the "Limit" order tab is selected (usually the default).
Type in the price at which you want to buy Solana. Our calculations can help inform your decision based on your timeframe:
You can specify the amount in SOL or use the percentage buttons to allocate a portion of your available funds.
Your limit order will be placed and remain active until it's either filled or canceled.
Coinbase offers a user-friendly interface with limit order fees starting at 0.4% (maker fee).
Select the SOL-USD trading pair from the available markets.
Select the "Limit" tab from the order type options.
Input the price at which you want to buy Solana. Our calculations can help inform your decision based on your timeframe:
You can enter the amount in SOL or USD using the "Size" field and the toggle between crypto and fiat.
The default is "Good 'til canceled" (GTC), which keeps your order active until it's filled or you cancel it.
Kraken is known for its security and offers maker fees starting at 0.16% for limit orders.
Select SOL/USD from the markets menu.
Make sure the "Buy" tab is selected.
Type in your desired purchase price for Solana. Our calculations can help inform your decision based on your timeframe:
You can specify the amount in SOL or use the percentage buttons to use a portion of your available USD.
Your limit order will be placed on the order book until it's filled or canceled.
Bybit offers competitive maker fees starting at 0.1% with volume-based discounts available.
Search for and select the SOLUSDT or SOLUSD trading pair.
The order form is usually located on the right side of the trading interface.
Input the price at which you want to buy Solana. Our calculations can help inform your decision based on your timeframe:
You can enter the amount directly or use the percentage slider to allocate a portion of your available funds.
Your limit order will be placed and will remain on the order book until it's executed or canceled.
While both limit orders and dollar-cost averaging have their advantages, many experienced Solana investors use a combined approach to maximize their buying strategy:
Invest a fixed percentage of your monthly budget (e.g., 50-70%) using regular DCA purchases regardless of market conditions. This ensures you're consistently accumulating Solana over time.
Allocate the remaining portion of your budget (e.g., 30-50%) to strategic limit orders placed at key support levels or at significant discounts to current prices. Our limit order calculations provide excellent starting points.
Instead of placing one large limit order, consider creating multiple smaller orders at different price levels and timeframes. For example:
If your limit orders don't fill within a certain timeframe (e.g., 7 days), consider adjusting them to the current market conditions or converting a portion back to your DCA strategy to ensure continued accumulation.
Low: $105.51
High: $257.24
Position: 24.7%
Low: $112.80
High: $152.30
Position: 76.6%
Low: $143.06
High: $148.05
Position: 0.0%
Low: $124.44
High: $155.36
Position: 60.2%
MACD | Neutral |
---|---|
Bollinger Bands | Neutral |
Stochastic RSI | Neutral |
ADX | Neutral |
OBV | Bullish |
Technical indicators are showing a mixed picture with no clear directional bias.
Understanding how Solana moves in relation to other assets:
Bitcoin | 0.65 |
S&P 500 | 0.3 |
US Dollar Index | -0.4 |