{{product.productLabel}} {{product.model}}
{{#if product.featureValues}}{{product.productPrice.formattedPrice}} {{#if product.productPrice.priceType === "PRICE_RANGE" }} - {{product.productPrice.formattedPriceMax}} {{/if}}
{{#each product.specData:i}}
{{name}}: {{value}}
{{#i!=(product.specData.length-1)}}
{{/end}}
{{/each}}
{{{product.idpText}}}
{{product.productLabel}} {{product.model}}
{{#if product.featureValues}}{{product.productPrice.formattedPrice}} {{#if product.productPrice.priceType === "PRICE_RANGE" }} - {{product.productPrice.formattedPriceMax}} {{/if}}
{{#each product.specData:i}}
{{name}}: {{value}}
{{#i!=(product.specData.length-1)}}
{{/end}}
{{/each}}
{{{product.idpText}}}
Memory size: 8 GB
UP 710S | Slim Developer Board with Intel® Processor N97, Advancing the 85mm x 56mm Form Factor - Intel® Processor N-series - Onboard LPDDR5 Memory, up to 8GB - Onboard eMMC Storage, up to 128GB - GbE x 1 - HDMI ...
Memory size: 64 GB
... COMe Core Board based on Intel 12th Gen. CPU Features: ➢ High-performance Intel 12th Gen. Alder Lake-P series processors ➢ Dual-channel DDR5 memory design, maximum support 64GB/4800MT/s ➢ ...
Description: R1 RK3588 is an MXM protocol CPU module developed by ZRT Technology. This R1 module applies RK3588 CPU, which is 8 core (4 core for A76 and 4 core for A55) applying 8nm ...
Memory size: 8 GB
Supports the RK3588 processor 8GB LPDDR4X RAM, support for two SATA, 1 EMMC 64GB storage Support 1 HDMI 2.0, 1 HDMI2.1, 1 DP1.4 interface; An HMDI2.0 input port Supports two GMAC network ports ...
Memory size: 2, 4 GB
The CPU-163-15 is a rugged COM Express module designed to meet the requirements for industrial and rugged fanless applications. Compliant with PICMG COM Express R2.1, Type 10, the CPU-163-15 is a 84x55mm ...
Memory size: 4 GB - 8 GB
... Optional) Intel® I210IT Gigabit Ethernet 2 x SATA III, 6 x USB 2.0, 2 x USB 3.0, 3 x PCIe2.0 Dual Channel 18/24-bit LVDS + HDMI Supports eMMC 5.0, SD card(SDIO 3.0) Qseven Form Factor Rev. 2.1 compliant Supports ...
Please specify:
Help us improve:
remaining