diff --git a/apps/docs/content/guides/auth/auth-mfa/phone.mdx b/apps/docs/content/guides/auth/auth-mfa/phone.mdx
index c903dd95165..649e87d4b97 100644
--- a/apps/docs/content/guides/auth/auth-mfa/phone.mdx
+++ b/apps/docs/content/guides/auth/auth-mfa/phone.mdx
@@ -12,16 +12,25 @@ The phone messaging configuration for MFA is shared with [phone auth login](/doc
 
 Below is a flow chart illustrating how the Enrollment and Verify APIs work in the context of MFA (Phone).
 
-<Image
-  alt="Diagram showing the flow of Multi-Factor authentication"
-  src={{
-    light: '/docs/img/guides/auth-mfa/auth-mfa-phone-flow.svg',
-    dark: '/docs/img/guides/auth-mfa/auth-mfa-phone-flow.svg',
-  }}
-  containerClassName="max-w-[700px]"
-  width={93}
-  height={150}
-/>
+```mermaid
+flowchart TD
+  InitS((Setup flow)) --> SAAL1[/Session is AAL1/]
+  SAAL1 --> Enroll[Enroll API]
+  Enroll --> ChallengeAPI[Challenge API]
+  ChallengeAPI --> Scan[/Code sent to User/]
+  Scan --> Enter[User: Enter code]
+  Enter --> Verify[Verify API]
+  Verify --> Check{{Is code correct?}}
+  Check -->|Yes| AAL2[/Upgrade to AAL2/]
+  AAL2 --> Done((Done))
+  Check -->|No| Enter
+  InitA((Login flow)) --> SignIn([User: Sign-in])
+  SignIn --> AAL1[/Upgrade to AAL1/]
+  AAL1 --> ListFactors[List Factors API]
+  ListFactors -->|1 or more factors| OpenAuth([User: Select phone factor])
+  OpenAuth --> Enter
+  ListFactors -->|0 factors| Setup[[Setup flow]]
+```
 
 ### Add enrollment flow
 
diff --git a/apps/docs/content/guides/auth/auth-mfa/totp.mdx b/apps/docs/content/guides/auth/auth-mfa/totp.mdx
index c1869fbb097..906c0b81b14 100644
--- a/apps/docs/content/guides/auth/auth-mfa/totp.mdx
+++ b/apps/docs/content/guides/auth/auth-mfa/totp.mdx
@@ -12,16 +12,25 @@ The use of a QR code was [initially introduced by Google Authenticator](https://
 
 Below is a flow chart illustrating how the Enrollment, Challenge, and Verify APIs work in the context of MFA (TOTP).
 
-<Image
-  alt="Diagram showing the flow of Multi-Factor authentication"
-  src={{
-    light: '/docs/img/guides/auth-mfa/auth-mfa-flow.svg',
-    dark: '/docs/img/guides/auth-mfa/auth-mfa-flow.svg',
-  }}
-  containerClassName="max-w-[700px]"
-  width={111}
-  height={150}
-/>
+```mermaid
+flowchart TD
+  InitS((Setup flow)) --> SAAL1[/Session is AAL1/]
+  SAAL1 --> Enroll[Enroll API]
+  Enroll --> ShowQR[Show QR code]
+  ShowQR --> Scan([User: Scan QR code in authenticator])
+  Scan --> Enter([User: Enter code])
+  Enter --> Verify[Challenge + Verify API]
+  Verify --> Check{{Is code correct?}}
+  Check -->|Yes| AAL2[/Upgrade to AAL2/]
+  AAL2 --> Done((Done))
+  Check -->|No| Enter
+  InitA((Login flow)) --> SignIn([User: Sign-in])
+  SignIn --> AAL1[/Upgrade to AAL1/]
+  AAL1 --> ListFactors[List Factors API]
+  ListFactors -->|1 or more factors| OpenAuth([User: Open authenticator])
+  OpenAuth --> Enter
+  ListFactors -->|0 factors| Setup[[Setup flow]]
+```
 
 [TOTP MFA API](/docs/reference/javascript/auth-mfa-api) is free to use and is enabled on all Supabase projects by default.
 
diff --git a/apps/docs/content/guides/auth/signing-keys.mdx b/apps/docs/content/guides/auth/signing-keys.mdx
index 2fcd8b3ce59..771cc541fcc 100644
--- a/apps/docs/content/guides/auth/signing-keys.mdx
+++ b/apps/docs/content/guides/auth/signing-keys.mdx
@@ -74,31 +74,12 @@ Key rotation and revocation are one of the most important processes for maintain
 
 ### Lifetime of a signing key
 
-<div className="flex flex-row gap-6 items-center w-full">
-
-<Image
-  alt="Diagram showing the state transitions of a signing key"
-  src={{
-    light: '/docs/img/guides/auth-signing-keys/states.svg',
-    dark: '/docs/img/guides/auth-signing-keys/states.svg',
-  }}
-  containerClassName="max-w-[300px] min-w-[180px]"
-  width={336}
-  height={766}
-/>
-
-<div>
-
 A newly created key starts off as standby, before being rotated into in use (becoming the current key) while the existing current key becomes previously used.
 
 At any point you can move a key from the previously used or revoked states back to being a standby key, and rotate to it. This gives you the confidence to revert back to an older key if you identify problems with the rotation, such as forgetting to update a component of your application that is relying on a specific key (for example, the legacy JWT secret).
 
 Each action on a key is reversible (except permanent deletion).
 
-</div>
-
-</div>
-
 | Action                                                                           | Accepted JWT signatures                                                | Description                                                                                                                                                                                                                                                                                                                 |
 | -------------------------------------------------------------------------------- | ---------------------------------------------------------------------- | --------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- |
 | <span className="whitespace-nowrap!">Create a new key</span>                     | Current key only, new key has not created any JWTs yet.                | When you initially create a key, after choosing the signing algorithm or importing a private key you already have, it starts out in the standby state. If using an asymmetric key (RSA, Elliptic Curve) its public key will be available in the discovery endpoint. Supabase Auth does not use this key to create new JWTs. |
diff --git a/apps/docs/content/guides/database/connecting-to-postgres.mdx b/apps/docs/content/guides/database/connecting-to-postgres.mdx
index 20e48681bd6..eace71d0811 100644
--- a/apps/docs/content/guides/database/connecting-to-postgres.mdx
+++ b/apps/docs/content/guides/database/connecting-to-postgres.mdx
@@ -315,14 +315,16 @@ Because the dedicated pooler is hosted on the same machine as your database, it
 
 See the [connection method matrix](#how-to-connect-to-your-postgres-databases) at the top of this page for a quick reference, or follow the decision flow in the diagram below to choose the right option for your environment.
 
-<Image
-  alt="Decision tree diagram showing when to connect directly to Postgres or use a connection pooler."
-  src={{
-    dark: '/docs/img/guides/database/connecting-to-postgres/connection-decision-tree.svg',
-    light: '/docs/img/guides/database/connecting-to-postgres/connection-decision-tree-light.svg',
-  }}
-  caption="Choosing between direct Postgres connections and connection pooling"
-  width={291}
-  height={150}
-
-/>
+```mermaid
+flowchart TD
+  A[Where are you connecting from?] --> B[Persistent Backend]
+  A --> C[Serverless / Edge]
+  B --> D{IPv6 Supported?<br/>IPv4 Add-on?}
+  B --> E{IPv4 Needed?}
+  C --> H{IPv6 Supported?<br/>IPv4 Add-on?}
+  C --> I{IPv4 Needed?}
+  D --> F[Use Direct Connection]
+  E --> G[Use Supavisor Session Mode]
+  H --> J[Use Dedicated Pooler PgBouncer Pro]
+  I --> K[Use Supavisor Transaction Mode]
+```
diff --git a/apps/docs/content/guides/local-development/seeding-your-database.mdx b/apps/docs/content/guides/local-development/seeding-your-database.mdx
index 4426ea1f7f8..0bce7ba4064 100644
--- a/apps/docs/content/guides/local-development/seeding-your-database.mdx
+++ b/apps/docs/content/guides/local-development/seeding-your-database.mdx
@@ -98,7 +98,29 @@ export default defineConfig({
 
 Suppose you have a database with the following schema:
 
-![An example schema](/docs/img/guides/cli/snaplet-example-schema.png)
+```mermaid
+erDiagram
+  User ||--o{ Post : createdBy
+  User ||--o{ Comment : userId
+  Post ||--o{ Comment : postId
+  User {
+    bigint id PK
+    text email
+    text name
+  }
+  Post {
+    bigint id PK
+    text title
+    text content
+    bigint createdBy FK
+  }
+  Comment {
+    bigint id PK
+    text text
+    bigint userId FK
+    bigint postId FK
+  }
+```
 
 You can use the seed script example generated by Snaplet `seed.ts` to define the values you want to generate. For example:
 
@@ -107,8 +129,8 @@ You can use the seed script example generated by Snaplet `seed.ts` to define the
 - Three `Post.comments` from three different users.
 
 ```ts seed.ts
-import { createSeedClient } from '@snaplet/seed'
 import { copycat } from '@snaplet/copycat'
+import { createSeedClient } from '@snaplet/seed'
 
 async function main() {
   const seed = await createSeedClient({ dryRun: true })
diff --git a/apps/docs/content/guides/platform/read-replicas.mdx b/apps/docs/content/guides/platform/read-replicas.mdx
index e0a106e0c3d..212ee1bea9a 100644
--- a/apps/docs/content/guides/platform/read-replicas.mdx
+++ b/apps/docs/content/guides/platform/read-replicas.mdx
@@ -45,10 +45,21 @@ You can only read data from a Read Replica. This is in contrast to a Primary dat
 
     When your database starts slowing down, you face a choice: make your existing database bigger (scale vertically), or spread the load across multiple databases (scale horizontally). Both approaches work. Neither is universally correct. The right answer depends on your workload, your budget, and where the bottleneck actually is.
 
-    <Image
-      src="/docs/img/guides/platform/read-replicas/read-replicas-flow.svg"
-      alt="Read Replicas decision flowchart"
-    />
+```mermaid
+flowchart TD
+  A[Database slowing down] --> B{CPU above 70% sustained?}
+  B -->|No| C[Monitor, do not scale yet]
+  B -->|Yes| D{Queries optimized? Indexes in place?}
+  D -->|No| E[Run EXPLAIN ANALYZE<br/>Add missing indexes<br/>Optimize first]
+  E --> D
+  D -->|Yes| F{Workload 80%+ reads?}
+  F -->|No| G[Upgrade compute<br/>Replicas will not help writes]
+  F -->|Yes| H{Already at 16XL?}
+  H -->|Yes| I[Read Replicas<br/>Only horizontal option left]
+  H -->|No| J{Need workload isolation<br/>or geo-distribution?}
+  J -->|Yes| K[Read Replicas]
+  J -->|No| L[Either works<br/>Compute is simpler<br/>Replicas scale further]
+```
 
     </AccordionItem>
 
diff --git a/apps/docs/content/guides/storage/schema/design.mdx b/apps/docs/content/guides/storage/schema/design.mdx
index f2d380a8dd4..e0f06401c90 100644
--- a/apps/docs/content/guides/storage/schema/design.mdx
+++ b/apps/docs/content/guides/storage/schema/design.mdx
@@ -18,7 +18,37 @@ This is important because the storage schema only stores the metadata and the ac
 
 Here is the schema that represents the Storage service:
 
-<img alt="Storage schema design" src="/docs/img/storage/schema-design.png" />
+```mermaid
+erDiagram
+  buckets ||--o{ objects : "buckets_id:id"
+  buckets {
+    text id PK
+    text name
+    timestamptz created_at
+    timestamptz updated_at
+    boolean public
+    bigint file_size_limit
+    text[] allowed_mime_types
+    text owner_id
+  }
+  objects {
+    uuid id PK
+    text bucket_id FK
+    text name
+    timestamptz created_at
+    timestamptz updated_at
+    jsonb metadata
+    text[] path_tokens
+    text version
+    text owner_id
+  }
+  migrations {
+    integer id PK
+    varchar(100) name
+    varchar(40) hash
+    timestamp executed_at
+  }
+```
 
 You have the option to query this table directly to retrieve information about your files in Storage without the need to go through our API.
 
diff --git a/apps/docs/public/img/guides/auth-mfa/auth-mfa-flow.svg b/apps/docs/public/img/guides/auth-mfa/auth-mfa-flow.svg
deleted file mode 100644
index d7dd78a4bf0..00000000000
--- a/apps/docs/public/img/guides/auth-mfa/auth-mfa-flow.svg
+++ /dev/null
@@ -1 +0,0 @@
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diff --git a/apps/docs/public/img/guides/auth-mfa/auth-mfa-phone-flow.svg b/apps/docs/public/img/guides/auth-mfa/auth-mfa-phone-flow.svg
deleted file mode 100644
index 976dd3525c4..00000000000
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style="color: rgb(255, 255, 255) !important; font-weight: bold !important; display: table; white-space: break-spaces; line-height: 1.5; max-width: 200px; text-align: center; width: 200px;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#fff !important;font-weight:bold !important" class="nodeLabel"><p>Use Supavisor Session Mode</p></span></div></foreignObject></g></g><g class="node default decision" id="flowchart-H-11" data-id="H" data-node="true" data-et="node" data-look="neo" transform="translate(663.3666687011719, 324.95833587646484)"><polygon points="96.95833587646484,0 193.9166717529297,-96.95833587646484 96.95833587646484,-193.9166717529297 0,-96.95833587646484" class="label-container" transform="translate(-96.95833587646484,96.95833587646484)" style="fill:#fff !important;stroke:#3ECF8E !important;stroke-width:2px !important"/><g class="label" style="color:#262626 !important;font-weight:bold !important" transform="translate(-66.95833587646484, -24)"><rect/><foreignObject width="133.9166717529297" height="48"><div style="color: rgb(38, 38, 38) !important; font-weight: bold !important; display: table-cell; white-space: normal; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#262626 !important;font-weight:bold !important" class="nodeLabel"><p>IPv6 Supported?<br />IPv4 Add-on?</p></span></div></foreignObject></g></g><g class="node default decision" id="flowchart-I-12" data-id="I" data-node="true" data-et="node" data-look="neo" transform="translate(945.3666687011719, 324.95833587646484)"><polygon points="84.80000305175781,0 169.60000610351562,-84.80000305175781 84.80000305175781,-169.60000610351562 0,-84.80000305175781" class="label-container" transform="translate(-84.80000305175781,84.80000305175781)" style="fill:#fff !important;stroke:#3ECF8E !important;stroke-width:2px !important"/><g class="label" style="color:#262626 !important;font-weight:bold !important" transform="translate(-54.80000305175781, -12)"><rect/><foreignObject width="109.60000610351562" height="24"><div style="color: rgb(38, 38, 38) !important; font-weight: bold !important; display: table-cell; white-space: normal; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#262626 !important;font-weight:bold !important" class="nodeLabel"><p>IPv4 Needed?</p></span></div></foreignObject></g></g><g class="node default success" id="flowchart-J-14" data-id="J" data-node="true" data-et="node" data-look="neo" transform="translate(663.3666687011719, 507.9166717529297)"><rect class="basic label-container" style="fill:#3ECF8E !important;stroke:#262626 !important;stroke-width:2px !important" data-id="J" x="-116" y="-36" width="232" height="72" stroke="url(#gradient)"/><g class="label" style="color:#fff !important;font-weight:bold !important" transform="translate(-100, -24)"><rect/><foreignObject width="200" height="48"><div style="color: rgb(255, 255, 255) !important; font-weight: bold !important; display: table; white-space: break-spaces; line-height: 1.5; max-width: 200px; text-align: center; width: 200px;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#fff !important;font-weight:bold !important" class="nodeLabel"><p>Use Dedicated Pooler PgBouncer_Pro</p></span></div></foreignObject></g></g><g class="node default success" id="flowchart-K-16" data-id="K" data-node="true" data-et="node" data-look="neo" transform="translate(945.3666687011719, 507.9166717529297)"><rect class="basic label-container" style="fill:#3ECF8E !important;stroke:#262626 !important;stroke-width:2px !important" data-id="K" x="-116" y="-36" width="232" height="72" stroke="url(#gradient)"/><g class="label" style="color:#fff !important;font-weight:bold !important" transform="translate(-100, -24)"><rect/><foreignObject width="200" height="48"><div style="color: rgb(255, 255, 255) !important; font-weight: bold !important; display: table; white-space: break-spaces; line-height: 1.5; max-width: 200px; text-align: center; width: 200px;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#fff !important;font-weight:bold !important" class="nodeLabel"><p>Use Supavisor Transaction Mode</p></span></div></foreignObject></g></g></g></g></g><defs><filter id="drop-shadow" height="130%" width="130%"><feDropShadow dx="4" dy="4" stdDeviation="0" flood-opacity="0.06" flood-color="#000000"/></filter></defs><defs><filter id="drop-shadow-small" height="150%" width="150%"><feDropShadow dx="2" dy="2" stdDeviation="0" flood-opacity="0.06" flood-color="#000000"/></filter></defs><linearGradient id="export-svg-gradient" gradientUnits="objectBoundingBox" x1="0%" y1="0%" x2="100%" y2="0%"><stop offset="0%" stop-color="hsl(153.1034482759, 20.1659751037%, 42.7450980392%)" stop-opacity="1"/><stop offset="100%" stop-color="hsl(0, 0%, 4.9019607843%)" stop-opacity="1"/></linearGradient></svg>
\ No newline at end of file
diff --git a/apps/docs/public/img/guides/database/connecting-to-postgres/connection-decision-tree.svg b/apps/docs/public/img/guides/database/connecting-to-postgres/connection-decision-tree.svg
deleted file mode 100644
index 576e76ea87d..00000000000
--- a/apps/docs/public/img/guides/database/connecting-to-postgres/connection-decision-tree.svg
+++ /dev/null
@@ -1,102 +0,0 @@
-<svg id="export-svg" width="100%" xmlns="http://www.w3.org/2000/svg" class="flowchart" style="max-width: 1181.37px; background: rgb(23, 23, 25);" viewBox="0 0 1181.36669921875 569.9166870117188" role="graphics-document document" aria-roledescription="flowchart-v2"><style xmlns="http://www.w3.org/1999/xhtml">/* Google Inc.
-
-This Font Software is licensed under the SIL Open Font License, Version 1.1.
-This license is copied below, and is also available with a FAQ at:
-http://scripts.sil.org/OFL
-
-
------------------------------------------------------------
-SIL OPEN FONT LICENSE Version 1.1 - 26 February 2007
------------------------------------------------------------
-
-PREAMBLE
-The goals of the Open Font License (OFL) are to stimulate worldwide
-development of collaborative font projects, to support the font creation
-efforts of academic and linguistic communities, and to provide a free and
-open framework in which fonts may be shared and improved in partnership
-with others.
-
-The OFL allows the licensed fonts to be used, studied, modified and
-redistributed freely as long as they are not sold by themselves. The
-fonts, including any derivative works, can be bundled, embedded,
-redistributed and/or sold with any software provided that any reserved
-names are not used by derivative works. The fonts and derivatives,
-however, cannot be released under any other type of license. The
-requirement for fonts to remain under this license does not apply
-to any document created using the fonts or their derivatives.
-
-DEFINITIONS
-"Font Software" refers to the set of files released by the Copyright
-Holder(s) under this license and clearly marked as such. This may
-include source files, build scripts and documentation.
-
-"Reserved Font Name" refers to any names specified as such after the
-copyright statement(s).
-
-"Original Version" refers to the collection of Font Software components as
-distributed by the Copyright Holder(s).
-
-"Modified Version" refers to any derivative made by adding to, deleting,
-or substituting -- in part or in whole -- any of the components of the
-Original Version, by changing formats or by porting the Font Software to a
-new environment.
-
-"Author" refers to any designer, engineer, programmer, technical
-writer or other person who contributed to the Font Software.
-
-PERMISSION &amp; CONDITIONS
-Permission is hereby granted, free of charge, to any person obtaining
-a copy of the Font Software, to use, study, copy, merge, embed, modify,
-redistribute, and sell modified and unmodified copies of the Font
-Software, subject to the following conditions:
-
-1) Neither the Font Software nor any of its individual components,
-in Original or Modified Versions, may be sold by itself.
-
-2) Original or Modified Versions of the Font Software may be bundled,
-redistributed and/or sold with any software, provided that each copy
-contains the above copyright notice and this license. These can be
-included either as stand-alone text files, human-readable headers or
-in the appropriate machine-readable metadata fields within text or
-binary files as long as those fields can be easily viewed by the user.
-
-3) No Modified Version of the Font Software may use the Reserved Font
-Name(s) unless explicit written permission is granted by the corresponding
-Copyright Holder. This restriction only applies to the primary font name as
-presented to the users.
-
-4) The name(s) of the Copyright Holder(s) or the Author(s) of the Font
-Software shall not be used to promote, endorse or advertise any
-Modified Version, except to acknowledge the contribution(s) of the
-Copyright Holder(s) and the Author(s) or with their explicit written
-permission.
-
-5) The Font Software, modified or unmodified, in part or in whole,
-must be distributed entirely under this license, and must not be
-distributed under any other license. The requirement for fonts to
-remain under this license does not apply to any document created
-using the Font Software.
-
-TERMINATION
-This license becomes null and void if any of the above conditions are
-not met.
-
-DISCLAIMER
-THE FONT SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND,
-EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO ANY WARRANTIES OF
-MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT
-OF COPYRIGHT, PATENT, TRADEMARK, OR OTHER RIGHT. IN NO EVENT SHALL THE
-COPYRIGHT HOLDER BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY,
-INCLUDING ANY GENERAL, SPECIAL, INDIRECT, INCIDENTAL, OR CONSEQUENTIAL
-DAMAGES, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING
-FROM, OUT OF THE USE OR INABILITY TO USE THE FONT SOFTWARE OR FROM
-OTHER DEALINGS IN THE FONT SOFTWARE.
- */
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-  font-style: normal;
-  font-display: swap;
-  font-weight: 300 1000;
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transform="translate(-84.80000305175781,84.80000305175781)" style="fill:#e5e5e5 !important;stroke:#3ECF8E !important;stroke-width:2px !important"/><g class="label" style="color:#262626 !important;font-weight:bold !important" transform="translate(-54.80000305175781, -12)"><rect/><foreignObject width="109.60000610351562" height="24"><div style="color: rgb(38, 38, 38) !important; font-weight: bold !important; display: table-cell; white-space: normal; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#262626 !important;font-weight:bold !important" class="nodeLabel"><p>IPv4 Needed?</p></span></div></foreignObject></g></g><g class="node default success" id="flowchart-F-7" data-id="F" data-node="true" data-et="node" data-look="classic" transform="translate(125.68333435058594, 522.9166717529297)"><rect class="basic label-container" style="fill:#3ECF8E !important;stroke:#262626 !important;stroke-width:2px !important" data-id="F" x="-117.68333435058594" y="-27" width="235.36666870117188" height="54" stroke="url(#gradient)"/><g class="label" style="color:#fff !important;font-weight:bold !important" transform="translate(-87.68333435058594, -12)"><rect/><foreignObject width="175.36666870117188" height="24"><div style="color: rgb(255, 255, 255) !important; font-weight: bold !important; display: table-cell; white-space: normal; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#fff !important;font-weight:bold !important" class="nodeLabel"><p>Use Direct Connection</p></span></div></foreignObject></g></g><g class="node default success" id="flowchart-G-9" data-id="G" data-node="true" data-et="node" data-look="classic" transform="translate(423.3666687011719, 522.9166717529297)"><rect class="basic label-container" style="fill:#3ECF8E !important;stroke:#262626 !important;stroke-width:2px !important" data-id="G" x="-130" y="-39" width="260" height="78" stroke="url(#gradient)"/><g class="label" style="color:#fff !important;font-weight:bold !important" transform="translate(-100, -24)"><rect/><foreignObject width="200" height="48"><div style="color: rgb(255, 255, 255) !important; font-weight: bold !important; display: table; white-space: break-spaces; line-height: 1.5; max-width: 200px; text-align: center; width: 200px;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#fff !important;font-weight:bold !important" class="nodeLabel"><p>Use Supavisor Session Mode</p></span></div></foreignObject></g></g><g class="node default decision" id="flowchart-H-11" data-id="H" data-node="true" data-et="node" data-look="classic" transform="translate(733.3666687011719, 336.95833587646484)"><polygon points="96.95833587646484,0 193.9166717529297,-96.95833587646484 96.95833587646484,-193.9166717529297 0,-96.95833587646484" class="label-container" transform="translate(-96.95833587646484,96.95833587646484)" style="fill:#e5e5e5 !important;stroke:#3ECF8E !important;stroke-width:2px !important"/><g class="label" style="color:#262626 !important;font-weight:bold !important" transform="translate(-66.95833587646484, -24)"><rect/><foreignObject width="133.9166717529297" height="48"><div style="color: rgb(38, 38, 38) !important; font-weight: bold !important; display: table-cell; white-space: normal; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#262626 !important;font-weight:bold !important" class="nodeLabel"><p>IPv6 Supported?<br />IPv4 Add-on?</p></span></div></foreignObject></g></g><g class="node default decision" id="flowchart-I-12" data-id="I" data-node="true" data-et="node" data-look="classic" transform="translate(1043.3666687011719, 336.95833587646484)"><polygon points="84.80000305175781,0 169.60000610351562,-84.80000305175781 84.80000305175781,-169.60000610351562 0,-84.80000305175781" class="label-container" transform="translate(-84.80000305175781,84.80000305175781)" style="fill:#e5e5e5 !important;stroke:#3ECF8E !important;stroke-width:2px !important"/><g class="label" style="color:#262626 !important;font-weight:bold !important" transform="translate(-54.80000305175781, -12)"><rect/><foreignObject width="109.60000610351562" height="24"><div style="color: rgb(38, 38, 38) !important; font-weight: bold !important; display: table-cell; white-space: normal; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#262626 !important;font-weight:bold !important" class="nodeLabel"><p>IPv4 Needed?</p></span></div></foreignObject></g></g><g class="node default success" id="flowchart-J-14" data-id="J" data-node="true" data-et="node" data-look="classic" transform="translate(733.3666687011719, 522.9166717529297)"><rect class="basic label-container" style="fill:#3ECF8E !important;stroke:#262626 !important;stroke-width:2px !important" data-id="J" x="-130" y="-39" width="260" height="78" stroke="url(#gradient)"/><g class="label" style="color:#fff !important;font-weight:bold !important" transform="translate(-100, -24)"><rect/><foreignObject width="200" height="48"><div style="color: rgb(255, 255, 255) !important; font-weight: bold !important; display: table; white-space: break-spaces; line-height: 1.5; max-width: 200px; text-align: center; width: 200px;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#fff !important;font-weight:bold !important" class="nodeLabel"><p>Use Dedicated Pooler PgBouncer_Pro</p></span></div></foreignObject></g></g><g class="node default success" id="flowchart-K-16" data-id="K" data-node="true" data-et="node" data-look="classic" transform="translate(1043.3666687011719, 522.9166717529297)"><rect class="basic label-container" style="fill:#3ECF8E !important;stroke:#262626 !important;stroke-width:2px !important" data-id="K" x="-130" y="-39" width="260" height="78" stroke="url(#gradient)"/><g class="label" style="color:#fff !important;font-weight:bold !important" transform="translate(-100, -24)"><rect/><foreignObject width="200" height="48"><div style="color: rgb(255, 255, 255) !important; font-weight: bold !important; display: table; white-space: break-spaces; line-height: 1.5; max-width: 200px; text-align: center; width: 200px;" xmlns="http://www.w3.org/1999/xhtml"><span style="color:#fff !important;font-weight:bold !important" class="nodeLabel"><p>Use Supavisor Transaction Mode</p></span></div></foreignObject></g></g></g></g></g><defs><filter id="drop-shadow" height="130%" width="130%"><feDropShadow dx="4" dy="4" stdDeviation="0" flood-opacity="0.06" flood-color="#FFFFFF"/></filter></defs><defs><filter id="drop-shadow-small" height="150%" width="150%"><feDropShadow dx="2" dy="2" stdDeviation="0" flood-opacity="0.06" flood-color="#FFFFFF"/></filter></defs></svg>
\ No newline at end of file
diff --git a/apps/docs/public/img/guides/integrations/onesignal/diagram.png b/apps/docs/public/img/guides/integrations/onesignal/diagram.png
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index 77b83ca5315..00000000000
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diff --git a/apps/docs/public/img/guides/integrations/zuplo/arch.png b/apps/docs/public/img/guides/integrations/zuplo/arch.png
deleted file mode 100644
index af425e632a2..00000000000
Binary files a/apps/docs/public/img/guides/integrations/zuplo/arch.png and /dev/null differ
diff --git a/apps/docs/public/img/guides/platform/read-replicas/read-replicas-flow.svg b/apps/docs/public/img/guides/platform/read-replicas/read-replicas-flow.svg
deleted file mode 100644
index a49c06eb103..00000000000
--- a/apps/docs/public/img/guides/platform/read-replicas/read-replicas-flow.svg
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1553.515625)"><g class="label" data-id="L_J_L_0" transform="translate(-8.0234375, -9)"><foreignObject width="16.046875" height="18"><div style="display: table-cell; white-space: nowrap; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml" class="labelBkg"><span class="edgeLabel"><p>No</p></span></div></foreignObject></g></g></g><g class="nodes"><g class="node default" id="flowchart-A-0" transform="translate(164.32421875, 32)"><rect class="basic label-container" style="" x="-114.1953125" y="-24" width="228.390625" height="48"></rect><g class="label" style="" transform="translate(-84.1953125, -9)"><rect></rect><foreignObject width="168.390625" height="18"><div style="display: table-cell; white-space: nowrap; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Database slowing down</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-B-1" transform="translate(164.32421875, 226.21875)"><polygon points="120.21875,0 240.4375,-120.21875 120.21875,-240.4375 0,-120.21875" class="label-container" transform="translate(-119.71875, 120.21875)"></polygon><g class="label" style="" transform="translate(-96.21875, -9)"><rect></rect><foreignObject width="192.4375" height="18"><div style="display: table-cell; white-space: nowrap; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>CPU above 70% sustained?</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-C-3" transform="translate(138, 547.4375)"><rect class="basic label-container" style="" x="-130" y="-33" width="260" height="66"></rect><g class="label" style="" transform="translate(-100, -18)"><rect></rect><foreignObject width="200" height="36"><div style="display: table; white-space: break-spaces; line-height: 1.5; max-width: 200px; text-align: center; width: 200px;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Monitor, do not scale yet</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-D-5" transform="translate(451, 547.4375)"><polygon points="133,0 266,-133 133,-266 0,-133" class="label-container" transform="translate(-132.5, 133)"></polygon><g class="label" style="" transform="translate(-100, -18)"><rect></rect><foreignObject width="200" height="36"><div style="display: table; white-space: break-spaces; line-height: 1.5; max-width: 200px; text-align: center; width: 200px;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Queries optimized? Indexes in place?</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-E-7" transform="translate(206.6640625, 852.6171875)"><rect class="basic label-container" style="" x="-106.171875" y="-42" width="212.34375" height="84"></rect><g class="label" style="" transform="translate(-76.171875, -27)"><rect></rect><foreignObject width="152.34375" height="54"><div style="display: table-cell; white-space: nowrap; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Run EXPLAIN ANALYZE<br/>Add missing indexes<br/>Optimize first</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-F-11" transform="translate(467.015625, 852.6171875)"><polygon points="104.1796875,0 208.359375,-104.1796875 104.1796875,-208.359375 0,-104.1796875" class="label-container" transform="translate(-103.6796875, 104.1796875)"></polygon><g class="label" style="" transform="translate(-80.1796875, -9)"><rect></rect><foreignObject width="160.359375" height="18"><div style="display: table-cell; white-space: nowrap; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Workload 80%+ reads?</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-G-13" transform="translate(332.94140625, 1112.9453125)"><rect class="basic label-container" style="" x="-130" y="-42" width="260" height="84"></rect><g class="label" style="" transform="translate(-100, -27)"><rect></rect><foreignObject width="200" height="54"><div style="display: table; white-space: break-spaces; line-height: 1.5; max-width: 200px; text-align: center; width: 200px;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Upgrade compute<br/>Replicas will not help writes</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-H-15" transform="translate(601.08984375, 1112.9453125)"><polygon points="88.1484375,0 176.296875,-88.1484375 88.1484375,-176.296875 0,-88.1484375" class="label-container" transform="translate(-87.6484375, 88.1484375)"></polygon><g class="label" style="" transform="translate(-64.1484375, -9)"><rect></rect><foreignObject width="128.296875" height="18"><div style="display: table-cell; white-space: nowrap; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Already at 16XL?</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-I-17" transform="translate(448.484375, 1394.3046875)"><rect class="basic label-container" style="" x="-130" y="-42" width="260" height="84"></rect><g class="label" style="" transform="translate(-100, -27)"><rect></rect><foreignObject width="200" height="54"><div style="display: table; white-space: break-spaces; line-height: 1.5; max-width: 200px; text-align: center; width: 200px;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Read Replicas<br/>Only horizontal option left</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-J-19" transform="translate(753.6953125, 1394.3046875)"><polygon points="125.2109375,0 250.421875,-125.2109375 125.2109375,-250.421875 0,-125.2109375" class="label-container" transform="translate(-124.7109375, 125.2109375)"></polygon><g class="label" style="" transform="translate(-92.2109375, -18)"><rect></rect><foreignObject width="184.421875" height="36"><div style="display: table-cell; white-space: nowrap; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Need workload isolation<br/>or geo-distribution?</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-K-21" transform="translate(628.53515625, 1629.515625)"><rect class="basic label-container" style="" x="-82.1171875" y="-24" width="164.234375" height="48"></rect><g class="label" style="" transform="translate(-52.1171875, -9)"><rect></rect><foreignObject width="104.234375" height="18"><div style="display: table-cell; white-space: nowrap; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Read Replicas</p></span></div></foreignObject></g></g><g class="node default" id="flowchart-L-23" transform="translate(878.85546875, 1629.515625)"><rect class="basic label-container" style="" x="-118.203125" y="-42" width="236.40625" height="84"></rect><g class="label" style="" transform="translate(-88.203125, -27)"><rect></rect><foreignObject width="176.40625" height="54"><div style="display: table-cell; white-space: nowrap; line-height: 1.5; max-width: 200px; text-align: center;" xmlns="http://www.w3.org/1999/xhtml"><span class="nodeLabel"><p>Either works<br/>Compute is simpler<br/>Replicas scale further</p></span></div></foreignObject></g></g></g></g></g></svg>
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