diff --git a/monero-ecosystem.drawio b/monero-ecosystem.drawio
index c8a60f1..f4a7718 100644
--- a/monero-ecosystem.drawio
+++ b/monero-ecosystem.drawio
@@ -1,6 +1,6 @@
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@@ -149,12 +149,6 @@
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@@ -406,9 +400,11 @@
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-          <mxGeometry x="249" y="394" width="64" height="40" as="geometry" />
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+        <UserObject label="Payments" link="https://monero.eco/payments/" id="MOtteKpW0JuKikVWCJaY-70">
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@@ -1635,28 +1631,6 @@
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-        <UserObject label="" link="https://opencryptopay.io/i" id="G4UwbR5Kj-9dSRLxjee5-9">
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