1kb DNA Ladder 250μl Uniscience

1kb DNA Ladder 250μl Uniscience - Uniscience Corp.

$30.00 (UNI-R7019)

Overview

The 1Kbp DNA Ladder consists of 8 DNA fragments ranging from 1Kb to 10Kb (1000, 2000, 3000, 4000, 5000, 6000, 8000, 10000bp). The 4000bp band has increased intensity to serve as a reference point. The fragments may be stained with intercalating agent (e.g. UniSafe Dye®) and should be run on a 0.5-1% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. 1kb DNA Ladder already contains 1x Loading dye.

Feature

Ready-to-use;
Concentration: 90ng | μl;
Recommended Loading: 5μl;
Per lane. Range (Kb): 1–10;
Number of Bands: 8.

Storage Buffer

10mM Tris-HCl (pH 8.0), 1mM EDTA.

Storage Temperature

Store at –20°C.

Size

250μl

Figure

0.8% agarose gel in 1x TAE buffer

Download Datasheet

Quantity

← Back to Reagents

Overview

Feature

Ready-to-use;
Concentration: 90ng | μl;
Recommended Loading: 5μl;
Per lane. Range (Kb): 1–10;
Number of Bands: 8.

Storage Buffer

10mM Tris-HCl (pH 8.0), 1mM EDTA.

Storage Temperature

Store at –20°C.

Size

250μl

Figure

0.8% 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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Range (Kb): 1–10;\u003c\/li\u003e\n\u003cli\u003eNumber of Bands: 8.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Buffer \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e10mM Tris-HCl (pH 8.0), 1mM EDTA.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Temperature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eStore at –20°C.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e250μl\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eFigure \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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3e\n\u003cp\u003e\u003cem\u003e0.8% 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\/1Kbp_DNA_ladder_UNI_R7019.pdf?10546501736593966166\" target=\"_blank\" rel=\"noopener noreferrer\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e","published_at":"2017-08-02T15:26:49-04:00","created_at":"2017-08-02T15:26:49-04:00","vendor":"Uniscience","type":"Reagents","tags":[],"price":3000,"price_min":3000,"price_max":3000,"available":true,"price_varies":false,"compare_at_price":null,"compare_at_price_min":0,"compare_at_price_max":0,"compare_at_price_varies":false,"variants":[{"id":42372256777,"title":"Default Title","option1":"Default Title","option2":null,"option3":null,"sku":"UNI-R7019","requires_shipping":true,"taxable":false,"featured_image":null,"available":true,"name":"1kb DNA Ladder 250μl Uniscience","public_title":null,"options":["Default Title"],"price":3000,"weight":10,"compare_at_price":null,"inventory_quantity":0,"inventory_management":"shopify","inventory_policy":"continue","barcode":""}],"images":["\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1527225470","\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1527225470"],"featured_image":"\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1527225470","options":["Title"],"media":[{"alt":"1kb DNA Ladder 250μl Uniscience - Uniscience Corp.","id":239891054680,"position":1,"preview_image":{"aspect_ratio":0.497,"height":300,"width":149,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1568947414"},"aspect_ratio":0.497,"height":300,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1568947414","width":149},{"alt":"1kb DNA Ladder 250μl Uniscience - Uniscience Corp.","id":239891087448,"position":2,"preview_image":{"aspect_ratio":0.3,"height":340,"width":102,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1568947414"},"aspect_ratio":0.3,"height":340,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1568947414","width":102}],"content":"\u003cp\u003e\u003cstrong\u003eOverview \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003eThe 1Kbp DNA Ladder consists of 8 DNA fragments ranging from 1Kb to 10Kb (1000, 2000, 3000, 4000, 5000, 6000, 8000, 10000bp). The 4000bp band has increased intensity to serve as a reference point. The fragments may be stained with intercalating agent (e.g. UniSafe Dye®) and should be run on a 0.5-1% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. 1kb DNA Ladder already contains 1x Loading dye.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFeature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eReady-to-use;\u003c\/li\u003e\n\u003cli\u003eConcentration: 90ng | μl;\u003c\/li\u003e\n\u003cli\u003eRecommended Loading: 5μl;\u003c\/li\u003e\n\u003cli\u003ePer lane. Range (Kb): 1–10;\u003c\/li\u003e\n\u003cli\u003eNumber of Bands: 8.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Buffer \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e10mM Tris-HCl (pH 8.0), 1mM EDTA.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Temperature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eStore at –20°C.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e250μl\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eFigure \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e0.8% 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\/1Kbp_DNA_ladder_UNI_R7019.pdf?10546501736593966166\" target=\"_blank\" rel=\"noopener noreferrer\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e"}
50bp DNA Ladder 250μl - Uniscience

translation missing: en.products.product.regular_price $30.00
{"id":10205578505,"title":"1kb DNA Ladder 250μl Uniscience","handle":"1kbdnaladder","description":"\u003cp\u003e\u003cstrong\u003eOverview \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003eThe 1Kbp DNA Ladder consists of 8 DNA fragments ranging from 1Kb to 10Kb (1000, 2000, 3000, 4000, 5000, 6000, 8000, 10000bp). The 4000bp band has increased intensity to serve as a reference point. The fragments may be stained with intercalating agent (e.g. UniSafe Dye®) and should be run on a 0.5-1% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. 1kb DNA Ladder already contains 1x Loading dye.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFeature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eReady-to-use;\u003c\/li\u003e\n\u003cli\u003eConcentration: 90ng | μl;\u003c\/li\u003e\n\u003cli\u003eRecommended Loading: 5μl;\u003c\/li\u003e\n\u003cli\u003ePer lane. Range (Kb): 1–10;\u003c\/li\u003e\n\u003cli\u003eNumber of Bands: 8.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Buffer \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e10mM Tris-HCl (pH 8.0), 1mM EDTA.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Temperature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eStore at –20°C.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e250μl\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eFigure \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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3e\n\u003cp\u003e\u003cem\u003e0.8% 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\/1Kbp_DNA_ladder_UNI_R7019.pdf?10546501736593966166\" target=\"_blank\" rel=\"noopener noreferrer\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e","published_at":"2017-08-02T15:26:49-04:00","created_at":"2017-08-02T15:26:49-04:00","vendor":"Uniscience","type":"Reagents","tags":[],"price":3000,"price_min":3000,"price_max":3000,"available":true,"price_varies":false,"compare_at_price":null,"compare_at_price_min":0,"compare_at_price_max":0,"compare_at_price_varies":false,"variants":[{"id":42372256777,"title":"Default Title","option1":"Default Title","option2":null,"option3":null,"sku":"UNI-R7019","requires_shipping":true,"taxable":false,"featured_image":null,"available":true,"name":"1kb DNA Ladder 250μl Uniscience","public_title":null,"options":["Default Title"],"price":3000,"weight":10,"compare_at_price":null,"inventory_quantity":0,"inventory_management":"shopify","inventory_policy":"continue","barcode":""}],"images":["\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1527225470","\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1527225470"],"featured_image":"\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1527225470","options":["Title"],"media":[{"alt":"1kb DNA Ladder 250μl Uniscience - Uniscience Corp.","id":239891054680,"position":1,"preview_image":{"aspect_ratio":0.497,"height":300,"width":149,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1568947414"},"aspect_ratio":0.497,"height":300,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1568947414","width":149},{"alt":"1kb DNA Ladder 250μl Uniscience - Uniscience Corp.","id":239891087448,"position":2,"preview_image":{"aspect_ratio":0.3,"height":340,"width":102,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1568947414"},"aspect_ratio":0.3,"height":340,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1568947414","width":102}],"content":"\u003cp\u003e\u003cstrong\u003eOverview \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003eThe 1Kbp DNA Ladder consists of 8 DNA fragments ranging from 1Kb to 10Kb (1000, 2000, 3000, 4000, 5000, 6000, 8000, 10000bp). The 4000bp band has increased intensity to serve as a reference point. The fragments may be stained with intercalating agent (e.g. UniSafe Dye®) and should be run on a 0.5-1% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. 1kb DNA Ladder already contains 1x Loading dye.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFeature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eReady-to-use;\u003c\/li\u003e\n\u003cli\u003eConcentration: 90ng | μl;\u003c\/li\u003e\n\u003cli\u003eRecommended Loading: 5μl;\u003c\/li\u003e\n\u003cli\u003ePer lane. Range (Kb): 1–10;\u003c\/li\u003e\n\u003cli\u003eNumber of Bands: 8.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Buffer \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e10mM Tris-HCl (pH 8.0), 1mM EDTA.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Temperature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eStore at –20°C.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e250μl\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eFigure \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e0.8% 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\/1Kbp_DNA_ladder_UNI_R7019.pdf?10546501736593966166\" target=\"_blank\" rel=\"noopener noreferrer\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e"}
100bp DNA Ladder 250μl - Uniscience

translation missing: en.products.product.regular_price $30.00
{"id":10205578505,"title":"1kb DNA Ladder 250μl Uniscience","handle":"1kbdnaladder","description":"\u003cp\u003e\u003cstrong\u003eOverview \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003eThe 1Kbp DNA Ladder consists of 8 DNA fragments ranging from 1Kb to 10Kb (1000, 2000, 3000, 4000, 5000, 6000, 8000, 10000bp). The 4000bp band has increased intensity to serve as a reference point. The fragments may be stained with intercalating agent (e.g. UniSafe Dye®) and should be run on a 0.5-1% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. 1kb DNA Ladder already contains 1x Loading dye.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFeature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eReady-to-use;\u003c\/li\u003e\n\u003cli\u003eConcentration: 90ng | μl;\u003c\/li\u003e\n\u003cli\u003eRecommended Loading: 5μl;\u003c\/li\u003e\n\u003cli\u003ePer lane. Range (Kb): 1–10;\u003c\/li\u003e\n\u003cli\u003eNumber of Bands: 8.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Buffer \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e10mM Tris-HCl (pH 8.0), 1mM EDTA.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Temperature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eStore at –20°C.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e250μl\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eFigure \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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3e\n\u003cp\u003e\u003cem\u003e0.8% 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\/1Kbp_DNA_ladder_UNI_R7019.pdf?10546501736593966166\" target=\"_blank\" rel=\"noopener noreferrer\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e","published_at":"2017-08-02T15:26:49-04:00","created_at":"2017-08-02T15:26:49-04:00","vendor":"Uniscience","type":"Reagents","tags":[],"price":3000,"price_min":3000,"price_max":3000,"available":true,"price_varies":false,"compare_at_price":null,"compare_at_price_min":0,"compare_at_price_max":0,"compare_at_price_varies":false,"variants":[{"id":42372256777,"title":"Default Title","option1":"Default Title","option2":null,"option3":null,"sku":"UNI-R7019","requires_shipping":true,"taxable":false,"featured_image":null,"available":true,"name":"1kb DNA Ladder 250μl Uniscience","public_title":null,"options":["Default Title"],"price":3000,"weight":10,"compare_at_price":null,"inventory_quantity":0,"inventory_management":"shopify","inventory_policy":"continue","barcode":""}],"images":["\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1527225470","\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1527225470"],"featured_image":"\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1527225470","options":["Title"],"media":[{"alt":"1kb DNA Ladder 250μl Uniscience - Uniscience Corp.","id":239891054680,"position":1,"preview_image":{"aspect_ratio":0.497,"height":300,"width":149,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1568947414"},"aspect_ratio":0.497,"height":300,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1568947414","width":149},{"alt":"1kb DNA Ladder 250μl Uniscience - Uniscience Corp.","id":239891087448,"position":2,"preview_image":{"aspect_ratio":0.3,"height":340,"width":102,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1568947414"},"aspect_ratio":0.3,"height":340,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1568947414","width":102}],"content":"\u003cp\u003e\u003cstrong\u003eOverview \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003eThe 1Kbp DNA Ladder consists of 8 DNA fragments ranging from 1Kb to 10Kb (1000, 2000, 3000, 4000, 5000, 6000, 8000, 10000bp). The 4000bp band has increased intensity to serve as a reference point. The fragments may be stained with intercalating agent (e.g. UniSafe Dye®) and should be run on a 0.5-1% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. 1kb DNA Ladder already contains 1x Loading dye.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFeature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eReady-to-use;\u003c\/li\u003e\n\u003cli\u003eConcentration: 90ng | μl;\u003c\/li\u003e\n\u003cli\u003eRecommended Loading: 5μl;\u003c\/li\u003e\n\u003cli\u003ePer lane. Range (Kb): 1–10;\u003c\/li\u003e\n\u003cli\u003eNumber of Bands: 8.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Buffer \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e10mM Tris-HCl (pH 8.0), 1mM EDTA.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Temperature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eStore at –20°C.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e250μl\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eFigure \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e0.8% 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\/1Kbp_DNA_ladder_UNI_R7019.pdf?10546501736593966166\" target=\"_blank\" rel=\"noopener noreferrer\"\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: 250μl / 500μl - Uniscience

translation missing: en.products.product.regular_price $30.00
{"id":10205578505,"title":"1kb DNA Ladder 250μl Uniscience","handle":"1kbdnaladder","description":"\u003cp\u003e\u003cstrong\u003eOverview \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003eThe 1Kbp DNA Ladder consists of 8 DNA fragments ranging from 1Kb to 10Kb (1000, 2000, 3000, 4000, 5000, 6000, 8000, 10000bp). The 4000bp band has increased intensity to serve as a reference point. The fragments may be stained with intercalating agent (e.g. UniSafe Dye®) and should be run on a 0.5-1% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. 1kb DNA Ladder already contains 1x Loading dye.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFeature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eReady-to-use;\u003c\/li\u003e\n\u003cli\u003eConcentration: 90ng | μl;\u003c\/li\u003e\n\u003cli\u003eRecommended Loading: 5μl;\u003c\/li\u003e\n\u003cli\u003ePer lane. Range (Kb): 1–10;\u003c\/li\u003e\n\u003cli\u003eNumber of Bands: 8.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Buffer \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e10mM Tris-HCl (pH 8.0), 1mM EDTA.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Temperature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eStore at –20°C.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e250μl\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eFigure \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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3e\n\u003cp\u003e\u003cem\u003e0.8% 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\/1Kbp_DNA_ladder_UNI_R7019.pdf?10546501736593966166\" target=\"_blank\" rel=\"noopener noreferrer\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e","published_at":"2017-08-02T15:26:49-04:00","created_at":"2017-08-02T15:26:49-04:00","vendor":"Uniscience","type":"Reagents","tags":[],"price":3000,"price_min":3000,"price_max":3000,"available":true,"price_varies":false,"compare_at_price":null,"compare_at_price_min":0,"compare_at_price_max":0,"compare_at_price_varies":false,"variants":[{"id":42372256777,"title":"Default Title","option1":"Default Title","option2":null,"option3":null,"sku":"UNI-R7019","requires_shipping":true,"taxable":false,"featured_image":null,"available":true,"name":"1kb DNA Ladder 250μl Uniscience","public_title":null,"options":["Default Title"],"price":3000,"weight":10,"compare_at_price":null,"inventory_quantity":0,"inventory_management":"shopify","inventory_policy":"continue","barcode":""}],"images":["\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1527225470","\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1527225470"],"featured_image":"\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1527225470","options":["Title"],"media":[{"alt":"1kb DNA Ladder 250μl Uniscience - Uniscience Corp.","id":239891054680,"position":1,"preview_image":{"aspect_ratio":0.497,"height":300,"width":149,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1568947414"},"aspect_ratio":0.497,"height":300,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1568947414","width":149},{"alt":"1kb DNA Ladder 250μl Uniscience - Uniscience Corp.","id":239891087448,"position":2,"preview_image":{"aspect_ratio":0.3,"height":340,"width":102,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1568947414"},"aspect_ratio":0.3,"height":340,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1568947414","width":102}],"content":"\u003cp\u003e\u003cstrong\u003eOverview \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003eThe 1Kbp DNA Ladder consists of 8 DNA fragments ranging from 1Kb to 10Kb (1000, 2000, 3000, 4000, 5000, 6000, 8000, 10000bp). The 4000bp band has increased intensity to serve as a reference point. The fragments may be stained with intercalating agent (e.g. UniSafe Dye®) and should be run on a 0.5-1% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. 1kb DNA Ladder already contains 1x Loading dye.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFeature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eReady-to-use;\u003c\/li\u003e\n\u003cli\u003eConcentration: 90ng | μl;\u003c\/li\u003e\n\u003cli\u003eRecommended Loading: 5μl;\u003c\/li\u003e\n\u003cli\u003ePer lane. Range (Kb): 1–10;\u003c\/li\u003e\n\u003cli\u003eNumber of Bands: 8.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Buffer \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e10mM Tris-HCl (pH 8.0), 1mM EDTA.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Temperature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eStore at –20°C.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e250μl\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eFigure \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e0.8% 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\/1Kbp_DNA_ladder_UNI_R7019.pdf?10546501736593966166\" target=\"_blank\" rel=\"noopener noreferrer\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e"}
X-GAL (5-Bromo-4-chloro-3-indolyl-beta-D-galactoside) - 5g Uniscience

translation missing: en.products.product.regular_price $260.00
{"id":10205578505,"title":"1kb DNA Ladder 250μl Uniscience","handle":"1kbdnaladder","description":"\u003cp\u003e\u003cstrong\u003eOverview \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003eThe 1Kbp DNA Ladder consists of 8 DNA fragments ranging from 1Kb to 10Kb (1000, 2000, 3000, 4000, 5000, 6000, 8000, 10000bp). The 4000bp band has increased intensity to serve as a reference point. The fragments may be stained with intercalating agent (e.g. UniSafe Dye®) and should be run on a 0.5-1% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. 1kb DNA Ladder already contains 1x Loading dye.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFeature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eReady-to-use;\u003c\/li\u003e\n\u003cli\u003eConcentration: 90ng | μl;\u003c\/li\u003e\n\u003cli\u003eRecommended Loading: 5μl;\u003c\/li\u003e\n\u003cli\u003ePer lane. Range (Kb): 1–10;\u003c\/li\u003e\n\u003cli\u003eNumber of Bands: 8.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Buffer \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e10mM Tris-HCl (pH 8.0), 1mM EDTA.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Temperature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eStore at –20°C.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e250μl\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eFigure \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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3e\n\u003cp\u003e\u003cem\u003e0.8% 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\/1Kbp_DNA_ladder_UNI_R7019.pdf?10546501736593966166\" target=\"_blank\" rel=\"noopener noreferrer\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e","published_at":"2017-08-02T15:26:49-04:00","created_at":"2017-08-02T15:26:49-04:00","vendor":"Uniscience","type":"Reagents","tags":[],"price":3000,"price_min":3000,"price_max":3000,"available":true,"price_varies":false,"compare_at_price":null,"compare_at_price_min":0,"compare_at_price_max":0,"compare_at_price_varies":false,"variants":[{"id":42372256777,"title":"Default Title","option1":"Default Title","option2":null,"option3":null,"sku":"UNI-R7019","requires_shipping":true,"taxable":false,"featured_image":null,"available":true,"name":"1kb DNA Ladder 250μl Uniscience","public_title":null,"options":["Default Title"],"price":3000,"weight":10,"compare_at_price":null,"inventory_quantity":0,"inventory_management":"shopify","inventory_policy":"continue","barcode":""}],"images":["\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1527225470","\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1527225470"],"featured_image":"\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1527225470","options":["Title"],"media":[{"alt":"1kb DNA Ladder 250μl Uniscience - Uniscience Corp.","id":239891054680,"position":1,"preview_image":{"aspect_ratio":0.497,"height":300,"width":149,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1568947414"},"aspect_ratio":0.497,"height":300,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/1b04f0fb8b077bae4bcc89a5fc46e43e.jpg?v=1568947414","width":149},{"alt":"1kb DNA Ladder 250μl Uniscience - Uniscience Corp.","id":239891087448,"position":2,"preview_image":{"aspect_ratio":0.3,"height":340,"width":102,"src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1568947414"},"aspect_ratio":0.3,"height":340,"media_type":"image","src":"https:\/\/cdn.shopify.com\/s\/files\/1\/2225\/6213\/products\/7bdbb965a757f55567fbeae48ed0f304.jpg?v=1568947414","width":102}],"content":"\u003cp\u003e\u003cstrong\u003eOverview \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003eThe 1Kbp DNA Ladder consists of 8 DNA fragments ranging from 1Kb to 10Kb (1000, 2000, 3000, 4000, 5000, 6000, 8000, 10000bp). The 4000bp band has increased intensity to serve as a reference point. The fragments may be stained with intercalating agent (e.g. UniSafe Dye®) and should be run on a 0.5-1% agarose gel for maximum visualization. It is suitable for use as molecular weight standards for agarose gel electrophoresis. 1kb DNA Ladder already contains 1x Loading dye.\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eFeature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eReady-to-use;\u003c\/li\u003e\n\u003cli\u003eConcentration: 90ng | μl;\u003c\/li\u003e\n\u003cli\u003eRecommended Loading: 5μl;\u003c\/li\u003e\n\u003cli\u003ePer lane. Range (Kb): 1–10;\u003c\/li\u003e\n\u003cli\u003eNumber of Bands: 8.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Buffer \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e10mM Tris-HCl (pH 8.0), 1mM EDTA.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eStorage Temperature \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003eStore at –20°C.\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize \u003c\/strong\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e250μl\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eFigure \u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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\"\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cem\u003e0.8% 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\/1Kbp_DNA_ladder_UNI_R7019.pdf?10546501736593966166\" target=\"_blank\" rel=\"noopener noreferrer\"\u003e\u003cstrong\u003e\u003cspan style=\"color: #ff9900;\"\u003eDownload Datasheet\u003c\/span\u003e\u003c\/strong\u003e\u003c\/a\u003e\u003c\/p\u003e"}
2x UNI SYBR qPCR master mix (low ROX) 1ml - Uniscience

translation missing: en.products.product.regular_price $70.00

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