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Arbitrum (ARB) Liquidation Map: Liquidation Levels by Leverage (Estimated)

Estimated nearest among the largest modelled clusters: long $0.1486 (-3.75%); short $0.1694 (+9.75%). 12 hours · All leverage. Snapshot 2026-11-11 23:04 UTC.Model est-1.0+hl-2026-09-27All leverage · last 12 hoursOpen interest $93.34M9 exchanges (MEXC excluded) · see coverageMEXC's open interest is a model input but is left out of the headline open interest total (its reported OI does not match its trades)As of 23:04 UTC

ARB liquidation map · ±25% · 12 hours

Model estimate
$56K$1.57M$112K$3.14M$167K$4.71M$223K$6.29MLongs at 0.1173–0.1181 (-23.75%): ≈ $31K modelledLongs at 0.1181–0.1189 (-23.25%): ≈ $32K modelledLongs at 0.1189–0.1196 (-22.75%): ≈ $33K modelledLongs at 0.1196–0.1204 (-22.25%): ≈ $33K modelledLongs at 0.1204–0.1212 (-21.75%): ≈ $33K modelledLongs at 0.1212–0.1220 (-21.25%): ≈ $32K modelledLongs at 0.1220–0.1227 (-20.75%): ≈ $32K modelledLongs at 0.1227–0.1235 (-20.25%): ≈ $37K modelledLongs at 0.1235–0.1243 (-19.75%): ≈ $38K modelledLongs at 0.1243–0.1250 (-19.25%): ≈ $39K modelledLongs at 0.1250–0.1258 (-18.75%): ≈ $44K modelledLongs at 0.1258–0.1266 (-18.25%): ≈ $48K modelledLongs at 0.1266–0.1274 (-17.75%): ≈ $59K modelledLongs at 0.1274–0.1281 (-17.25%): ≈ $78K modelledLongs at 0.1281–0.1289 (-16.75%): ≈ $89K modelledLongs at 0.1289–0.1297 (-16.25%): ≈ $98K modelledLongs at 0.1297–0.1304 (-15.75%): ≈ $104K modelledLongs at 0.1304–0.1312 (-15.25%): ≈ $104K modelledLongs at 0.1312–0.1320 (-14.75%): ≈ $104K modelledLongs at 0.1320–0.1328 (-14.25%): ≈ $104K modelledLongs at 0.1328–0.1335 (-13.75%): ≈ $103K modelledLongs at 0.1335–0.1343 (-13.25%): ≈ $103K modelledLongs at 0.1343–0.1351 (-12.75%): ≈ $103K modelledLongs at 0.1351–0.1358 (-12.25%): ≈ $103K modelledLongs at 0.1358–0.1366 (-11.75%): ≈ $103K modelledLongs at 0.1366–0.1374 (-11.25%): ≈ $103K modelledLongs at 0.1374–0.1382 (-10.75%): ≈ $104K modelledLongs at 0.1382–0.1389 (-10.25%): ≈ $111K modelledLongs at 0.1389–0.1397 (-9.75%): ≈ $113K modelledLongs at 0.1397–0.1405 (-9.25%): ≈ $115K modelledLongs at 0.1405–0.1412 (-8.75%): ≈ $121K modelledLongs at 0.1412–0.1420 (-8.25%): ≈ $128K modelledLongs at 0.1420–0.1428 (-7.75%): ≈ $138K modelledLongs at 0.1428–0.1436 (-7.25%): ≈ $169K modelledLongs at 0.1436–0.1443 (-6.75%): ≈ $194K modelledLongs at 0.1443–0.1451 (-6.25%): ≈ $207K modelledLongs at 0.1451–0.1459 (-5.75%): ≈ $218K modelledLongs at 0.1459–0.1466 (-5.25%): ≈ $223K modelledLongs at 0.1466–0.1474 (-4.75%): ≈ $221K modelledLongs at 0.1474–0.1482 (-4.25%): ≈ $222K modelledLongs at 0.1482–0.1490 (-3.75%): ≈ $218K modelledLongs at 0.1490–0.1497 (-3.25%): ≈ $213K modelledLongs at 0.1497–0.1505 (-2.75%): ≈ $213K modelledLongs at 0.1505–0.1513 (-2.25%): ≈ $208K modelledLongs at 0.1513–0.1521 (-1.75%): ≈ $193K modelledLongs at 0.1521–0.1528 (-1.25%): ≈ $120K modelledLongs at 0.1528–0.1536 (-0.75%): ≈ $4,416 modelledLongs at 0.1536–0.1544 (-0.25%): ≈ $503 modelledShorts at 0.1551–0.1559 (+0.75%): ≈ $29K modelledShorts at 0.1559–0.1567 (+1.25%): ≈ $29K modelledShorts at 0.1567–0.1575 (+1.75%): ≈ $30K modelledShorts at 0.1575–0.1582 (+2.25%): ≈ $56K modelledShorts at 0.1582–0.1590 (+2.75%): ≈ $75K modelledShorts at 0.1590–0.1598 (+3.25%): ≈ $91K modelledShorts at 0.1598–0.1605 (+3.75%): ≈ $140K modelledShorts at 0.1605–0.1613 (+4.25%): ≈ $166K modelledShorts at 0.1613–0.1621 (+4.75%): ≈ $163K modelledShorts at 0.1621–0.1629 (+5.25%): ≈ $123K modelledShorts at 0.1629–0.1636 (+5.75%): ≈ $173K modelledShorts at 0.1636–0.1644 (+6.25%): ≈ $207K modelledShorts at 0.1644–0.1652 (+6.75%): ≈ $181K modelledShorts at 0.1652–0.1659 (+7.25%): ≈ $155K modelledShorts at 0.1659–0.1667 (+7.75%): ≈ $161K modelledShorts at 0.1667–0.1675 (+8.25%): ≈ $184K modelledShorts at 0.1675–0.1683 (+8.75%): ≈ $200K modelledShorts at 0.1683–0.1690 (+9.25%): ≈ $206K modelledShorts at 0.1690–0.1698 (+9.75%): ≈ $212K modelledShorts at 0.1698–0.1706 (+10.25%): ≈ $222K modelledShorts at 0.1706–0.1713 (+10.75%): ≈ $222K modelledShorts at 0.1713–0.1721 (+11.25%): ≈ $219K modelledShorts at 0.1721–0.1729 (+11.75%): ≈ $210K modelledShorts at 0.1729–0.1737 (+12.25%): ≈ $205K modelledShorts at 0.1737–0.1744 (+12.75%): ≈ $195K modelledShorts at 0.1744–0.1752 (+13.25%): ≈ $171K modelledShorts at 0.1752–0.1760 (+13.75%): ≈ $150K modelledShorts at 0.1760–0.1768 (+14.25%): ≈ $136K modelledShorts at 0.1768–0.1775 (+14.75%): ≈ $122K modelledShorts at 0.1775–0.1783 (+15.25%): ≈ $112K modelledShorts at 0.1783–0.1791 (+15.75%): ≈ $103K modelledShorts at 0.1791–0.1798 (+16.25%): ≈ $103K modelledShorts at 0.1798–0.1806 (+16.75%): ≈ $103K modelledShorts at 0.1806–0.1814 (+17.25%): ≈ $103K modelledShorts at 0.1814–0.1822 (+17.75%): ≈ $103K modelledShorts at 0.1822–0.1829 (+18.25%): ≈ $103K modelledShorts at 0.1829–0.1837 (+18.75%): ≈ $103K modelledShorts at 0.1837–0.1845 (+19.25%): ≈ $101K modelledShorts at 0.1845–0.1852 (+19.75%): ≈ $99K modelledShorts at 0.1852–0.1860 (+20.25%): ≈ $98K modelledShorts at 0.1860–0.1868 (+20.75%): ≈ $98K modelledShorts at 0.1868–0.1876 (+21.25%): ≈ $98K modelledShorts at 0.1876–0.1883 (+21.75%): ≈ $94K modelledShorts at 0.1883–0.1891 (+22.25%): ≈ $91K modelledShorts at 0.1891–0.1899 (+22.75%): ≈ $89K modelledShorts at 0.1899–0.1906 (+23.25%): ≈ $80K modelledShorts at 0.1906–0.1914 (+23.75%): ≈ $66K modelledShorts at 0.1914–0.1922 (+24.25%): ≈ $56K modelledShorts at 0.1922–0.1930 (+24.75%): ≈ $49K modelled0.1158-25.00%0.1312-15.00%0.1466-5.00%0.1621+5.00%0.1775+15.00%0.1930+25.00%ARB 0.1544Model est-1.0+hl-2026-09-27 · All · estimate$112K$3.14M$223K$6.29MLongs at 0.1173–0.1181 (-23.75%): ≈ $31K modelledLongs at 0.1181–0.1189 (-23.25%): ≈ $32K modelledLongs at 0.1189–0.1196 (-22.75%): ≈ $33K modelledLongs at 0.1196–0.1204 (-22.25%): ≈ $33K modelledLongs at 0.1204–0.1212 (-21.75%): ≈ $33K modelledLongs at 0.1212–0.1220 (-21.25%): ≈ $32K modelledLongs at 0.1220–0.1227 (-20.75%): ≈ $32K modelledLongs at 0.1227–0.1235 (-20.25%): ≈ $37K modelledLongs at 0.1235–0.1243 (-19.75%): ≈ $38K modelledLongs at 0.1243–0.1250 (-19.25%): ≈ $39K modelledLongs at 0.1250–0.1258 (-18.75%): ≈ $44K modelledLongs at 0.1258–0.1266 (-18.25%): ≈ $48K modelledLongs at 0.1266–0.1274 (-17.75%): ≈ $59K modelledLongs at 0.1274–0.1281 (-17.25%): ≈ $78K modelledLongs at 0.1281–0.1289 (-16.75%): ≈ $89K modelledLongs at 0.1289–0.1297 (-16.25%): ≈ $98K modelledLongs at 0.1297–0.1304 (-15.75%): ≈ $104K modelledLongs at 0.1304–0.1312 (-15.25%): ≈ $104K modelledLongs at 0.1312–0.1320 (-14.75%): ≈ $104K modelledLongs at 0.1320–0.1328 (-14.25%): ≈ $104K modelledLongs at 0.1328–0.1335 (-13.75%): ≈ $103K modelledLongs at 0.1335–0.1343 (-13.25%): ≈ $103K modelledLongs at 0.1343–0.1351 (-12.75%): ≈ $103K modelledLongs at 0.1351–0.1358 (-12.25%): ≈ $103K modelledLongs at 0.1358–0.1366 (-11.75%): ≈ $103K modelledLongs at 0.1366–0.1374 (-11.25%): ≈ $103K modelledLongs at 0.1374–0.1382 (-10.75%): ≈ $104K modelledLongs at 0.1382–0.1389 (-10.25%): ≈ $111K modelledLongs at 0.1389–0.1397 (-9.75%): ≈ $113K modelledLongs at 0.1397–0.1405 (-9.25%): ≈ $115K modelledLongs at 0.1405–0.1412 (-8.75%): ≈ $121K modelledLongs at 0.1412–0.1420 (-8.25%): ≈ $128K modelledLongs at 0.1420–0.1428 (-7.75%): ≈ $138K modelledLongs at 0.1428–0.1436 (-7.25%): ≈ $169K modelledLongs at 0.1436–0.1443 (-6.75%): ≈ $194K modelledLongs at 0.1443–0.1451 (-6.25%): ≈ $207K modelledLongs at 0.1451–0.1459 (-5.75%): ≈ $218K modelledLongs at 0.1459–0.1466 (-5.25%): ≈ $223K modelledLongs at 0.1466–0.1474 (-4.75%): ≈ $221K modelledLongs at 0.1474–0.1482 (-4.25%): ≈ $222K modelledLongs at 0.1482–0.1490 (-3.75%): ≈ $218K modelledLongs at 0.1490–0.1497 (-3.25%): ≈ $213K modelledLongs at 0.1497–0.1505 (-2.75%): ≈ $213K modelledLongs at 0.1505–0.1513 (-2.25%): ≈ $208K modelledLongs at 0.1513–0.1521 (-1.75%): ≈ $193K modelledLongs at 0.1521–0.1528 (-1.25%): ≈ $120K modelledLongs at 0.1528–0.1536 (-0.75%): ≈ $4,416 modelledLongs at 0.1536–0.1544 (-0.25%): ≈ $503 modelledShorts at 0.1551–0.1559 (+0.75%): ≈ $29K modelledShorts at 0.1559–0.1567 (+1.25%): ≈ $29K modelledShorts at 0.1567–0.1575 (+1.75%): ≈ $30K modelledShorts at 0.1575–0.1582 (+2.25%): ≈ $56K modelledShorts at 0.1582–0.1590 (+2.75%): ≈ $75K modelledShorts at 0.1590–0.1598 (+3.25%): ≈ $91K modelledShorts at 0.1598–0.1605 (+3.75%): ≈ $140K modelledShorts at 0.1605–0.1613 (+4.25%): ≈ $166K modelledShorts at 0.1613–0.1621 (+4.75%): ≈ $163K modelledShorts at 0.1621–0.1629 (+5.25%): ≈ $123K modelledShorts at 0.1629–0.1636 (+5.75%): ≈ $173K modelledShorts at 0.1636–0.1644 (+6.25%): ≈ $207K modelledShorts at 0.1644–0.1652 (+6.75%): ≈ $181K modelledShorts at 0.1652–0.1659 (+7.25%): ≈ $155K modelledShorts at 0.1659–0.1667 (+7.75%): ≈ $161K modelledShorts at 0.1667–0.1675 (+8.25%): ≈ $184K modelledShorts at 0.1675–0.1683 (+8.75%): ≈ $200K modelledShorts at 0.1683–0.1690 (+9.25%): ≈ $206K modelledShorts at 0.1690–0.1698 (+9.75%): ≈ $212K modelledShorts at 0.1698–0.1706 (+10.25%): ≈ $222K modelledShorts at 0.1706–0.1713 (+10.75%): ≈ $222K modelledShorts at 0.1713–0.1721 (+11.25%): ≈ $219K modelledShorts at 0.1721–0.1729 (+11.75%): ≈ $210K modelledShorts at 0.1729–0.1737 (+12.25%): ≈ $205K modelledShorts at 0.1737–0.1744 (+12.75%): ≈ $195K modelledShorts at 0.1744–0.1752 (+13.25%): ≈ $171K modelledShorts at 0.1752–0.1760 (+13.75%): ≈ $150K modelledShorts at 0.1760–0.1768 (+14.25%): ≈ $136K modelledShorts at 0.1768–0.1775 (+14.75%): ≈ $122K modelledShorts at 0.1775–0.1783 (+15.25%): ≈ $112K modelledShorts at 0.1783–0.1791 (+15.75%): ≈ $103K modelledShorts at 0.1791–0.1798 (+16.25%): ≈ $103K modelledShorts at 0.1798–0.1806 (+16.75%): ≈ $103K modelledShorts at 0.1806–0.1814 (+17.25%): ≈ $103K modelledShorts at 0.1814–0.1822 (+17.75%): ≈ $103K modelledShorts at 0.1822–0.1829 (+18.25%): ≈ $103K modelledShorts at 0.1829–0.1837 (+18.75%): ≈ $103K modelledShorts at 0.1837–0.1845 (+19.25%): ≈ $101K modelledShorts at 0.1845–0.1852 (+19.75%): ≈ $99K modelledShorts at 0.1852–0.1860 (+20.25%): ≈ $98K modelledShorts at 0.1860–0.1868 (+20.75%): ≈ $98K modelledShorts at 0.1868–0.1876 (+21.25%): ≈ $98K modelledShorts at 0.1876–0.1883 (+21.75%): ≈ $94K modelledShorts at 0.1883–0.1891 (+22.25%): ≈ $91K modelledShorts at 0.1891–0.1899 (+22.75%): ≈ $89K modelledShorts at 0.1899–0.1906 (+23.25%): ≈ $80K modelledShorts at 0.1906–0.1914 (+23.75%): ≈ $66K modelledShorts at 0.1914–0.1922 (+24.25%): ≈ $56K modelledShorts at 0.1922–0.1930 (+24.75%): ≈ $49K modelled0.1158-25.00%0.1351-12.50%0.1737+12.50%0.1930+25.00%ARB 0.1544Model est-1.0+hl-2026-09-27 · All · estimate
Longs liquidated (price falls)Shorts liquidated (price rises)Cumulative from the price outwards (right axis)

Model est-1.0+hl-2026-09-27 · All leverage · positions opened in the last 12 hours. Each bar is 0.0007718 wide. Outside the chart: ≈ $0 of longs and $822K of shorts.

See how these levels built up over time on the ARB liquidation heatmap.

Long levelswithin −10%
$3.22M
densest near 0.1463
Short levelswithin +10%
$2.59M
densest near 0.1710
Modelled liquidationslast 12 hours
$2.65M
exchanges reported $387K
Open interestall exchanges
$93.34M
$5.24M long · $7.11M short levels

This is a model estimate for all tracked exchanges, not real positions.

An estimated liquidation map for Arbitrum (ARB): liquidation levels by leverage, the modelled value of positions that would be liquidated at each price if it got there, longs below the current price and shorts above, from positions opened in the chosen window across Binance, Bybit, Hyperliquid, Bitget, Gate, HTX, MEXC, KuCoin, Aster, Lighter. Right now the nearest modelled ARB long cluster is at $0.1486 (-3.75%) and the nearest short cluster at $0.1694 (+9.75%); about $1.64M of longs and $758K of shorts are modelled within ±5% of the $0.1544 price. Looking for where liquidations may cluster over time? See the ARB liquidation heatmap. Looking for liquidations that already happened? See ARB liquidations.

The model places $5.24M of long and $7.11M of short liquidation levels for ARB from positions opened in the last 12 hours (all leverage). Within 10% of the 0.1544 price: about $3.22M of longs below and $2.59M of shorts above. The densest modelled clusters are longs near 0.1463 (-5.25%) and shorts near 0.1710 (+10.75%).

Liquidation maps for other coins

The densest estimated long and short clusters, as tables with their distance and size: ARB liquidation levels.

Modelled liquidations near the price

All leverage · last 12 hours
Price moveLongs liquidated (price falls)Shorts liquidated (price rises)
±2%$285K$96K
±5%$1.64M$758K
±10%$3.22M$2.59M

How this estimate is made

Model est-1.0+hl-2026-09-27

Inputs are the open interest, prices and volume this site records from Binance, Bybit, Hyperliquid, Bitget, Gate, HTX, MEXC, KuCoin, Aster, Lighter. Every rise in open interest is booked as a new long and a new short at the period's volume-weighted price; falls in open interest close positions proportionally; positions also decay with a multi-day half-life; and a level is removed once the price trades through it (those are the "modelled liquidations"). Liquidation prices are spread over this distance-from-entry distribution, measured on real Hyperliquid positions (the distribution table is on the ARB liquidation heatmap).

Known limits: prices are last-trade bars averaged across exchanges, not mark prices; opens and closes inside one open-interest snapshot (5 minutes on Binance) cancel out; one distribution is used for every coin and both sides. USD values are "≈ modelled", best read as relative intensity. Full method and a daily accuracy scoreboard against real liquidations: liquidation heatmap methodology. Estimates may be materially wrong; not financial advice.

ARB liquidation map FAQ

Is this Arbitrum liquidation map real data?

No, it is a model estimate. Exchanges do not publish where their users' positions would be liquidated, so every liquidation heatmap for Binance or Bybit (including the well-known ones) is a model. This one starts from real data: the open interest changes, prices and trading volume this site records from the exchanges' public APIs. Actual liquidations are usually lower, because most positions are closed long before they are liquidated.

How is it calculated?

Every rise in open interest is a new long and a new short, entered at that period's volume-weighted price. The model spreads their liquidation prices over a distance-to-liquidation distribution taken from a notional-weighted sample of Hyperliquid positions, where the distance was measured from the mark price; the model reuses it as an assumption about the distance from entry when it allocates new notional. It places 74.0% of modeled new notional within 50% of entry; the rest is assumed too far away or not liquidatable. Falls in open interest close positions proportionally, positions also decay with a 5-day half-life, and a level is removed once the price trades through it. The model version on the chart says which formula and distribution were used, and the methodology page describes the sample.

What do the ranges and the ≥25× view mean?

The range is the replay window: the map shows positions opened in the last 12 hours to 30 days. All leverage uses the whole distribution; High leverage (≥25×) keeps only positions liquidated within 4% of their entry, the short-term levels that get hit first.

How is this different from the Hyperliquid liquidation map?

Hyperliquid is an on-chain exchange, so its positions and their liquidation prices are public. The Hyperliquid liquidation map adds up the real positions of tracked wallets on Hyperliquid only. This page is an estimate for all tracked exchanges together, Binance, Bybit and Hyperliquid included. The two are not independent checks of each other: their scope differs (one venue's tracked wallets versus a multi-venue model), the tracked wallets are only a sample of Hyperliquid positions, the two are refreshed at different times, and this model's leverage distribution is itself measured on Hyperliquid positions. A level that shows on both is not shown to be more accurate, and neither predicts that the price will get there.

Can I trade on it?

Treat it as context, not a signal. Clusters show where forced closes may bunch up if the price gets there; they don't predict that it will. Nothing here is financial advice, estimates may be materially wrong, and derivatives trading can lose more than your deposit.