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*ck8RGzxCvwkKvfbDjyEV6Tt+P2rKH9JVisbm4vJJoPN6vHcKUs7X1GB5mkZ+H1edf2adamv2sBkAKMPx8kgEn6kHqGmavHFarYebIY4TBHYwn1XC/WYIlQU4uy/vH+1y6ch+1Ss4TibuHW/gWEoyraXl8V83l+8YSXFn5vjg9ZYY5ZVkr8ZBZfjEtWLqfh5V23HfAMo5GH4+TIwPSTX1I2z3LP5vCicNKvpNI5UsQqNtK3Pfj9rsNvhrjxXXo/HyWq/iR31G41K8u57LzbL9WRyfRQ8Vj9eQempaoLA8SEII9tmOQ4hEAGG7Lhs7SQ8dg8DxzHzfGoiUPMkchcyyJHSrL6p5brU7VbvkjO9uD8fJHD/SZLoV9ZWum21nc6xBfXSji05mUtIXcherMSf2ffMXLEmRIiQG2BAFXadZS2OxV2KuxV2KuxV2KuxV2KuxV2KqUlrBJKJXBLjj0ZgDxPJagGhofHCJFFJdf+VPL+oXX1u7s1lufUjl9arB+UQog5Ag8R/L0y2GecRQOzGWOJNkIK28geW4Q/KKSWSQUlkeR6sR9kkAgfCNhQdMmdVMsRhiFS48h+VrmOGO4svVS3Z3gVnkPAyBA/H4u/pj8fHANVkHI81OCB5hbD5C8sw2zWyWxELvFKyh2A5QlitKEUFZHJp4nE6qZN2owxHRr/lX3lL0Fg+or6ailOTbglWNRWhqU/X44fzeS7tfAhVU3qXkTy/qHpGVJY2g9H0mjldaehxC7VpUqgUnrT3wQ1U4rLDEqtp5J8tWmqxarBaBb6IUSYszEfu/S7k/sEjBLUzMeEnZRhiDdboRvy38pNCkDWsjRRlmRPWloGcjk1A3UhVHyAyf5zJd2j8vDuVV/L/ystsbZbUrCZYrgorso9SFWVWoCB+21f9rB+byXdp8CPKmz5C8slblRbOqXZLTIJZKElg5NOXcgYPzU9t+S+DFUt/JWgQLdJHFIIr1DFdRmWQq6mtCan7S8jxbr3674DqZmvJRijv5oeT8ufKEhmJsafWHLzhXdQ1QwoQpG37w/q6ZIavJ38kHTw7uaqvkPy0r20gt39S0k9WGT1ZOQaqt15f5Awfmp7780+DFkGY7a7FXYq7FXYq7FXYq7FXYq7FXYqkWq+YnsfMulaY0lqlrepK0xmk4TAqAI+FSFPJ2C03J7dMvhi4oGW9hqlkqQG27GPNX5j6xpHmptIggtjbh41Ekqtz+KISNT97Gp3ant4MSBmVg0cZ4+I3f48mjLqDGfCkLfnR5hMzVsbW3WNIm+ryq/qyFo+TBT6qn4iPgojbEV97/5OhXM/j4NP52V8gFd/wA3tdkERghs414W7yvJHIVPrCNXKs00KgI7uN2ptuR1yP5CA531/HJkdXKtq6fjm9aU1UGoNR1HQ/LNS7BvFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqgrp5/rcYWNWQcOJMbMfiej0cGicVAO+TjVMTzY/r3mjWNO1iSCPQZdRtEVTBNEKEyfuyfjaoH29tuoAr4ZGLBGUb4qLVPIQeVqb+cdQAR28tXDTc5E4KGLBYW48wTENuSEj24kddj+XH88fj4o8U/zW7nzjfx2MMv8Ahe8mEzzI0CBWKLCyhS4ptyLbDxB8MRpxf1hTlNfSVkPnrWp5pok0G4hKWrzI7q7qZhCZUjqqjqRx6b7Gu9MJ00QPqHP9KjNI/wAJ5Kcn5jakjMv+HLvlzcKhaj8Iyqu7IELbGRegNa4RpI/zwg5z/NKP1fzpNZyg22nyXNufTMTgSAzCaPmvp/ARudl7khqhaVNePTg8zRZyy10U9P8AOOtzzWtvcaBPHJJCJbmUFgiNwZyoBTlUhKKP5jxr3Jnp4gEiQRHLI1YQ/wDj7VWiWaPQbjii8p42WWpLD4Aj+nQ1bbpTfqMl+Vjy4gjxj3LpPP8AqSWvrf4dvDJ6gj9Eci28YfqEIPxGm3bf2wDSxuuIL4xq+Eq/+LtcaeYLosnp2xi9VKSFyDDPJNwbgFJVoVVB+1yFaFth4Ea+rn+z9afFlfL8boOL8wdZmi9ePy5denGnKaE8/VJLlB6fwAHpXft8t5nSRG3GGIzki+Ep95Z8wXOswTSXGnTac0LKojm3LclDEg0A6+Hah2rTMfNiEDsbbcczLmKTnKWx2KuxV2KuxV2KuxV2KuxV2KuxV2KpdeRxm/jZpQrD0qAxM5WkhpRwaJz+zvlkTsxPNjuuX+tQ67dx2Wq21uVjUpFczBI0DKioCjREE+qauwepRuIo3EjJxQiYCwfh/b3fa0zMrNEISDUfNLTMq+YLCX06lv3kABPAN09Ifa*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FAQs
It's important to tailor your certificate renewals to the time constraints of your business. We recommend renewing at regular intervals and leaving a minimum of 15 days between renewing your certificates and the date they expire , but other businesses may need up to 90 days.
Why are DigiCert certificates so expensive? ›
So, why is DigiCert so expensive? Well, DigiCert offers a lot higher warranty on their certificates than most other CAs . Also, the validation process is much faster in DigiCert than in other CAs. Therefore, DigiCert is more expensive than other certificates.
Is DigiCert a trusted certificate authority? ›
DigiCert Root Certificates are widely and globally trusted and are used for issuing SSL Certificates to DigiCert customers—including many Fortune 500 companies, educational and financial institutions as well as government entities and enterprises worldwide.
How to fix a certificate that is not trusted? ›
How to Fix SSL Certificate Error
Diagnose the problem with an online tool. Install an intermediate certificate on your web server. Generate a new Certificate Signing Request. Upgrade to a dedicated IP address. Get a wildcard SSL certificate. Change all URLS to HTTPS. Renew your SSL certificate.
Do I need to renew my SSL certificate every year? ›
It doesn't require much of your time nor does it burn a hole through your pocket. But, here's the catch. These SSL certificates expire within a 1-2 year validity period . If you're facing something similar too, it's time to renew the SSL certificate for your website.
What is the default SSL certificate expiry rule? ›
TLS/SSL Certificate Validity Periods are currently 398 days , or about 13 months.
Who competes with DigiCert? ›
Competitors and Alternatives to DigiCert
Amazon Web Services (AWS) GlobalSign. Keyfactor. Venafi. EverTrust. Sectigo. SecureW2. AppViewX.
Why use DigiCert instead of Let's Encrypt? ›
In the SSL Certificate market, DigiCert SSL has a 4.30% market share in comparison to Let's Encrypt's 0.45%. Since it has a better market share coverage , DigiCert SSL holds the 5th spot in 6sense's Market Share Ranking Index for the SSL Certificate category, while Let's Encrypt holds the 12th spot.
What is the difference between SSL and DigiCert? ›
We sometimes refer to our security certificates as SSL because it is a more commonly used term, but when you are buying SSL from DigiCert you are buying the most up to date TLS certificates with the option of ECC, RSA or DSA encryption .
How to check if an SSL certificate cannot be trusted? ›
The most common cause of a "certificate not trusted" error is that the certificate installation was not properly completed on the server (or servers) hosting the site. Use our SSL Certificate tester to check for this issue . In the tester, an incomplete installation shows one certificate file and a broken red chain.
For Windows:
Double-click on your CA certificate, a window opens, and select Install Certificate. Select Current user Store Location. Select the Trusted Root Certification Authorities under the Certificate Store. Select Yes on the security warning tab.
How to troubleshoot SSL certificate issues? ›
Suggested fix
Update your system date and time. Check if your SSL certificate is valid. Configure your browser for the latest SSL/TLS protocol support. Verify that your server is properly configured to support Server Name Indication. Make sure the cipher suites match.
What is the recommended key length for SSL certificate? ›
What experts have to say about 4096 bit keys varies greatly: Most software development websites - GitHub, Stripe, npm, and Mozilla - use 2048 bit EV certificates at present. GnuPG thinks 4096 bit keys are unnecessary. But SSL Labs requires a 4096 bit key to get a 100% score for Key Exchange.
How do I deal with an expired SSL certificate? ›
How to renew
Create a certificate signing request (CSR). First and foremost, your web host will need to validate the identity of your server. ... Send the CSR to the CA. Your CSR is all set and you are ready to move forward with the renewal process. ... Validate your certificate. ... Install the certificate.
Why do SSL certificates expire in 1 year? ›
SSL certificates expire to ensure they reflect up-to-date information and use the latest security standards . Assume a scenario where your passport, driving license, or government identity card never expires. However, your data in those important documents like your photo and addresses will change over time.
How far in advance can you renew SSL certificate? ›
You can only initiate the renewal process up to 30 days out from your certificate expiration date . If you wish to renew the certificate before then, you can always place a fresh order for the cert, but you will not be able to take advantage of any early renewal carrying over time still remaining on the old certificate.
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Last Updated : 2024-09-20T13:34:38+07:00
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