50bp DNA Ladder 250ul

50bp DNA Ladder 250μl - Uniscience - Uniscience Corp.

$30.00 (UNI-R7011)

Overview
The 50bp DNA Ladder consists of 8 DNA fragments ranging from 50bp to 500bp (50bp, 100bp, 150bp, 200bp, 250bp, 300bp, 400bp, and 500bp). The 250bp band has increased intensity to serve as a reference point. The fragments may be stained with an intercalating agent (e.g. UniSafe Dye®) and should be run on a 2% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. The 50bp DNA Ladder already contains 1x Loading dye.

Features
- Ready-to-use;
- Concentration: 90ng | μl;
- Recommended Loading: 5μl; Per lane;
- Range (bp): 50–500;
- Number of Bands: 8

Storage Buffer
- 10mM Tris-HCl (pH 7.5), 1mM EDTA.

Storage Temperature
- Store at –20°C.

Figure

2.0% agarose gel in 1x TAE buffer

Download Datasheet

Quantity

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2.0% agarose gel in 1x TAE buffer

Download Datasheet

Warranty Information

All products we sell are covered solely by the manufacturer's warranty. Warranty information is included with the product and is subject to the conditions set forth by the manufacturer. We include such information in the product details for each item, when ever available. The manufacturer warrants their products are free from defects in material and workmanship. Repair or replacement may be issued for any product which is found to be defective under the terms of this warranty. Wholesale Point will assist with warranty issued within the first 14 days of product purchase. After that time the product manufacturer must be contacted directly to address all warranty issues. In many cases, the manufacturer can diagnose and resolve product concerns over the phone. For more information or to obtain contact information for the manufacturer, please call us +1(786) 420-2018.

Purchasing & Delivery

We take pride in making sure your order gets out quickly. We carefully check every item before shipping and we give extra care to our packaging to make sure every item arrives safely. Orders normally ship via UPS Ground, FedEx, or USPS within 1-2 days when in stock. Some items are drop shipped from the manufacturer and can take a little longer. For your convenience, whenever we ship an order, we electronically mail a shipping confirmation notice including the tracking number from UPS, FedEx, USPS, or a local delivery service.

Drop Ship Orders

Orders that are drop shipped from the manufacturer are subject to the manufacturer's availability and shipping schedule. Some items are special order or built-to-order and can take an average of 5-7 business days to ship. We make reasonable attempts to provide and display a shipping lead time on each product we sell. If you have any questions about our shipping policy or would like to know the availability or lead time on a specific drop ship product please feel free to contact us via our Contact Us Page. If you would like a drop shipped item expedited, please place your order by phone to guarantee your order can be expedited.

Payment Policy

We accept Visa, MasterCard, PayPal, American Express, and Discover.

Please note: When the checkout/customer details section asks for your "personal information", please enter your full name and billing address. The name and address you enter must match the information you have on file with your credit card provider, or the order will not be authorized. If your credit card gets declined for any reason, a charge may show pending on your account. This charge will fall off usually within 24-48 hours depending on your bank.

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The 50bp DNA Ladder already contains 1x Loading dye.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eFeatures\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Ready-to-use;\u003cbr data-mce-fragment=\"1\"\u003e- Concentration: 90ng | μl;\u003cbr data-mce-fragment=\"1\"\u003e- Recommended Loading: 5μl; Per lane;\u003cbr data-mce-fragment=\"1\"\u003e- Range (bp): 50–500;\u003cbr data-mce-fragment=\"1\"\u003e- Number of Bands: 8\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Buffer\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- 10mM Tris-HCl (pH 7.5), 1mM EDTA.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Temperature\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Store at –20°C.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cem\u003e\u003cspan style=\"text-decoration: underline;\"\u003eFigure\u003c\/span\u003e\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg 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alt=\"\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e2.0% agarose gel in 1x TAE buffer\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003ca href=\"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/files\/50bp_DNA_Ladder_UNI_R7011.pdf?10546501736593966166\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e","published_at":"2017-08-02T15:27:02-04:00","created_at":"2017-08-02T15:27:03-04:00","vendor":"Uniscience","type":"Reagents","tags":[],"price":3000,"price_min":3000,"price_max":3000,"available":false,"price_varies":false,"compare_at_price":null,"compare_at_price_min":0,"compare_at_price_max":0,"compare_at_price_varies":false,"variants":[{"id":42372263561,"title":"Default Title","option1":"Default Title","option2":null,"option3":null,"sku":"UNI-R7011","requires_shipping":true,"taxable":false,"featured_image":null,"available":false,"name":"50bp DNA Ladder 250ul","public_title":null,"options":["Default Title"],"price":3000,"weight":10,"compare_at_price":null,"inventory_quantity":0,"inventory_management":"shopify","inventory_policy":"deny","barcode":"","requires_selling_plan":false,"selling_plan_allocations":[]}],"images":["\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486"],"featured_image":"\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","options":["Title"],"media":[{"alt":"50bp DNA Ladder 250μl - Uniscience - Uniscience Corp.","id":239891218520,"position":1,"preview_image":{"aspect_ratio":0.497,"height":300,"width":149,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486"},"aspect_ratio":0.497,"height":300,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","width":149},{"alt":"50bp DNA Ladder 250μl - Uniscience - Uniscience Corp.","id":239891251288,"position":2,"preview_image":{"aspect_ratio":0.294,"height":340,"width":100,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486"},"aspect_ratio":0.294,"height":340,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486","width":100}],"requires_selling_plan":false,"selling_plan_groups":[],"content":"\u003cp\u003e\u003cstrong\u003e\u003c\/strong\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eOverview\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003eThe 50bp DNA Ladder consists of 8 DNA fragments ranging from 50bp to 500bp (50bp, 100bp, 150bp, 200bp, 250bp, 300bp, 400bp, and 500bp). The 250bp band has increased intensity to serve as a reference point. The fragments may be stained with an intercalating agent (e.g. UniSafe Dye®) and should be run on a 2% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. The 50bp DNA Ladder already contains 1x Loading dye.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eFeatures\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Ready-to-use;\u003cbr data-mce-fragment=\"1\"\u003e- Concentration: 90ng | μl;\u003cbr data-mce-fragment=\"1\"\u003e- Recommended Loading: 5μl; Per lane;\u003cbr data-mce-fragment=\"1\"\u003e- Range (bp): 50–500;\u003cbr data-mce-fragment=\"1\"\u003e- Number of Bands: 8\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Buffer\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- 10mM Tris-HCl (pH 7.5), 1mM EDTA.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Temperature\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Store at –20°C.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cem\u003e\u003cspan style=\"text-decoration: underline;\"\u003eFigure\u003c\/span\u003e\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg 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\" alt=\"\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e2.0% agarose gel in 1x TAE buffer\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003ca href=\"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/files\/50bp_DNA_Ladder_UNI_R7011.pdf?10546501736593966166\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e"}
LE Agarose Multi-purpose - 500g

translation missing: en.products.product.regular_price $300.00
EtBr and SYBR Dye Decontamination

translation missing: en.products.product.regular_price $150.00 Sold Out
{"id":10205579657,"title":"50bp DNA Ladder 250ul","handle":"50bpdnaladder","description":"\u003cp\u003e\u003cstrong\u003e\u003c\/strong\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eOverview\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003eThe 50bp DNA Ladder consists of 8 DNA fragments ranging from 50bp to 500bp (50bp, 100bp, 150bp, 200bp, 250bp, 300bp, 400bp, and 500bp). The 250bp band has increased intensity to serve as a reference point. The fragments may be stained with an intercalating agent (e.g. UniSafe Dye®) and should be run on a 2% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. The 50bp DNA Ladder already contains 1x Loading dye.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eFeatures\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Ready-to-use;\u003cbr data-mce-fragment=\"1\"\u003e- Concentration: 90ng | μl;\u003cbr data-mce-fragment=\"1\"\u003e- Recommended Loading: 5μl; Per lane;\u003cbr data-mce-fragment=\"1\"\u003e- Range (bp): 50–500;\u003cbr data-mce-fragment=\"1\"\u003e- Number of Bands: 8\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Buffer\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- 10mM Tris-HCl (pH 7.5), 1mM EDTA.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Temperature\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Store at –20°C.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cem\u003e\u003cspan style=\"text-decoration: underline;\"\u003eFigure\u003c\/span\u003e\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg 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alt=\"\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e2.0% agarose gel in 1x TAE buffer\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003ca href=\"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/files\/50bp_DNA_Ladder_UNI_R7011.pdf?10546501736593966166\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e","published_at":"2017-08-02T15:27:02-04:00","created_at":"2017-08-02T15:27:03-04:00","vendor":"Uniscience","type":"Reagents","tags":[],"price":3000,"price_min":3000,"price_max":3000,"available":false,"price_varies":false,"compare_at_price":null,"compare_at_price_min":0,"compare_at_price_max":0,"compare_at_price_varies":false,"variants":[{"id":42372263561,"title":"Default Title","option1":"Default Title","option2":null,"option3":null,"sku":"UNI-R7011","requires_shipping":true,"taxable":false,"featured_image":null,"available":false,"name":"50bp DNA Ladder 250ul","public_title":null,"options":["Default Title"],"price":3000,"weight":10,"compare_at_price":null,"inventory_quantity":0,"inventory_management":"shopify","inventory_policy":"deny","barcode":"","requires_selling_plan":false,"selling_plan_allocations":[]}],"images":["\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486"],"featured_image":"\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","options":["Title"],"media":[{"alt":"50bp DNA Ladder 250μl - Uniscience - Uniscience Corp.","id":239891218520,"position":1,"preview_image":{"aspect_ratio":0.497,"height":300,"width":149,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486"},"aspect_ratio":0.497,"height":300,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","width":149},{"alt":"50bp DNA Ladder 250μl - Uniscience - Uniscience Corp.","id":239891251288,"position":2,"preview_image":{"aspect_ratio":0.294,"height":340,"width":100,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486"},"aspect_ratio":0.294,"height":340,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486","width":100}],"requires_selling_plan":false,"selling_plan_groups":[],"content":"\u003cp\u003e\u003cstrong\u003e\u003c\/strong\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eOverview\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003eThe 50bp DNA Ladder consists of 8 DNA fragments ranging from 50bp to 500bp (50bp, 100bp, 150bp, 200bp, 250bp, 300bp, 400bp, and 500bp). The 250bp band has increased intensity to serve as a reference point. The fragments may be stained with an intercalating agent (e.g. UniSafe Dye®) and should be run on a 2% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. The 50bp DNA Ladder already contains 1x Loading dye.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eFeatures\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Ready-to-use;\u003cbr data-mce-fragment=\"1\"\u003e- Concentration: 90ng | μl;\u003cbr data-mce-fragment=\"1\"\u003e- Recommended Loading: 5μl; Per lane;\u003cbr data-mce-fragment=\"1\"\u003e- Range (bp): 50–500;\u003cbr data-mce-fragment=\"1\"\u003e- Number of Bands: 8\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Buffer\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- 10mM Tris-HCl (pH 7.5), 1mM EDTA.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Temperature\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Store at –20°C.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cem\u003e\u003cspan style=\"text-decoration: underline;\"\u003eFigure\u003c\/span\u003e\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg 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\" alt=\"\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e2.0% agarose gel in 1x TAE buffer\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003ca href=\"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/files\/50bp_DNA_Ladder_UNI_R7011.pdf?10546501736593966166\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e"}
LE Agarose Multi-purpose - 100g

translation missing: en.products.product.regular_price $95.00
{"id":10205579657,"title":"50bp DNA Ladder 250ul","handle":"50bpdnaladder","description":"\u003cp\u003e\u003cstrong\u003e\u003c\/strong\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eOverview\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003eThe 50bp DNA Ladder consists of 8 DNA fragments ranging from 50bp to 500bp (50bp, 100bp, 150bp, 200bp, 250bp, 300bp, 400bp, and 500bp). The 250bp band has increased intensity to serve as a reference point. The fragments may be stained with an intercalating agent (e.g. UniSafe Dye®) and should be run on a 2% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. The 50bp DNA Ladder already contains 1x Loading dye.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eFeatures\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Ready-to-use;\u003cbr data-mce-fragment=\"1\"\u003e- Concentration: 90ng | μl;\u003cbr data-mce-fragment=\"1\"\u003e- Recommended Loading: 5μl; Per lane;\u003cbr data-mce-fragment=\"1\"\u003e- Range (bp): 50–500;\u003cbr data-mce-fragment=\"1\"\u003e- Number of Bands: 8\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Buffer\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- 10mM Tris-HCl (pH 7.5), 1mM EDTA.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Temperature\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Store at –20°C.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cem\u003e\u003cspan style=\"text-decoration: underline;\"\u003eFigure\u003c\/span\u003e\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg 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alt=\"\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e2.0% agarose gel in 1x TAE buffer\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003ca href=\"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/files\/50bp_DNA_Ladder_UNI_R7011.pdf?10546501736593966166\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e","published_at":"2017-08-02T15:27:02-04:00","created_at":"2017-08-02T15:27:03-04:00","vendor":"Uniscience","type":"Reagents","tags":[],"price":3000,"price_min":3000,"price_max":3000,"available":false,"price_varies":false,"compare_at_price":null,"compare_at_price_min":0,"compare_at_price_max":0,"compare_at_price_varies":false,"variants":[{"id":42372263561,"title":"Default Title","option1":"Default Title","option2":null,"option3":null,"sku":"UNI-R7011","requires_shipping":true,"taxable":false,"featured_image":null,"available":false,"name":"50bp DNA Ladder 250ul","public_title":null,"options":["Default Title"],"price":3000,"weight":10,"compare_at_price":null,"inventory_quantity":0,"inventory_management":"shopify","inventory_policy":"deny","barcode":"","requires_selling_plan":false,"selling_plan_allocations":[]}],"images":["\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486"],"featured_image":"\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","options":["Title"],"media":[{"alt":"50bp DNA Ladder 250μl - Uniscience - Uniscience Corp.","id":239891218520,"position":1,"preview_image":{"aspect_ratio":0.497,"height":300,"width":149,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486"},"aspect_ratio":0.497,"height":300,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","width":149},{"alt":"50bp DNA Ladder 250μl - Uniscience - Uniscience Corp.","id":239891251288,"position":2,"preview_image":{"aspect_ratio":0.294,"height":340,"width":100,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486"},"aspect_ratio":0.294,"height":340,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486","width":100}],"requires_selling_plan":false,"selling_plan_groups":[],"content":"\u003cp\u003e\u003cstrong\u003e\u003c\/strong\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eOverview\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003eThe 50bp DNA Ladder consists of 8 DNA fragments ranging from 50bp to 500bp (50bp, 100bp, 150bp, 200bp, 250bp, 300bp, 400bp, and 500bp). The 250bp band has increased intensity to serve as a reference point. The fragments may be stained with an intercalating agent (e.g. UniSafe Dye®) and should be run on a 2% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. The 50bp DNA Ladder already contains 1x Loading dye.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eFeatures\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Ready-to-use;\u003cbr data-mce-fragment=\"1\"\u003e- Concentration: 90ng | μl;\u003cbr data-mce-fragment=\"1\"\u003e- Recommended Loading: 5μl; Per lane;\u003cbr data-mce-fragment=\"1\"\u003e- Range (bp): 50–500;\u003cbr data-mce-fragment=\"1\"\u003e- Number of Bands: 8\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Buffer\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- 10mM Tris-HCl (pH 7.5), 1mM EDTA.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Temperature\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Store at –20°C.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cem\u003e\u003cspan style=\"text-decoration: underline;\"\u003eFigure\u003c\/span\u003e\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg 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\" alt=\"\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e2.0% agarose gel in 1x TAE buffer\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003ca href=\"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/files\/50bp_DNA_Ladder_UNI_R7011.pdf?10546501736593966166\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e"}
UniSafe Dye Nucleic Acid Staining Solution(20,000x) 1ml

translation missing: en.products.product.regular_price $95.00
{"id":10205579657,"title":"50bp DNA Ladder 250ul","handle":"50bpdnaladder","description":"\u003cp\u003e\u003cstrong\u003e\u003c\/strong\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eOverview\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003eThe 50bp DNA Ladder consists of 8 DNA fragments ranging from 50bp to 500bp (50bp, 100bp, 150bp, 200bp, 250bp, 300bp, 400bp, and 500bp). The 250bp band has increased intensity to serve as a reference point. The fragments may be stained with an intercalating agent (e.g. UniSafe Dye®) and should be run on a 2% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. The 50bp DNA Ladder already contains 1x Loading dye.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eFeatures\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Ready-to-use;\u003cbr data-mce-fragment=\"1\"\u003e- Concentration: 90ng | μl;\u003cbr data-mce-fragment=\"1\"\u003e- Recommended Loading: 5μl; Per lane;\u003cbr data-mce-fragment=\"1\"\u003e- Range (bp): 50–500;\u003cbr data-mce-fragment=\"1\"\u003e- Number of Bands: 8\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Buffer\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- 10mM Tris-HCl (pH 7.5), 1mM EDTA.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Temperature\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Store at –20°C.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cem\u003e\u003cspan style=\"text-decoration: underline;\"\u003eFigure\u003c\/span\u003e\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg 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alt=\"\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e2.0% agarose gel in 1x TAE buffer\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003ca href=\"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/files\/50bp_DNA_Ladder_UNI_R7011.pdf?10546501736593966166\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e","published_at":"2017-08-02T15:27:02-04:00","created_at":"2017-08-02T15:27:03-04:00","vendor":"Uniscience","type":"Reagents","tags":[],"price":3000,"price_min":3000,"price_max":3000,"available":false,"price_varies":false,"compare_at_price":null,"compare_at_price_min":0,"compare_at_price_max":0,"compare_at_price_varies":false,"variants":[{"id":42372263561,"title":"Default Title","option1":"Default Title","option2":null,"option3":null,"sku":"UNI-R7011","requires_shipping":true,"taxable":false,"featured_image":null,"available":false,"name":"50bp DNA Ladder 250ul","public_title":null,"options":["Default Title"],"price":3000,"weight":10,"compare_at_price":null,"inventory_quantity":0,"inventory_management":"shopify","inventory_policy":"deny","barcode":"","requires_selling_plan":false,"selling_plan_allocations":[]}],"images":["\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486"],"featured_image":"\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","options":["Title"],"media":[{"alt":"50bp DNA Ladder 250μl - Uniscience - Uniscience Corp.","id":239891218520,"position":1,"preview_image":{"aspect_ratio":0.497,"height":300,"width":149,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486"},"aspect_ratio":0.497,"height":300,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/4898dfccbc93287b031576f5cbc5bc5a.jpg?v=1527225486","width":149},{"alt":"50bp DNA Ladder 250μl - Uniscience - Uniscience Corp.","id":239891251288,"position":2,"preview_image":{"aspect_ratio":0.294,"height":340,"width":100,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486"},"aspect_ratio":0.294,"height":340,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/9f83aad805ea53849f5b99b0e909c428.png?v=1527225486","width":100}],"requires_selling_plan":false,"selling_plan_groups":[],"content":"\u003cp\u003e\u003cstrong\u003e\u003c\/strong\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eOverview\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003eThe 50bp DNA Ladder consists of 8 DNA fragments ranging from 50bp to 500bp (50bp, 100bp, 150bp, 200bp, 250bp, 300bp, 400bp, and 500bp). The 250bp band has increased intensity to serve as a reference point. The fragments may be stained with an intercalating agent (e.g. UniSafe Dye®) and should be run on a 2% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. The 50bp DNA Ladder already contains 1x Loading dye.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eFeatures\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Ready-to-use;\u003cbr data-mce-fragment=\"1\"\u003e- Concentration: 90ng | μl;\u003cbr data-mce-fragment=\"1\"\u003e- Recommended Loading: 5μl; Per lane;\u003cbr data-mce-fragment=\"1\"\u003e- Range (bp): 50–500;\u003cbr data-mce-fragment=\"1\"\u003e- Number of Bands: 8\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Buffer\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- 10mM Tris-HCl (pH 7.5), 1mM EDTA.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cspan style=\"text-decoration: underline;\"\u003e\u003cem\u003eStorage Temperature\u003c\/em\u003e\u003c\/span\u003e\u003cbr data-mce-fragment=\"1\"\u003e- Store at –20°C.\u003cbr data-mce-fragment=\"1\"\u003e\u003cbr data-mce-fragment=\"1\"\u003e\u003cem\u003e\u003cspan style=\"text-decoration: underline;\"\u003eFigure\u003c\/span\u003e\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg 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\" alt=\"\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e2.0% agarose gel in 1x TAE buffer\u003c\/em\u003e\u003c\/p\u003e\n\u003cp\u003e\u003ca href=\"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/files\/50bp_DNA_Ladder_UNI_R7011.pdf?10546501736593966166\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e"}
1Kbp Plus DNA ladder Kit Size: 250ul / 500ul

translation missing: en.products.product.regular_price $30.00
X-GAL (5-Bromo-4-chloro-3-indolyl-beta-D-galactoside) - 5g

translation missing: en.products.product.regular_price $260.00 Sold Out

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