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module_type.sample.json
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{
"title": "Sumo Logic Cloud SIEM",
"default_name": "Sumo Logic Cloud SIEM",
"short_description": "**Sumo Logic Cloud SIEM** provides threat detection and incident response for modern IT environments such as hybrid, multi-cloud, and microservices.",
"description": "The new Sumo Logic Cloud SIEM integration provides security analysts with enhanced visibility across the enterprise to thoroughly understand the impact and context of an attack. Streamlined workflows automatically triage alerts to maximize security analyst efficiency and focus.\n\nThis integration indicates to users that the observable in an investigation is contained in an insight and/or signal within Sumo Logic Cloud SIEM. It allows you to query IPv4, IPv6, SHA-1, SHA-256, MD5, domain, and URL data types. It also returns sightings and indicators of an observable from each insight and signal retrieved from Sumo Logic Cloud SIEM.",
"tips": "When configuring Sumo Logic Cloud SIEM integration, you must generate the access keys from your Sumo Logic account and then add the Sumo Logic Cloud SIEM integration module in SecureX.\n\n1. Log in to Sumo Logic and choose **Administration > Security > Access Keys**.\n\n2. Click **Add Access Key** and complete the required information to create the access key.\n\n3. Copy the **Access ID** and **Access Key** into a file or leave the tab open. \n\n2. In SecureX, complete the **Add New Sumo Logic Cloud SIEM Integration Module** form:\n - **Integration Module Name** - Leave the default name or enter a name that is meaningful to you.\n - **Sumo Logic Cloud SIEM API endpoint** - Enter the Sumo Logic API endpoint.\n - **Access ID** - Enter the access ID from your Sumo Logic account.\n - **Access Key** - Enter the access key from your Sumo Logic account.\n - **Entities Limit** - Specify the maximum number of entities to request from Sumo Logic Cloud SIEM (must be a positive value). We recommend that you enter a limit in the range of 50 to 100. The default is 100 entities.\n\n3. Click **Save** to complete the Sumo Logic Cloud SIEM integration module configuration.",
"external_references": [
{
"label": "Official website",
"link": "https://www.sumologic.com/solutions/cloud-siem-enterprise/"
}
],
"configuration_spec": [
{
"key": "custom_host",
"required": true,
"type": "options",
"label": "Host",
"options": [
{
"value": "api.au.sumologic.com",
"label": "api.au.sumologic.com"
},
{
"value": "api.ca.sumologic.com",
"label": "api.ca.sumologic.com"
},
{
"value": "api.de.sumologic.com",
"label": "api.de.sumologic.com"
},
{
"value": "api.eu.sumologic.com",
"label": "api.eu.sumologic.com"
},
{
"value": "api.fed.sumologic.com",
"label": "api.fed.sumologic.com"
},
{
"value": "api.in.sumologic.com",
"label": "api.in.sumologic.com"
},
{
"value": "api.jp.sumologic.com",
"label": "api.jp.sumologic.com"
},
{
"value": "api.sumologic.com",
"label": "api.sumologic.com"
},
{
"value": "api.us2.sumologic.com",
"label": "api.us2.sumologic.com"
}
]
},
{
"key": "custom_access_id",
"required": true,
"type": "api_key",
"label": "Access ID"
},
{
"key": "custom_access_key",
"required": true,
"type": "api_key",
"label": "Access Key"
},
{
"key": "custom_CTR_ENTITIES_LIMIT",
"required": false,
"type": "integer",
"label": "Entities Limit",
"tooltip": "Sets the maximum number of entities to request from Sumo Logic Cloud SIEM. This value can't be greater than 100."
}
],
"capabilities": [
{
"id": "health",
"description": "Healthcheck"
},
{
"id": "observe",
"description": "Enrichments"
},
{
"id": "refer",
"description": "Reference links"
}
],
"properties": {
"supported-apis": [
"health",
"observe/observables",
"refer/observables"
],
"auth-type": "configuration-token",
"configuration-token-alg": "RS256",
"custom_jwks_host": "visibility.amp.cisco.com",
"url": "https://ciscohosted.url"
},
"logo": 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}