emSecure-RSA User Guide & Reference Manual
Digital signature suite.
Introduction to emSecure-RSA
This section presents an overview of emSecure-RSA, its structure,
and its capabilities.
What is emSecure-RSA?
emSecure-RSA is a SEGGER software package that allows creation and
verification of digital signatures. One important feature is that
emSecure-RSA can make it impossible to create a clone of an embedded
device by simply copying hardware and firmware.
And it can do much more, such as securing firmware updates
distributed to embedded devices and authenticating licenses,
serial numbers, and sensitive data.
emSecure-RSA offers 100% protection against hacking. It is not just
nice to have, but in fact a must-have, not only for critical
devices such as election machines, financial applications, or
sensors.
Compromised devices are dangerous in several ways, not just from
a commercial point of view. They hamper manufacturers’ reputation
and might entail severe legal disputes. Not addressing the issue
of hacking and cloning is irresponsible.
Based on asymmetric encryption algorithms with two keys, emSecure-RSA
signatures cannot be forged by reverse engineering of the firmware.
A secure, private key is used to generate the digital signature,
whereas a second, public key is used to authenticate data by its
signature. There is neither a way to get the private key from the
public key, nor is it possible to generate a valid signature without
the private key.
The emSecure-RSA source code has been created from scratch for embedded
systems, to achieve highest portability with a small memory
footprint and high performance. However, usage is not restricted
to embedded systems.
With its easy usage, it takes less than one day to add and integrate
emSecure-RSA into an existing product. emSecure-RSA is a very complete
package, including ready-to-run tools and functionality for generation
of keys and signatures.
Why should I use emSecure-RSA?
emSecure-RSA offers a fast and easy way to prevent hacking and cloning
of products. Not addressing the issue of hacking and cloning would
be irresponsible.
Security consideration
If you want to check the integrity of your data, for instance the
firmware running on your product, you would normally include a
checksum or hash value into it, generated by a CRC or SHA function.
Hashes are excellent at ensuring a critical data transmission, such
as a firmware download, has worked flawlessly and to verify that an
image, stored in memory, has not changed. However they do not add
much security, as an attacker can easily compute the hash value of
modified data or images.
Digital signatures can do more. In addition to the integrity check,
which is provided by hash functions, a digital signature assures the
authenticity of the provider of the signed data, as only he can create
a valid signature.
emSecure-RSA creates digital signatures using the RSA
cryptosystem that has proven robust against decades of attacks on the
algorithms. For the default of 2048-bit key sizes, it is considered
well beyond the capability of governments, with all their computing
power and using the very latest number-theoretic methods, to recover
a properly generated RSA private key before 2030, and most probably
well beyond that.
emSecure-RSA can be used for two security approaches:
- Anti-hacking: Prevent tampering or exchange of data, for
example the firmware running on a product, with non-authorized data.
- Anti-cloning: Prevent a firmware to be run on a cloned
hardware device.
Features
emSecure-RSA is written in standard ANSI C and can run on virtually
any CPU. Here’s a list summarizing the main features of emSecure-RSA:
- Dual keys, private and public make it 100% safe
- Hardware-independent, any CPU, no additional hardware needed
- High performance, small memory footprint
- Simple API, easy to integrate
- Applicable for new and existing products
- Complete package, key generator and tools included
- Drag-and-drop Sign And Verify application included
- Full source code
Recommended project structure
We recommend keeping emSecure-RSA separate from your application files.
It is good practice to keep all the source files (including the header
files) together in the subdirectories of your project’s root directory
as they are shipped. This practice has the advantage of being very easy
to update to newer versions of emSecure-RSA by simply replacing the
directories. Your application files can be stored anywhere.
Note
When updating to a newer emSecure-RSA version: as files may
have been added, moved or deleted, the project directories may need
to be updated accordingly.
Package content
emSecure-RSA is provided in source code and contains everything needed.
The following table shows the content of the emSecure-RSA Package:
Files | Description |
Application | emSSL sample applications for bare metal and embOS. |
Config | Configuration header files. |
Doc | emSecure-RSA documentation. |
CRYPTO | Shared cryptographic library source code. |
SECURE | emSecure-RSA implementation code. |
SEGGER | SEGGER software component source code used in emSecure-RSA. |
Sample/Config | Example emSecure-RSA configuration. |
Sample/Keys | Example emSecure-RSA key pairs. |
Windows | Supporting applications in binary and source form. |
Include directories
You should make sure that the include path contains the following directories
(the order of inclusion is of no importance):
- Config
- CRYPTO
- SECURE
- SEGGER
- SYS
Note
Always make sure that you have only one version of each file!
It is frequently a major problem when updating to a new version of emSecure-RSA
if you have old files included and therefore mix different versions. If you
keep emSecure-RSA in the directories as suggested (and only in these), this
type of problem cannot occur. When updating to a newer version, you should
be able to keep your configuration files and leave them unchanged. For
safety reasons, we recommend backing up (or at least renaming) the
SECURE directories before to updating.
Working with emSecure-RSA
This chapter gives some recommendations on how to use emSecure-RSA in your applications.
It explains the steps of “emSecuring” a product.
Introduction
emSecure-RSA is created to be simple but powerful, and easy to integrate.
It can be used in new products and even extend existing ones as
emSecure-RSA is a software solution and no additional hardware is
required. The code is completely written in ANSI C and can be used
platform- and controller-independent.
emSecure-RSA has been created from scratch to achieve highest portability
and performance with a very small memory footprint. It enables you to
profit from the security of digital signatures in embedded applications,
even on small single-chip microcontrollers without the need of
additional hardware such as external security devices or external memory.
emSecure-RSA is a complete package. It includes ready-to-run tools to
generate keys and signatures, to sign and verify data and to convert
the keys and signatures into compilable formats.
The required key pairs can be generated with the included tool. The
generated keys can be exported into different formats to be stored on the
application code or loaded from a key file. This allows portability
and exchangeability between different platforms.
Signing data, for instance firmware images, can be done with the included
tool. It is also possible to integrate the signing process directly into
a production application running on any PC or even on a microcontroller.
Once a signature is generated, the signed data can be verified by its
signature in an embedded application or on an external application
communicating with the device. Verifying data takes less than 40 ms on
a Cortex-M4, running at 200 MHz, which is not significantly more time
for a bootloader to start a firmware.
emSecure-RSA includes all required source code to integrate signature
generation directly into your production process and data verification
into your application or firmware.
emSecure-RSA incorporates proven security algorithms as proposed by NIST.
The algorithms are proven to be cryptographically strong and can provide
a maximum of security to your applications.
emSecure-RSA is licensed in the same way as other SEGGER middleware products
and not covered by an open-source or required-attribution license. It
can be integrated in any commercial or proprietary product without the
obligation to disclose the combined source. It can be used royalty-free
in your product.
Anti-hacking
Authentication of firmware
To make sure only authorized firmware images are run on a product the
firmware image will be signed with emSecure-RSA. To do this an emSecure-RSA key
pair is generated one time.
The private key will be included in the production process of the
firmware. Once a firmware is created and ready to be shipped or
included into a product it will be signed with this private key.
The signature will be transferred and stored in the product alongside
the firmware.
![Signing firmware Signing firmware](data:;base64,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)
The public key will be included in the bootloader of the product,
which manages firmware updates and starts the firmware.
On a firmware update and when starting the product, the bootloader
will verify the firmware by its signature. If they match, the
firmware is started, otherwise the application will stay in the
bootloader or even erase the firmware.
![Verifying firmware Verifying firmware](data:;base64,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)
Anti-cloning
Authentication of hardware
To make sure a product cannot be re-produced by non-authorized
manufacturers, by simply copying the hardware, emSecure-RSA will be
used to sign each genuine product unit.
First an emSecure-RSA key pair is generated one time. This is likely
done at the production site.
![Signing firmware for a specific device Signing firmware for a specific 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)
The private key will be included in the production process of
the product. At the end of the production process, after the
unit is assembled and tested, some hardware-specific, fixed,
and unique data, like the unique id of the microcontroller is
read from the unit. This data is signed by emSecure-RSA with the
private key and the signature is written back to the unit into
an OTP area or a specified location on memory.
The public key will be included in the firmware which will run
on the product. When the firmware is running it will read the
unique data from the unit and verify it with the signature. When
the signature does not match, for example, when it was simply
copied to a counterfeit unit with other unique data, the firmware
will refuse to run.
![Verifying firmware for a specific device Verifying firmware for a specific 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)
Additional measures to keep the system secure
When it comes to the degree of security emSecure-RSA offers, there
is an easy answer: It is unbreakable because no one can generate
a valid signature without knowledge of the private key.
Putting enough effort into getting the bootloader or firmware
image, disassembling and analyzing it and modifying the application
to bypass the security measures, hackers might be able to clone a
product or use alternative firmware images. However this will only
work until a firmware update is done.
There are additional ways to increase overall system security:
- The private key has to be kept private.
- Private keys should best be generated on a dedicated machine
that has no connection to a network and controlled access.
- Private keys can be generated from a pass-phrase, which means
the pass-phrase should not be too easy to guess. The pass-phrase
length is not limited. The company name is not a good choice.
The pass-phrase has to be kept private, too.
- The private key might also be encrypted and is only decrypted
while it is used in production.
- The bootloader should should be stored in a memory which can
be protected against read- and write-access.
- The firmware should be protected against external read-access.
- The verification process can be done in multiple places of the
application. A tool communicating with the product, like a PC
application, might carry our additional checks.
Included applications
This chapter describes the applications which are part of the
emSecure-RSA package. The executables can be found at /Windows/SECURE.
The source code of the basic utilities is included.
emSecure-RSA includes all basic applications required for securing a product.
The applications’ source-code is included and provides an easy to use
starting point for modifications and integration into other applications.
The source code for the key generator is an add-on: please contact SEGGER
for more information.
emSecure-RSA Key Generator
emSecure-RSA KeyGen generates a public and a private key.
The generation parameters can be set via command line options,
by default a random 2048 bit key is generated.
The keys are saved in a common key file format and can be published
and exchanged.
Usage
emKeyGenRSA.exe [<Options>]
Command line options
emSecure-RSA KeyGen accepts the following command line options.
Option | Description |
-h | Print usage information and available command line options. |
-q | Operate silently and do not print log output. |
-v | Increase verbosity of log output. |
-k string
| Set the key file prefix to string. Default is “emSecure”. |
-l n
| Set the modulus length to n bits. Default is 2048.
For modulus lengths that other than 2048 and 3072, -nf is
required. |
-seed n
| Set the initial seed for random number generation to n. |
-pw string |
Generate the initial seed from the pass phrase string. |
-f | Generate proven primes for the key pair according to FIPS
algorithms. This option is default and recommended to be
used with a key length of 2048 bits. |
-nf | Generate probabilistic primes for the key pair. |
-pem | Write key files in PEM format. |
emSecure-RSA Sign
emSignyRSA digitally signs file content, usually the data to be secured,
with a given (private) key file and creates a signature file.
Usage
emSignRSA.exe [<Options>] <InputFile>
Command line options
Option | Description |
-h | Print usage information and available command line options. |
-q | Operate silently and do not print log output. |
-v | Increase verbosity of log output. |
-k string
| Set the key file prefix to string. Default is “emSecure”. |
-sha1 | Select SHA-1 as the hash function when generating the digest to
be signed. |
-sha256
| Select SHA-256 as the hash function when generating the digest
to be signed. |
-sha512
| Select SHA-256 as the hash function when generating the digest
to be signed. |
-pss | Select RSASSA-PSS as the signature scheme to use when creating
the signature. |
-pkcs | Select RSASSA-PKCS1-v1.5 as the signature scheme to use when
creating the signature. |
emSecure-RSA Verify
emVerifyRSA accepts a signature file and verifies if the corresponding
data file matches the signature.
Usage
emVerifyRSA.exe [<Options>] <InputFile>
Command line options
Option | Description |
-h | Print usage information and available command line options. |
-q | Operate silently and do not print log output. |
-v | Increase verbosity of log output. |
-b | Signature file is pure binary, do not probe the signature
file to discover its format. |
-s n
| Set the salt length to n bytes. For nonempty salts
on signing, correct verification requires that only the
salt length be provided to the signature verifier,
not the original salt content. |
-k string
| Set the key file prefix to string. Default is “emSecure”. |
-sha1 | Select SHA-1 as the hash function when computing the message
digest. |
-sha256
| Select SHA-256 as the hash function when computing the message
digest. |
-sha512
| Select SHA-512 as the hash function when computing the message
digest. |
-pss | Select RSASSA-PSS as the signature scheme to use when verifying
the signature. |
-pkcs | Select RSASSA-PKCS1-v1.5 as the signature scheme to use when
verifying the signature. |
emSecure-RSA Print Key
emPrintKeyRSA exports key and signature files into a format suitable
for compilation by a standard C compiler. The output can be linked into
your application, so there is no need to load them from a file at runtime.
This is especially useful for embedded applications.
Usage
emPrintKeyRSA.exe [<Options>] <Input-File>
Command line options
emSecure-RSA PrintKey accepts the following command line options.
Option | Description |
-v | Increase verbosity of log output. |
-x | Define objects with external linkage. |
-p string
| Prefix object names with string. Default is “_”. |
emSecure-RSA walkthrough
This section will walk you through generating keys, installing those
in an application, and then signing some data and verifying that
the signature operation succeeded.
Generating the keys
Before signing anything, you must generate a set of keys that can sign
data and verify the generated signatures. The tool emKeyGenRSA
will construct the keys for you: they are generated using secure random
numbers such that they are strong.
To use emKeyGenRSA you must choose the key length to use for RSA.
The default key length is 2048 bit, which is considered to be secure.
emSecure-RSA keys can be generated randomly or from a pass-phrase.
Generating them from a pass-phrase allows you to always re-generate the same keys.
In this example we will choose a 2048 bit key generated from the pass-phrase
“SEGGER - The Embedded Experts”
Generating the keys is a matter of running emKeyGenRSA:
C:> emKeyGenRSA -l 2048 -pw "SEGGER - The Embedded Experts"
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA KeyGen V2.38 compiled May 17 2018 10:43:55
Generating proven prime key pair with public modulus of 2048 bits
Public encryption exponent is set to 65537
Initial seed is 0xADBE961296F573AD2FA65468E1A8837D
Checking keys are consistent: OK
Writing public key file emSecure.pub.
Writing private key file emSecure.prv.
C:> _
The two files that are written contain the public key and the private key, together
making a matched key pair. The private key is required when signing some data and must
be kept private and secure. The public key is required when verifying some signed
data and can be distributed without concern for privacy.
Testing the keys
You can test out the keys by signing and verifying a small text file:
C:> dir >test.txt
C:> emSignRSA test.txt
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA Sign V2.38 compiled May 17 2018 10:43:55
Loading private key from emSecure.prv
Probing file to determine type of key: RSA key detected
Public modulus is 2048 bits
Loading content from test.txt
Loaded content is 790 bytes
Writing signature file test.txt.sig
C:> _
Once signed, you can verify the signature:
C:> emVerifyRSA test.txt
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA Verify V2.38 compiled May 17 2018 10:43:55
Loading public key from emSecure.pub
Probing file to determine type of key: RSA key detected
Public modulus is 2048 bits
Loading RSA signature from test.txt.sig
Loading content from test.txt
Loaded content is 790 bytes
Signature OK.
C:> _
If you tamper with the signature or alter the original file, even by one bit,
the alteration is detected and the signature is not verified:
C:> edit test.txt
C:> emVerifyRSA test.txt
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA Verify V2.38 compiled May 17 2018 10:43:55
Loading public key from emSecure.pub
Probing file to determine type of key: RSA key detected
Public modulus is 2048 bits
Loading RSA signature from test.txt.sig
Loading content from test.txt
Loaded content is 790 bytes
Signature NOT VERIFIED!
C:> _
Signing and verifying in your application
Now that you have a pair of keys, it’s time to integrate them into
your program. You can do that by using emPrintKeyRSA which
converts the textual form of the key into something that a C
program can use.
First we convert the private and public keys into C declarations:
C:> emPrintKeyRSA SECURE_RSA_Expert_Key.prv -p _SECURE_RSA_PrivateKey_Expert \
>SECURE_RSA_PrivateKey_Expert.h
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA PrintKey V2.38 compiled May 17 2018 10:43:55
Probing file to determine type of key
C:> emPrintKeyRSA SECURE_RSA_Expert_Key.pub -p _SECURE_RSA_PublicKey_Expert \
>SECURE_RSA_PublicKey_Expert.h
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA PrintKey V2.38 compiled May 17 2017 10:43:55
Probing file to determine type of key
C:> _
The generated output contains declarations in a format suitable
for direct inclusion into C program. The -p option
sets the prefix for the names of the generated C identifiers.
Now we have the keys, we can write a program that uses the private
key to sign an message and a public key to verify it:
/*********************************************************************
* SEGGER Microcontroller GmbH *
* The Embedded Experts *
**********************************************************************
* *
* (c) 2003 - 2019 SEGGER Microcontroller GmbH *
* *
* www.segger.com Support: support@segger.com *
* *
**********************************************************************
-------------------------- END-OF-HEADER -----------------------------
File : CRYPTO_RSA_Example1.c
Purpose : Sign and verify a message.
Additional information:
Preparations:
None.
Expected behavior:
Signs and verifies a message using RSA.
For more detailed information see the emSecure RSA manual.
Sample output:
Signed message...SUCCESS!
Verified message is correctly signed...SUCCESS!
*/
/*********************************************************************
*
* #include section
*
**********************************************************************
*/
#include "SECURE_RSA.h"
#include "SECURE_RSA_PrivateKey_Expert.h"
#include "SECURE_RSA_PublicKey_Expert.h"
#include <stdio.h>
/*********************************************************************
*
* Static const data
*
**********************************************************************
*/
static const U8 _aMessage[] = { "This is a message, sign me." };
/*********************************************************************
*
* Static data
*
**********************************************************************
*/
static U8 _aSignature[SECURE_RSA_MAX_KEY_LENGTH / 8];
/*********************************************************************
*
* Public code
*
**********************************************************************
*/
int main(void) {
int SigLen;
int Status;
//
SigLen = SECURE_RSA_Sign(&_SECURE_RSA_PrivateKey_Expert,
0, 0,
&_aMessage[0], sizeof(_aMessage),
&_aSignature[0], sizeof(_aSignature));
if (SigLen > 0) {
printf("Signed message...SUCCESS!\n");
Status = SECURE_RSA_Verify(&_SECURE_RSA_PublicKey_Expert,
0, 0,
&_aMessage[0], sizeof(_aMessage),
&_aSignature[0], SigLen);
if (Status > 0) {
printf("Verified message is correctly signed...SUCCESS!\n");
} else {
printf("Correctly signed message did not verify...ERROR!\n");
}
} else {
printf("Failed to sign message...ERROR!\n");
}
return 0;
}
/*************************** End of file ****************************/
The private key is defined as a constant SECURE_RSA_PrivateKey_Expert in SECURE_RSA_PrivateKey_Expert.h
The public key is defined as a constant SECURE_RSA_PublicKey_Expert in SECURE_RSA_PublicKey_Expert.h
If you compile and run this application, you will see this output:
C:> SECURE_RSA_Example1
Signed message...SUCCESS!
Verified message is correctly signed...SUCCESS!
C:> _
If you tamper with the signature or the message, the signature is
detected as invalid. For instance, altering the program like this…
SigLen = SECURE_RSA_Sign(&_SECURE_RSA_PrivateKey_Expert,
0, 0,
&_aMessage[0], sizeof(_aMessage),
&_aSignature[0], sizeof(_aSignature));
if (SigLen > 0) {
printf("Signed message...SUCCESS!\n");
_aMessage[0]++;
Status = SECURE_RSA_Verify(&_SECURE_RSA_PublicKey_Expert,
…causes verification to fail:
C:> SECURE_RSA_Example1
Signed message...SUCCESS!
Correctly signed message did not verify...ERROR!
C:> _
Incremental sign and verify
The previous example shows how to sign and verify a complete message. However,
it may well be that the message to sign or verify is not able to entirely
fit into the microcontroller’s memory. If this is the case, emSecure-RSA
offers the ability to compute the message signature and verify that signature
incrementally.
Incrementally signing and verifying a message is very straightforward:
The following example shows how to do this:
/*********************************************************************
* SEGGER Microcontroller GmbH *
* The Embedded Experts *
**********************************************************************
* *
* (c) 2003 - 2019 SEGGER Microcontroller GmbH *
* *
* www.segger.com Support: support@segger.com *
* *
**********************************************************************
-------------------------- END-OF-HEADER -----------------------------
File : CRYPTO_RSA_Example2.c
Purpose : Incrementally sign and verify a message.
Additional information:
Preparations:
None.
Expected behavior:
Incrementally signs and verifies a message split over several
parts using RSA.
For more detailed information see the emSecure RSA manual.
Sample output:
Signed message...SUCCESS!
Verified message is correctly signed...SUCCESS!
*/
/*********************************************************************
*
* #include section
*
**********************************************************************
*/
#include "SECURE_RSA.h"
#include "SECURE_RSA_PrivateKey_Expert.h"
#include "SECURE_RSA_PublicKey_Expert.h"
#include <stdio.h>
/*********************************************************************
*
* Static const data
*
**********************************************************************
*/
static const U8 _aMessagePart1[] = { "This is a message, " };
static const U8 _aMessagePart2[] = { "sign me." };
/*********************************************************************
*
* Static data
*
**********************************************************************
*/
static U8 _aSignature[SECURE_RSA_MAX_KEY_LENGTH / 8];
/*********************************************************************
*
* Static code
*
**********************************************************************
*/
static int _Sign(void) {
SECURE_RSA_HASH_CONTEXT Context;
//
// Sign message incrementally.
//
SECURE_RSA_HASH_Init(&Context);
SECURE_RSA_HASH_Add (&Context, &_aMessagePart1[0], sizeof(_aMessagePart1));
SECURE_RSA_HASH_Add (&Context, &_aMessagePart2[0], sizeof(_aMessagePart2));
//
return SECURE_RSA_HASH_Sign(&Context,
&_SECURE_RSA_PrivateKey_Expert,
NULL, 0,
&_aSignature[0], sizeof(_aSignature));
}
static int _Verify(int SigLen) {
SECURE_RSA_HASH_CONTEXT Context;
//
// Verify message incrementally.
//
SECURE_RSA_HASH_Init(&Context);
SECURE_RSA_HASH_Add (&Context, &_aMessagePart1[0], sizeof(_aMessagePart1));
SECURE_RSA_HASH_Add (&Context, &_aMessagePart2[0], sizeof(_aMessagePart2));
//
return SECURE_RSA_HASH_Verify(&Context,
&_SECURE_RSA_PublicKey_Expert,
NULL, 0,
&_aSignature[0], SigLen);
}
/*********************************************************************
*
* Public code
*
**********************************************************************
*/
int main(void) {
int SigLen;
//
SigLen = _Sign();
if (SigLen > 0) {
printf("Signed message...SUCCESS!\n");
if (_Verify(SigLen) > 0) {
printf("Verified message is correctly signed...SUCCESS!\n");
} else {
printf("Correctly signed message did not verify...ERROR!\n");
}
} else {
printf("Failed to sign message...ERROR!\n");
}
return 0;
}
/*************************** End of file ****************************/
Using OpenSSL with emSecure-RSA
emSecure-RSA will accept RSA public and private keys that are
stored in Privacy Enhanced Mail (PEM) format and validate
RSA signatures in PKCS#1 v1.5 format. This section describes
how to combine emSecure-RSA and OpenSSL into a sign and verify
workflow.
What to expect with OpenSSL
emSecure-RSA supports two signature schemes, RSASSA-PSS and RSASSA-PKCS1-v1.5.
The most recent releases of OpenSSL that ship with Mac OS X and most
Linux hosts only support older PKCS #1 signing. Therefore, to use
signatures that are compatible with both emSecure-RSA and OpenSSL,
you must select the RSASSA-PKCS1-v1.5 signature scheme if using
the included applications, and you must select that signature scheme
when configuring emSecure-RSA on the target equipment.
Using OpenSSL to generate keys
emSecure-RSA will accept unencrypted PEM private keys to
sign and PEM public keys to verify.
The following command generates a PEM-formatted RSA keypair
whose modulus size is 2048 bits:
$ openssl genrsa -out private.pem 2048
Generating RSA private key, 2048 bit long modulus
..+++
..........+++
e is 65537 (0x10001)
$ _
The private key file contains both private and public key parts.
The following command extracts the public key used for verification
of signatures, eliminating the private key information:
$ openssl rsa -in private.pem -out public.pem -outform PEM -pubout
writing RSA key
$ _
These keys are automatically detected as PEM format when provided
to emSecure-RSA utilities.
Signing and verifying using PEM keys
Signing
emSecure-RSA probes the provided key file to determine its format,
which can be a native emSecure-RSA key file or a PEM-formatted key
file generated, for instance, by OpenSSL. Because the aim of this
section is to demonstrate how to use emSecure-RSA with OpenSSL, we
must be mindful to select the RSASSA-PKCS1-v1.5 scheme:
C:> echo "Hello, world" >test.txt
C:> emSignRSA -k private.pem -pkcs test.txt
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA Sign V2.38 compiled May 17 2017 10:43:55
Loading private key from private.pem
Probing file: Key file accepted
Modulus length is 2048 bits
Loading content from test.txt
Loaded content is 17 bytes
Writing signature file test.txt.sig
C:> _
Verifying
emSecure-RSA probes the provided key file to determine its format,
which can be a native emSecure-RSA key file or a PEM-formatted key
file. When verifying, the signature will only correctly verify
if the same signature scheme is used when signing and verifying:
C:> emVerifyRSA -k public.pem -pkcs test.txt
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA Verify V2.38 compiled May 17 2017 10:43:55
Loading public key from public.pem
Probing file: Key file accepted
Modulus length is 2048 bits
Loading signature from test.txt.sig
Loading content from test.txt
Loaded content is 17 bytes
Signature OK.
C:> _
Replicating the signature process with OpenSSL
The preceding section signed a candidate file with an OpenSSL-generated
private key and verified the signature of the file with the OpenSSL-generated
public key. We now need to show that we can verify an OpenSSL computed
signature with emSecure-RSA on the host and on the target.
Using a modern OpenSSL
We start by computing the message digest of the input file using OpenSSL’s
dgst command:
$ openssl dgst -sha1 -binary test.txt >test.sha1
$ _
This creates a 20-byte SHA-1 message digest in binary format in test.sha1.
$ ls -l test1.sha1
-rw-r--r-- 1 plc staff 20 1 Feb 19:57 test.sha1
$ hexdump -C test.sha1
00000000 cc fb dc d2 24 d8 60 a8 d7 b5 af 4f 4f 2f 79 ad |....$.`....OO/y.|
00000010 c2 0d 1a d9 |....|
00000014
$ _
If your installation of OpenSSL understands the pkeyutl command (e.g. as shipped
with Ubuntu Linux 14.04 and later), you can sign the file in RSASSA-PKCS1-v1.5 format
with a single command:
$ openssl pkeyutl -sign -in test.sha1 -inkey private.pem -out test.txt.sig \
-pkeyopt digest:sha1
$ _
Using an older OpenSSL
If your installation open OpenSSL does not understand the pkeyutl command (e.g.
as shipped with OS X up to and including El Capitan), some additional steps are
needed to manually sign the file.
In this case and before signing, we need to DER-encode the plain digest to conform
with RSASSA-PKCS1-v1.5’s encoding algorithm, EMSA-PKCS1-v1.5, to form the
encoded message, EM. For a SHA-1 signature, this means we need to
prefix the message with some magic:
$ printf "\x30\x21\x30\x09\x06\x05\x2b\x0e\x03\x02\x1a\x05\x00\x04\x14" >prefix
$ cat prefix test.sha1 >test.em
$ hexdump -C test.em
00000000 30 21 30 09 06 05 2b 0e 03 02 1a 05 00 04 14 cc |0!0...+.........|
00000010 fb dc d2 24 d8 60 a8 d7 b5 af 4f 4f 2f 79 ad c2 |...$.`....OO/y..|
00000020 0d 1a d9 |...|
00000023
$ _
Now we sign this correctly-formatted data with our private key, applying PKCS
#1 padding, using OpenSSL’s rsautl command:
$ openssl rsautl -sign -inkey private.pem -in test.em >test.txt.sig
$ _
We now have a binary signature in test.txt.sig that we can instruct
emSecure-RSA to verify:
C:> emVerifyRSA.exe -b -pkcs -k public.pem test.txt
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA Verify V2.38 compiled May 17 2017 10:43:55
Loading public key from public.pem
Probing file: Key file accepted
Modulus length is 2048 bits
Loading binary signature from test.txt.sig
Loading content from test.txt
Loaded content is 17 bytes
Signature OK.
C:> _
If you need to use SHA-256, you can wrap the digest according to section 9.2 of
PKCS #1 v2.2. In practice, this simply means that you replace the prefix above
with the prefix constructed for a SHA-256 message digest algorithm.
API reference
This section describes the public API for emSecure-RSA. Any functions
or data structures that are not described here but are exposed through
inclusion of the SECURE.h header file must be considered
private and subject to change.
Preprocessor symbols
Version number
Description
Symbol expands to a number that identifies the specific emSecure-RSA release.
Definition
#define SECURE_RSA_VERSION 24600
Symbols
Definition | Description |
SECURE_RSA_VERSION | Format is “Mmmrr” so, for example, 23600 corresponds to version 2.36. |
API functions
SECURE_RSA_Init()
Description
Initialize emSecure-RSA.
Prototype
void SECURE_RSA_Init(void);
Additional information
If not already installed as part of CRYPTO initialization,
install the software-implemented hash function selected by
emSecure-RSA configuration and basic fast modular exponentiation.
SECURE_RSA_Sign()
Description
Signs message.
Prototype
int SECURE_RSA_Sign(const SECURE_RSA_PRIVATE_KEY * pPrivate,
const U8 * pSalt,
int SaltLen,
const U8 * pMessage,
int MessageLen,
U8 * pSignature,
int SignatureLen);
Parameters
Parameter | Description |
pPrivate | Pointer to private key to sign with. |
pSalt | Pointer to salt value to embed. |
SaltLen | Octet length of the salt. |
pMessage | Pointer to message to sign. |
MessageLen | Octet length of message to sign. |
pSignature | Pointer to object that receives the generated signature. |
SignatureLen | Octet length of the signature. |
Return value
≤ 0 | Signature failure (signature buffer too small). |
> 0 | Success, number of bytes written to the the signature buffer that constitutes the signature. |
Example
static const U8 acData[] = {
// ... Data here ...
};
//
static const U8 acSalt[] = "SEGGER - The embedded Experts";
static U8 acSig[512];
//
int _Sign(void) {
int r;
r = SECURE_RSA_Sign(&GLOBAL_PrivateKey,
acSalt, 30,
acData, sizeof(acData),
acSig, sizeof(acSig));
return r;
}
SECURE_RSA_SignEx()
Description
Signs message, external allocation.
Prototype
int SECURE_RSA_SignEx(const SECURE_RSA_PRIVATE_KEY * pPrivate,
const U8 * pSalt,
int SaltLen,
const U8 * pMessage,
int MessageLen,
U8 * pSignature,
int SignatureLen,
SEGGER_MEM_CONTEXT * pMem);
Parameters
Parameter | Description |
pPrivate | Pointer to private key to sign with. |
pSalt | Pointer to salt value to embed. |
SaltLen | Octet length of the salt. |
pMessage | Pointer to message to sign. |
MessageLen | Octet length of message to sign. |
pSignature | Pointer to object that receives the generated signature. |
SignatureLen | Octet length of the signature. |
pMem | Allocator to use for temporary storage. |
Return value
≤ 0 | Signature failure (signature buffer too small). |
> 0 | Success, number of bytes written to the the signature buffer that constitutes the signature. |
Additional information
This is functionally identical to SECURE_RSA_Sign() but rather than
using stack-allocated temporary storage, storage is provided by
the initialized memory context.
SECURE_RSA_Verify()
Description
Verify message.
Prototype
int SECURE_RSA_Verify(const SECURE_RSA_PUBLIC_KEY * pPublic,
U8 * pSalt,
int SaltLen,
const U8 * pMessage,
int MessageLen,
const U8 * pSignature,
int SignatureLen);
Parameters
Parameter | Description |
pPublic | Public key used to verify the message. |
pSalt | Pointer to buffer that receives the recovered salt. If pSalt is null, the salt is not recovered, but a correct SaltLen must still be provided. |
SaltLen | Octet length of the original salt. |
pMessage | Pointer to message to verify. |
MessageLen | Octet length of message. |
pSignature | Pointer to signature to verify. |
SignatureLen | Octet length of the signature. |
Return value
≤ 0 | Verification failure (incorrect structure of encoded message, signature does not match). |
> 0 | Correct verification of the signature. |
Example
static const U8 acData[] = {
// ... Data here ...
};
static const U8 acSig[] = {
// ... Signature here ...
};
static U8 acSalt[256];
//
int _Verify(void) {
int r;
r = SECURE_RSA_Verify(&GLOBAL_PublicKey,
acSalt, 30,
acData, sizeof(acData),
acSig, sizeof(acSig));
return r;
}
SECURE_RSA_VerifyEx()
Description
Verify message, external allocation.
Prototype
int SECURE_RSA_VerifyEx(const SECURE_RSA_PUBLIC_KEY * pPublic,
U8 * pSalt,
int SaltLen,
const U8 * pMessage,
int MessageLen,
const U8 * pSignature,
int SignatureLen,
SEGGER_MEM_CONTEXT * pMem);
Parameters
Parameter | Description |
pPublic | Pointer to public key used to verify the message. |
pSalt | Pointer to object that receives the recovered salt. If pSalt is null, the salt is not recovered, but SaltByteCnt must still be given. |
SaltLen | Octet length of the original salt. |
pMessage | Pointer to message to verify. |
MessageLen | Octet length of the message. |
pSignature | Pointer to signature to verify. |
SignatureLen | Octet length of the signature. |
pMem | Allocator to use for temporary storage. |
Return value
≤ 0 | Verification failure (incorrect structure of encoded message, signature does not match). |
> 0 | Correct verification of the signature. |
Additional information
This is functionally identical to SECURE_RSA_Verify() but rather than
using stack-allocated temporary storage, storage is provided by
the initialized memory context.
SECURE_RSA_HASH_Add()
Description
Add message data, incremental.
Prototype
void SECURE_RSA_HASH_Add( SECURE_RSA_HASH_CONTEXT * pHash,
const void * pData,
unsigned DataLen);
Parameters
Parameter | Description |
pHash | Pointer to hash context. |
pData | Pointer to message fragment to add to hash. |
DataLen | Octet length of the message fragment. |
See also
Incremental sign and verify
SECURE_RSA_HASH_Init()
Description
Initialize, incremental sign or verify.
Prototype
void SECURE_RSA_HASH_Init(SECURE_RSA_HASH_CONTEXT * pHash);
Parameters
Parameter | Description |
pHash | Hash context covering message. |
See also
Incremental sign and verify
SECURE_RSA_HASH_Sign()
Description
Sign message, incremental.
Prototype
int SECURE_RSA_HASH_Sign( SECURE_RSA_HASH_CONTEXT * pHash,
const SECURE_RSA_PRIVATE_KEY * pPrivate,
const U8 * pSalt,
int SaltLen,
U8 * pSignature,
int SignatureLen);
Parameters
Parameter | Description |
pHash | Hash context covering message. |
pPrivate | Pointer to private key to sign with. |
pSalt | Pointer to salt octet string. |
SaltLen | Octet length of the salt. |
pSignature | Pointer to object that receives the generated signature. |
SignatureLen | Octet length of the signature. |
Return value
≤ 0 | Signature failure (signature buffer too small). |
> 0 | Success, number of bytes written to the the signature buffer that constitute the signature. |
Additional information
The signature object have a capacity of at least the octet
length of the modulus. Hence, for a 1024-bit prime, the
signature object must be at lease 128 bytes in length.
See also
Incremental sign and verify
SECURE_RSA_HASH_Verify()
Description
Verify message, incremental.
Prototype
int SECURE_RSA_HASH_Verify( SECURE_RSA_HASH_CONTEXT * pHash,
const SECURE_RSA_PUBLIC_KEY * pPublic,
U8 * pSalt,
int SaltLen,
const U8 * pSignature,
int SignatureLen);
Parameters
Parameter | Description |
pHash | Hash context covering message. |
pPublic | Public key used to verify the message. |
pSalt | Pointer to buffer for recovered salt. If pSalt is null, the salt is not recovered, but SaltLen must still be given. |
SaltLen | Length of the original salt. |
pSignature | Pointer to signature to verify. |
SignatureLen | Octet length of the signature. |
Return value
≤ 0 | Verification failure (incorrect structure of encoded message, signature does not match). |
> 0 | Correct verification of the signature. |
See also
Incremental sign and verify
SECURE_RSA_SignDigest()
Description
Sign message digest.
Prototype
int SECURE_RSA_SignDigest(const SECURE_RSA_PRIVATE_KEY * pPrivate,
const U8 * pSalt,
int SaltLen,
const U8 * pDigest,
U8 * pSignature,
int SignatureLen);
Parameters
Parameter | Description |
pPrivate | Pointer to private key to sign with. |
pSalt | Pointer to salt value to embed. |
SaltLen | Octet length of the salt. |
pDigest | Pointer to octet string that contains the hash of the message to sign. |
pSignature | Pointer to object that receives the generated signature. |
SignatureLen | Octet length of the signature. |
Return value
≤ 0 | Signature failure (signature buffer too small). |
> 0 | Success, number of bytes written to the the signature buffer that constitute the signature. |
SECURE_RSA_VerifyDigest()
Description
Verify message digest.
Prototype
int SECURE_RSA_VerifyDigest(const SECURE_RSA_PUBLIC_KEY * pPublic,
U8 * pSalt,
int SaltLen,
const U8 * pDigest,
const U8 * pSignature,
int SignatureLen);
Parameters
Parameter | Description |
pPublic | Public key used to verify the message. |
pSalt | Pointer to buffer for recovered salt. If pSalt is null, the salt is not recovered, but SaltLen must still be given. |
SaltLen | Octet length of the original salt. |
pDigest | Hash of original message. |
pSignature | Pointer to signature to verify. |
SignatureLen | Octet length of the signature. |
Return value
≤ 0 | Verification failure (incorrect structure of encoded message, signature does not match). |
> 0 | Correct verification of the signature. |
SECURE_RSA_InitPrivateKey()
Description
Initialize private key.
Prototype
void SECURE_RSA_InitPrivateKey( SECURE_RSA_PRIVATE_KEY * pPrivate,
const SECURE_RSA_KEY_PARAMETER * pParamDP,
const SECURE_RSA_KEY_PARAMETER * pParamDQ,
const SECURE_RSA_KEY_PARAMETER * pParamP,
const SECURE_RSA_KEY_PARAMETER * pParamQ,
const SECURE_RSA_KEY_PARAMETER * pParamQInv);
Parameters
Parameter | Description |
pPrivate | Pointer to private key to be initialized. |
pParamDP | Pointer to public key parameter DP. |
pParamDQ | Pointer to public key parameter DQ. |
pParamP | Pointer to public key parameter P. |
pParamQ | Pointer to public key parameter Q. |
pParamQInv | Pointer to public key parameter QInv. |
SECURE_RSA_InitPublicKey()
Description
Initialize public key.
Prototype
void SECURE_RSA_InitPublicKey( SECURE_RSA_PUBLIC_KEY * pPublic,
const SECURE_RSA_KEY_PARAMETER * pParamE,
const SECURE_RSA_KEY_PARAMETER * pParamN);
Parameters
Parameter | Description |
pPublic | Pointer to public key to be initialized. |
pParamE | Pointer to public key parameter E. |
pParamN | Pointer to public key parameter N. |
SECURE_RSA_GetCopyrightText()
Description
Get copyright as printable string.
Prototype
char *SECURE_RSA_GetCopyrightText(void);
Return value
Zero-terminated copyright string.
SECURE_RSA_GetVersionText()
Description
Get version as printable string.
Prototype
char *SECURE_RSA_GetVersionText(void);
Return value
Zero-terminated version string.
Configuring emSecure-RSA
emSecure-RSA can be configured using preprocessor symbols.
All compile-time configuration symbols are preconfigured with
valid values which match the requirements of most applications.
The cryptography modules (prefixed CRYPTO_), and SEGGER
modules (prefixed SEGGER_) are shared with other SEGGER
products, for instance emSSL, and should be configured to match
all modules which are used in the same application.
Algorithm parameters
Key length
Default
#define SECURE_RSA_MAX_KEY_LENGTH 2048
Override
To define a non-default value, define this symbol in SECURE_RSA_Conf.h.
Description
Configure the maximum length of keys. This preprocessor symbol is used to
reserve enough memory when signing or verifying a message.
Hash function
Default
#define SECURE_HASH_FUNCTION SHA1
Override
To define a non-default value, define this symbol in SECURE_RSA_Conf.h.
Description
Configure the hash function to use. This preprocessor symbol SECURE_HASH_FUNCTION,
if defined, must be set to one of the following:
Value | Description |
SHA1 | Use SHA-1 with 20-byte digest as the underlying hash function. |
SHA256 | Use SHA-256 with a 32-byte digest as the underlying hash function. |
SHA512 | Use SHA-512 with a 64-byte digest as the underlying hash function. |
Signature scheme
Default
#define SECURE_SIGNATURE_SCHEME PSS
Override
To define a non-default value, define this symbol in SECURE_RSA_Conf.h.
Description
Configure the signature scheme use. This preprocessor symbol SECURE_SIGNATURE_SCHEME,
if defined, must be set to one of the following:
Value | Description |
PSS | Use RSASSA-PSS as the signature scheme. |
PKCS1 | Use RSASSA-PKCS1-v1.5 as the signature scheme. |
Crytographic components
The following definitions must be set to configure the underlying
cryptographic algorithm library, emCrypt.
The relevant sections of the emCrypt documentation are included
here.
Multiprecision integers
Default
#define CRYPTO_MPI_BITS_PER_LIMB 32
Override
To define a non-default value, define this symbol in CRYPTO_Conf.h.
Description
This preprocessor symbol configures the number of bits per limb for
multiprecision integer algorithms. The default of 32 matches 32-bit
targets well, such as ARM and PIC32. In general, it is best to set
the number of bits per limb to the number of bits in the standard
int or unsigned type used by the target compiler.
Supported configurations are:
- 32 — requires the target compiler to support 64-bit types
natively (i.e. unsigned long long or unsigned __int64),
- 16 — which should run on any ISO compiler whose native
integer types are 16 or 32 bit and supports 32-bit unsigned long.
- 8 — 8-bit limb sizes are supported and selecting this size
may well lead to better multiplication performance on 8-bit
architectures.
Hash algorithms
The following definitions can be set for the hash components in
order to balance code size and performance.
SHA-1
Default
#define CRYPTO_CONFIG_SHA1_OPTIMIZE 0
Override
To define a non-default value, define this symbol in CRYPTO_Conf.h.
Description
Set this preprocessor symbol to zero to optimize the SHA-1 hash
functions for size rather than for speed. When optimized for speed,
the SHA-1 function is open coded and faster, but is significantly
larger.
Profile
The following table shows required context size, lookup table (LUT) size,
and code size in kilobytes for each configuration value. All values are
approximate and for a Cortex-M4 processor.
Setting | Context size | LUT | LUT size | Code size | | Total size |
0 | 0.16 KB | - | - | 0.6 KB | | 0.6 KB |
1 | 0.16 KB | - | - | 3.6 KB | | 3.6 KB |
SHA-256
Default
#define CRYPTO_CONFIG_SHA256_OPTIMIZE 0
Override
To define a non-default value, define this symbol in CRYPTO_Conf.h.
Description
Set this preprocessor symbol to zero to optimize the SHA-256 hash
functions for size rather than for speed. When optimized for speed,
the SHA-256 function is open coded and faster, but is significantly
larger.
Profile
The following table shows required context size, lookup table (LUT) size,
and code size in kilobytes for each configuration value. All values are
approximate and for a Cortex-M3 processor.
Setting | Context size | LUT | LUT size | Code size | | Total size |
0 | 0.17 KB | Flash | 0.3 KB | 0.5 KB | | 0.8 KB |
1 | 0.17 KB | - | - | 7.7 KB | | 7.7 KB |
SHA-512
Default
#define CRYPTO_CONFIG_SHA512_OPTIMIZE 0
Override
To define a non-default value, define this symbol in CRYPTO_Conf.h.
Description
Set this preprocessor symbol to zero to optimize the SHA-512 hash
functions for size rather than for speed. When optimized for speed,
the SHA-512 function is open coded and faster, but is significantly
larger.
Profile
The following table shows required context size, lookup table (LUT) size,
and code size in kilobytes for each configuration value. All values are
approximate and for a Cortex-M3 processor.
Setting | Context size | LUT | LUT size | Code size | | Total size |
0 | 0.20 KB | Flash | 0.7 KB | 1.1 KB | | 1.8 KB |
1 | 0.20 KB | Flash | 0.7 KB | 10.3 KB | | 11.0 KB |
2 | 0.20 KB | Flash | 0.1 KB | 41.5 KB | | 41.6 KB |
This chapter describes the memory requirements and performance of emSecure-RSA.
RSA sign and verify performance can be benchmarked with the application
SECURE_RSA_Bench_Performance.c.
The following is the output for the Cortex-M4 on a SEGGER emPower board:
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA Performance Benchmark compiled May 19 2017 09:24:12
Compiler: clang 4.0.0 (tags/RELEASE_400/final)
System: Processor speed = 168.000 MHz
Config: CRYPTO_VERSION = 20000 [2.00]
Config: SECURE_RSA_VERSION = 23000 [2.30]
Config: CRYPTO_MPI_BITS_PER_LIMB = 32
Config: SECURE_RSA_MAX_KEY_LENGTH = 2048 bits
Sign/Verify Performance
=======================
+----------+----------+----------+----------+
| Modulus | Message | Sign | Verify |
| /bits | /bytes | /ms | /ms |
+----------+----------+----------+----------+
| 512 | 0 | 32.03 | 1.95 |
| 512 | 1024 | 32.19 | 2.22 |
| 512 | 102400 | 55.16 | 25.22 |
+----------+----------+----------+----------+
| 1024 | 0 | 146.71 | 5.05 |
| 1024 | 1024 | 147.00 | 5.32 |
| 1024 | 102400 | 169.83 | 28.33 |
+----------+----------+----------+----------+
| 2048 | 0 | 847.00 | 17.61 |
| 2048 | 1024 | 846.00 | 17.82 |
| 2048 | 102400 | 869.00 | 40.76 |
+----------+----------+----------+----------+
Benchmark complete
/*********************************************************************
* SEGGER Microcontroller GmbH *
* The Embedded Experts *
**********************************************************************
* *
* (c) 2003 - 2019 SEGGER Microcontroller GmbH *
* *
* www.segger.com Support: support@segger.com *
* *
**********************************************************************
-------------------------- END-OF-HEADER -----------------------------
File : SECURE_RSA_Bench_Performance.c
Purpose : Benchmark emSecure-RSA performance.
Additional information:
Preparations:
None.
Expected behavior:
Measures the sign and verify performance using RSA signatures.
For more detailed information see the emSecure RSA manual.
Sample output:
(c) 2014-2018 SEGGER Microcontroller GmbH www.segger.com
emSecure-RSA Performance Benchmark compiled Jan 28 2019 14:11:32
Compiler: gcc 7.3.1
System: Processor speed = 204.000 MHz
Config: CRYPTO_VERSION = 23000 [2.30]
Config: SECURE_RSA_VERSION = 23800 [2.38]
Config: CRYPTO_MPI_BITS_PER_LIMB = 32
Config: SECURE_RSA_MAX_KEY_LENGTH = 2048 bits
Config: SECURE_RSA_HASH_FUNCTION = SHA1
Config: SECURE_RSA_SIGNATURE_SCHEME = PSS
Sign/Verify Performance
=======================
+----------+----------+----------+----------+
| Modulus | Message | Sign | Verify |
| /bits | /bytes | /ms | /ms |
+----------+----------+----------+----------+
| 512 | 0 | 26.49 | 1.89 |
| 512 | 1024 | 26.73 | 2.27 |
| 512 | 102400 | 59.58 | 35.15 |
+----------+----------+----------+----------+
| 1024 | 0 | 136.93 | 5.40 |
| 1024 | 1024 | 137.16 | 5.77 |
| 1024 | 102400 | 169.98 | 38.68 |
+----------+----------+----------+----------+
| 2048 | 0 | 882.76 | 20.64 |
| 2048 | 1024 | 881.14 | 20.94 |
| 2048 | 102400 | 914.51 | 53.77 |
+----------+----------+----------+----------+
Benchmark complete
STOP.
*/
/*********************************************************************
*
* #include section
*
**********************************************************************
*/
#include "SECURE_RSA.h"
#include "SECURE_RSA_PrivateKey_512b.h"
#include "SECURE_RSA_PrivateKey_1024b.h"
#include "SECURE_RSA_PrivateKey_2048b.h"
#include "SECURE_RSA_PublicKey_512b.h"
#include "SECURE_RSA_PublicKey_1024b.h"
#include "SECURE_RSA_PublicKey_2048b.h"
#include "SEGGER_SYS.h"
/*********************************************************************
*
* Defines, fixed
*
**********************************************************************
*/
#define STRINGIZE(X) #X
#define STRINGIZEX(X) STRINGIZE(X)
/*********************************************************************
*
* Local data types
*
**********************************************************************
*/
typedef struct {
const CRYPTO_RSA_PRIVATE_KEY * pPrivateKey;
const CRYPTO_RSA_PUBLIC_KEY * pPublicKey;
const U8 * pMesssage;
unsigned MessageLen;
} BENCH_PARA;
/*********************************************************************
*
* Static const data
*
**********************************************************************
*/
static const U8 _aMessage_100k[100*1024] = {
0x00,
};
static const BENCH_PARA _aBenchKeys[] = {
{ &_SECURE_RSA_PrivateKey_512b, &_SECURE_RSA_PublicKey_512b, _aMessage_100k, 0u },
{ &_SECURE_RSA_PrivateKey_512b, &_SECURE_RSA_PublicKey_512b, _aMessage_100k, 1024u },
{ &_SECURE_RSA_PrivateKey_512b, &_SECURE_RSA_PublicKey_512b, _aMessage_100k, 100*1024u },
{ NULL, NULL, NULL, 0u },
{ &_SECURE_RSA_PrivateKey_1024b, &_SECURE_RSA_PublicKey_1024b, _aMessage_100k, 0u },
{ &_SECURE_RSA_PrivateKey_1024b, &_SECURE_RSA_PublicKey_1024b, _aMessage_100k, 1024u },
{ &_SECURE_RSA_PrivateKey_1024b, &_SECURE_RSA_PublicKey_1024b, _aMessage_100k, 100*1024u },
{ NULL, NULL, NULL, 0u },
{ &_SECURE_RSA_PrivateKey_2048b, &_SECURE_RSA_PublicKey_2048b, _aMessage_100k, 0u },
{ &_SECURE_RSA_PrivateKey_2048b, &_SECURE_RSA_PublicKey_2048b, _aMessage_100k, 1024u },
{ &_SECURE_RSA_PrivateKey_2048b, &_SECURE_RSA_PublicKey_2048b, _aMessage_100k, 100*1024u }
};
/*********************************************************************
*
* Static data
*
**********************************************************************
*/
static union {
//
// Temporary memory used for signing
//
CRYPTO_MPI_LIMB aWs[5][CRYPTO_MPI_LIMBS_REQUIRED(SECURE_RSA_MAX_KEY_LENGTH) + 2];
//
// Temporary memory used for verifing
//
CRYPTO_MPI_LIMB aWv[4][(CRYPTO_MPI_LIMBS_REQUIRED(SECURE_RSA_MAX_KEY_LENGTH*2) + 2)];
} _Workspace;
/*********************************************************************
*
* Static code
*
**********************************************************************
*/
/*********************************************************************
*
* _ConvertTicksToSeconds()
*
* Function description
* Convert ticks to seconds.
*
* Parameters
* Ticks - Number of ticks reported by SEGGER_SYS_OS_GetTimer().
*
* Return value
* Number of seconds corresponding to tick.
*/
static float _ConvertTicksToSeconds(U64 Ticks) {
return SEGGER_SYS_OS_ConvertTicksToMicros(Ticks) / 1000000.0f;
}
/*********************************************************************
*
* _BenchmarkSignVerify()
*
* Function description
* Count the number of signs and verifies completed in one second.
*
* Parameters
* pPara - Pointer to benchmark parameters.
*/
static void _BenchmarkSignVerify(const BENCH_PARA *pPara) {
U8 aSignature[270];
U64 OneSecond;
U64 T0;
U64 Elapsed;
int SignatureLen;
int Loops;
int Status;
float Time;
SEGGER_MEM_CHUNK_HEAP Heap;
SEGGER_MEM_CONTEXT Context;
//
SEGGER_SYS_IO_Printf("| %8d | %8u | ",
CRYPTO_MPI_BitCount(&pPara->pPublicKey->N),
pPara->MessageLen);
//
Loops = 0;
OneSecond = SEGGER_SYS_OS_ConvertMicrosToTicks(1000000);
T0 = SEGGER_SYS_OS_GetTimer();
do {
SEGGER_MEM_CHUNK_HEAP_Init(&Context, &Heap, _Workspace.aWs, SEGGER_COUNTOF(_Workspace.aWs), sizeof(_Workspace.aWs[0]));
SignatureLen = SECURE_RSA_SignEx(pPara->pPrivateKey,
NULL, 0,
pPara->pMesssage, pPara->MessageLen,
aSignature, sizeof(aSignature),
&Context);
Elapsed = SEGGER_SYS_OS_GetTimer() - T0;
++Loops;
} while (SignatureLen >= 0 && Elapsed < OneSecond);
//
Time = 1000.0f * _ConvertTicksToSeconds(Elapsed) / Loops;
if (SignatureLen < 0) {
SEGGER_SYS_IO_Printf("%8s | ", "-Fail-");
} else {
SEGGER_SYS_IO_Printf("%8.2f | ", Time);
}
//
if (SignatureLen < 0) {
SEGGER_SYS_IO_Printf("%8s |\n", "-Skip-");
} else {
Loops = 0;
OneSecond = SEGGER_SYS_OS_ConvertMicrosToTicks(1000000);
T0 = SEGGER_SYS_OS_GetTimer();
do {
SEGGER_MEM_CHUNK_HEAP_Init(&Context, &Heap, _Workspace.aWv, SEGGER_COUNTOF(_Workspace.aWv), sizeof(_Workspace.aWv[0]));
Status = SECURE_RSA_VerifyEx(pPara->pPublicKey,
NULL, 0,
pPara->pMesssage, pPara->MessageLen,
aSignature, SignatureLen,
&Context);
Elapsed = SEGGER_SYS_OS_GetTimer() - T0;
++Loops;
} while (Status >= 0 && Elapsed < OneSecond);
//
Time = 1000.0f * _ConvertTicksToSeconds(Elapsed) / Loops;
if (Status <= 0) {
SEGGER_SYS_IO_Printf("%8s |\n", "-Fail-");
} else {
SEGGER_SYS_IO_Printf("%8.2f |\n", Time);
}
}
}
/*********************************************************************
*
* Public code
*
**********************************************************************
*/
/*********************************************************************
*
* MainTask()
*
* Function description
* Main entry point for application to run all the tests.
*/
void MainTask(void);
void MainTask(void) {
unsigned i;
//
SECURE_RSA_Init();
SEGGER_SYS_Init();
//
SEGGER_SYS_IO_Printf("\n");
SEGGER_SYS_IO_Printf("%s www.segger.com\n", SECURE_RSA_GetCopyrightText());
SEGGER_SYS_IO_Printf("emSecure-RSA Performance Benchmark compiled " __DATE__ " " __TIME__ "\n\n");
//
SEGGER_SYS_IO_Printf("Compiler: %s\n", SEGGER_SYS_GetCompiler());
if (SEGGER_SYS_GetProcessorSpeed() > 0) {
SEGGER_SYS_IO_Printf("System: Processor speed = %.3f MHz\n",
(float)SEGGER_SYS_GetProcessorSpeed() / 1000000.0f);
}
SEGGER_SYS_IO_Printf("Config: CRYPTO_VERSION = %u [%s]\n", CRYPTO_VERSION, CRYPTO_GetVersionText());
SEGGER_SYS_IO_Printf("Config: SECURE_RSA_VERSION = %u [%s]\n", SECURE_RSA_VERSION, SECURE_RSA_GetVersionText());
SEGGER_SYS_IO_Printf("Config: CRYPTO_MPI_BITS_PER_LIMB = %u\n", CRYPTO_MPI_BITS_PER_LIMB);
SEGGER_SYS_IO_Printf("Config: SECURE_RSA_MAX_KEY_LENGTH = %u bits\n", SECURE_RSA_MAX_KEY_LENGTH);
SEGGER_SYS_IO_Printf("Config: SECURE_RSA_HASH_FUNCTION = %s\n", STRINGIZEX(SECURE_RSA_HASH_FUNCTION));
SEGGER_SYS_IO_Printf("Config: SECURE_RSA_SIGNATURE_SCHEME = %s\n", STRINGIZEX(SECURE_RSA_SIGNATURE_SCHEME));
SEGGER_SYS_IO_Printf("\n");
//
SEGGER_SYS_IO_Printf("Sign/Verify Performance\n");
SEGGER_SYS_IO_Printf("=======================\n\n");
//
SEGGER_SYS_IO_Printf("+----------+----------+----------+----------+\n");
SEGGER_SYS_IO_Printf("| Modulus | Message | Sign | Verify |\n");
SEGGER_SYS_IO_Printf("| /bits | /bytes | /ms | /ms |\n");
SEGGER_SYS_IO_Printf("+----------+----------+----------+----------+\n");
for (i = 0; i < SEGGER_COUNTOF(_aBenchKeys); ++i) {
if (_aBenchKeys[i].pPublicKey == NULL) {
SEGGER_SYS_IO_Printf("+----------+----------+----------+----------+\n");
} else {
_BenchmarkSignVerify(&_aBenchKeys[i]);
}
}
SEGGER_SYS_IO_Printf("+----------+----------+----------+----------+\n");
SEGGER_SYS_IO_Printf("\n");
//
SEGGER_SYS_IO_Printf("Benchmark complete\n");
SEGGER_SYS_OS_PauseBeforeHalt();
SEGGER_SYS_OS_Halt(0);
}
/*************************** End of file ****************************/
The following table lists the memory requirements of emSecure-RSA configured
for operation with a 2048 bit key. There are two components to the ROM
use, one for the emSecure-RSA code and one for the emCrypt component that
can be shared with other security products such as emSecure-ECDSA, emSSL,
and emSSH.
Process | ROM (SECURE) | ROM (CRYPTO) | Total ROM | Static RAM | Stack |
Sign only | 0.21 KB | 5.42 KB | 5.63 KB | 0.01 KB | 2.12 KB |
Verify only | 0.21 KB | 4.35 KB | 4.56 KB | 0.01 KB | 2.93 KB |
Sign and verify | 0.34 KB | 5.70 KB | 6.04 KB | 0.01 KB | 2.93 KB |
Test configuration:
- SEGGER Embedded Studio 3.20
- Cortex-M4 microcontroller running at 168 MHz (SEGGER emPower).
Frequently asked questions
- I want to prevent copying a whole firmware from one product hardware to another cloned one. How can I prevent it to be run from the cloned version with emSecure?
- Nearly every modern MCU includes a unique ID, which is different on every device.
When the signature covers this UID it is only valid on one single device and cannot be run on a cloned or copied product. The firmware can verify the signature at boot-time.
- I added a digital signature to my product. Where should I verify it?
- Signature verification can be done in-product or off-product. With in-product verification the firmware for example verifies the digital signature at boot-time and refuses to run when the signature cannot be verified. With off-product verification an external application, e.g. a PC application communicating with the device,
reads the signature and data from the product and verifies it.
- I want my product to only run genuine firmware images. How can I achieve this with emSecure?
- To make sure a firmware image is genuine, the complete image can be signed with
a digital signature. Like when using a CRC for integrity checks, the signature is
sent with the firmware data upon a firmware update. The application or bootloader
programming the firmware onto the device validates the firmware data with its
signature. The signature can only be generated with the private key and should be
provided by the developer with the firmware data.
- I am providing additional licenses for my product which shall be locked to a specific user or computer. Can I generate license keys with emSecure?
- Yes. emSecure can generate unique license keys for any data, like a computer ID,
a user name, e-mail address or any other data.
- My product is sending data to a computer application. Can I make sure the computer application is getting data only from my product with emSecure?
- Yes. In this case the product is used to sign the data and the computer applications verifies it. To prevent the private key from being read from the product it
might be stored encrypted on the product or in the application and decrypted prior
to signing the data.
Reference
Technical background
emSecure makes use of the RSA-PSS signature scheme, following the “hash-then-sign” paradigm.
A hash of the data to be signed is generated and transformed to create
an encoded message which is as long as the private key modulus length.
The encoded message is then RSA encrypted.
On verification the message is decrypted again, the encoded message is
checked for consistency and the hash is compared with the hash
generated from the data to be verified.
emSecure Signing Technical Details
The emSecure signing operation starts by using a secure hash algorithm
(SHA1) to generate a hash from the original data. Then using the 2kbit
RSA private key along with the hash a digital signature is generated
using RSA encryption.
![Signing theory Signing theory](data:;base64,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)
emSecure Verification Technical Details:
The emSecure verification process starts with the data one wishes to
verify and the digital signature which was created from the original
file. A hash file is generated for the unverified data. The public
key and RSA decryption is used to generate the original hash and then
compared to verify whether the data file is genuine.
![Verification theory Verification theory](data:;base64,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)
RSA
RSA (named after Ron Rivest, Adi Shamir and Leonard Adleman) is the first published
asymmetric public-key cryptosystem algorithm.
RSA uses a set of two keys. One key, the public key, for encryption of data and
verification of digital signatures, the other key, the private key, for decrypting
and digitally signing data.
RSA keys are generated using two large prime numbers (P and Q). With
the knowledge of the public key, consisting of the product of the two prime
factors (the modulus, N) and an auxiliary value (E) it is possible to
encrypt a message which can then only be decrypted with the private key, but
due to the problem of factoring a number with large enough prime factors,
there is no known efficient method to get the private key’s value (D)
or the two primes from the public key, when the prime factors are kept secret.
For emSecure-RSA, the modulus (N) can be chosen to be of a width between
512 and 4096 bits. In practice RSA is presumed to be safe if N is large
enough. In 2010 an RSA modulus of 768 bits has been factorized, there is no
known factorization of a higher number.
A modulus of 1024 bits is graded as commercial grade, whereas a 2048 bit
modulus is of military grade. Both widths are presumed to be safe for now.
RSA is often used in hybrid cryptosystems because it is known to be 1,000 times
slower than symmetric algorithms such as AES. Therefore RSA is used to exchange
the encrypted password or initialization vector for symmetric encrypted
communication.
Encryption algorithm | Decryption algorithm |
c = m^E mod(N) | m = c^D mod(N) |
m: Message c: Ciphertext
E: Public value D: Private value N: Modulus (P*Q)
Signature scheme
PKCS #1
PKCS #1, the Public-Key Cryptography Standards, is the first set of standards for
cryptography, published by RSA Laboratories. It describes the definitions and recommendations
for RSA as well as the properties of public and private keys, primitive operations and secure
cryptographic schemes.
RSA-PSS is part of PKCS #1 V2.1.
http://www.ietf.org/rfc/rfc3447.txt
RSA-PSS
RSA-PSS is a signature scheme based on RSA that provides secure digital signatures.
PSS refers to the Probabilistic Signature Scheme by Mihir Bellare and Phillip Rogaway.
RSA-PSS follows the “hash-then-sign” paradigm. Instead of encrypting a message,
the hash value of the message is encrypted.
A signature is generated in three steps:
- Generate a hash H from the message M to be signed (using an approved hashing algorithm such as SHA-1, SHA-256, SHA-512).
- Transform H and the optional salt salt to generate the encrypted message EM (using the hashing algorithm and a mask generation function).
- Encrypt EM with the private key, creating the signature S (using RSA).
It is verified in the same way:
- Generate a hash H’ from the message to be verified.
- Decrypt the signature S to recover EM.
- Verify EM is valid and consistent.
- Verify that EM is a valid transformation of H’.
- Optionally recover salt from EM.
SHA-1
SHA, Secure Hash Algorithm, is a set of cryptographic hash functions.
The hash functions were designed by the U.S. National Security Agency (NSA) and NIST as a Federal Information Processing Standard (FIPS).
Secure Hash Algorithms are used to create a unique hash value for any message
which is used as the base for digital signatures and provides the integrity of a message.
This requires the collision resistance of hash values, the should be practically no two different
messages with the same hash value.
SHA-1 produces a 160-bit secure hash of a message of up to 2^64 - 1 bits.
MGF
MGF, a Mask Generation Function, creates an output string of a desired length from an input of variable length.
The output is completely determined by the input and should be pseudo-random.
MGF1, used in the RSA-PSS signature scheme is a mask generation function based on a hash function.
Appendix
Example key pair
The example key pair was generated with emKeyGen, default settings (2048 bit key, proven primes),
and the pass phrase “SEGGER - The Embedded Experts”.
C:> emKeyGenRSA -pw "SEGGER - The Embedded Experts" -k SECURE_RSA_Expert_Key
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA KeyGen V2.38 compiled May 18 2017 11:51:53
Generating proven prime key pair with public modulus of 2048 bits
Public encryption exponent is set to 65537
Initial seed is 0xADBE961296F573AD2FA65468E1A8837D
Checking keys are consistent: OK
Writing public key file SECURE_RSA_Expert_Key.pub.
Writing private key file SECURE_RSA_Expert_Key.prv.
C:> _
The two files that are written contain the public key and the private key, together
making a matched key pair. The private key is required when signing some data and must
be kept private and secure. The public key is required when verifying some signed
data and can be distributed without concern for privacy.
The keys are converted to compilable form using emPrintKey:
C:> emPrintKeyRSA SECURE_RSA_Expert_Key.prv -p _SECURE_RSA_PrivateKey_Expert \
>SECURE_RSA_PrivateKey_Expert.h
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA PrintKey V2.38 compiled May 17 2017 10:43:55
Probing file to determine type of key
C:> emPrintKeyRSA SECURE_RSA_Expert_Key.pub -p _SECURE_RSA_PublicKey_Expert \
>SECURE_RSA_PublicKey_Expert.h
(c) 2014-2018 SEGGER Microcontroller GmbH & Co. KG www.segger.com
emSecure-RSA PrintKey V2.38 compiled May 17 2017 10:43:55
Probing file to determine type of key
C:> _
The generated source files are shown in the following sections.
SECURE_RSA_PrivateKey_Expert.h listing
static const CRYPTO_MPI_LIMB _SECURE_RSA_PrivateKey_Expert_D_aLimbs[] = {
CRYPTO_MPI_LIMB_DATA4(0xC1, 0x0E, 0x67, 0x6C),
CRYPTO_MPI_LIMB_DATA4(0xDE, 0xF0, 0x5E, 0x22),
CRYPTO_MPI_LIMB_DATA4(0x90, 0xBC, 0xCC, 0xA8),
CRYPTO_MPI_LIMB_DATA4(0x28, 0xA3, 0x0A, 0x05),
CRYPTO_MPI_LIMB_DATA4(0x5C, 0x2A, 0xB6, 0x7E),
CRYPTO_MPI_LIMB_DATA4(0xC2, 0xD5, 0xA3, 0xEC),
CRYPTO_MPI_LIMB_DATA4(0x1B, 0x77, 0x80, 0x55),
CRYPTO_MPI_LIMB_DATA4(0xAB, 0x78, 0xC6, 0x40),
CRYPTO_MPI_LIMB_DATA4(0xFA, 0xC3, 0x0B, 0x9A),
CRYPTO_MPI_LIMB_DATA4(0x66, 0x8B, 0x8A, 0xB2),
CRYPTO_MPI_LIMB_DATA4(0x0D, 0x88, 0x68, 0x4B),
CRYPTO_MPI_LIMB_DATA4(0x3A, 0xFE, 0xC0, 0x75),
CRYPTO_MPI_LIMB_DATA4(0x4B, 0x80, 0x92, 0xF5),
CRYPTO_MPI_LIMB_DATA4(0x4D, 0x14, 0xA2, 0xC9),
CRYPTO_MPI_LIMB_DATA4(0x98, 0x50, 0xE0, 0x47),
CRYPTO_MPI_LIMB_DATA4(0x33, 0x39, 0x79, 0xE3),
CRYPTO_MPI_LIMB_DATA4(0x7E, 0x67, 0x85, 0x4D),
CRYPTO_MPI_LIMB_DATA4(0x12, 0xDE, 0xE9, 0xCD),
CRYPTO_MPI_LIMB_DATA4(0x54, 0xF3, 0x95, 0xB9),
CRYPTO_MPI_LIMB_DATA4(0xFA, 0xC0, 0x2A, 0x7A),
CRYPTO_MPI_LIMB_DATA4(0xEC, 0x5B, 0x9F, 0x7E),
CRYPTO_MPI_LIMB_DATA4(0x35, 0xCA, 0x31, 0xF1),
CRYPTO_MPI_LIMB_DATA4(0x7F, 0x4A, 0x7E, 0xC3),
CRYPTO_MPI_LIMB_DATA4(0xD9, 0xFF, 0xC9, 0x1E),
CRYPTO_MPI_LIMB_DATA4(0xF7, 0x68, 0x5F, 0x06),
CRYPTO_MPI_LIMB_DATA4(0xCF, 0x2A, 0x1A, 0x25),
CRYPTO_MPI_LIMB_DATA4(0xF7, 0x22, 0x21, 0x6E),
CRYPTO_MPI_LIMB_DATA4(0x42, 0xDF, 0xE9, 0xF2),
CRYPTO_MPI_LIMB_DATA4(0x70, 0x10, 0xC3, 0x33),
CRYPTO_MPI_LIMB_DATA4(0xB1, 0xAC, 0x2A, 0x0C),
CRYPTO_MPI_LIMB_DATA4(0x8E, 0x9C, 0x9E, 0x5B),
CRYPTO_MPI_LIMB_DATA4(0x30, 0xE0, 0x58, 0x17),
CRYPTO_MPI_LIMB_DATA4(0x6D, 0x51, 0xB9, 0x00),
CRYPTO_MPI_LIMB_DATA4(0xD9, 0x7E, 0xC9, 0xEE),
CRYPTO_MPI_LIMB_DATA4(0xAA, 0x4B, 0xCC, 0xD6),
CRYPTO_MPI_LIMB_DATA4(0x47, 0x6C, 0xDC, 0xBA),
CRYPTO_MPI_LIMB_DATA4(0x3C, 0x6E, 0x52, 0x88),
CRYPTO_MPI_LIMB_DATA4(0xF3, 0xC0, 0x76, 0xA8),
CRYPTO_MPI_LIMB_DATA4(0xE7, 0x23, 0x27, 0x61),
CRYPTO_MPI_LIMB_DATA4(0xB9, 0x20, 0x33, 0x4B),
CRYPTO_MPI_LIMB_DATA4(0x08, 0x8D, 0xEF, 0x36),
CRYPTO_MPI_LIMB_DATA4(0x1C, 0x63, 0x9F, 0x9E),
CRYPTO_MPI_LIMB_DATA4(0xF5, 0xA2, 0xDF, 0x11),
CRYPTO_MPI_LIMB_DATA4(0x5D, 0xDC, 0xE1, 0x11),
CRYPTO_MPI_LIMB_DATA4(0x24, 0xBE, 0x2E, 0xAD),
CRYPTO_MPI_LIMB_DATA4(0xD3, 0xB3, 0xC1, 0xDA),
CRYPTO_MPI_LIMB_DATA4(0xF4, 0xC8, 0x22, 0xC0),
CRYPTO_MPI_LIMB_DATA4(0xE6, 0x17, 0x54, 0xF5),
CRYPTO_MPI_LIMB_DATA4(0xAD, 0xCF, 0x94, 0xB9),
CRYPTO_MPI_LIMB_DATA4(0x92, 0xB9, 0xD5, 0x25),
CRYPTO_MPI_LIMB_DATA4(0x7A, 0xE7, 0xEC, 0x7B),
CRYPTO_MPI_LIMB_DATA4(0x64, 0xE6, 0xEB, 0x0C),
CRYPTO_MPI_LIMB_DATA4(0x70, 0xBD, 0x63, 0xA4),
CRYPTO_MPI_LIMB_DATA4(0x44, 0xA9, 0x49, 0x03),
CRYPTO_MPI_LIMB_DATA4(0x74, 0x21, 0x0B, 0x79),
CRYPTO_MPI_LIMB_DATA4(0xED, 0xFA, 0x1A, 0xFC),
CRYPTO_MPI_LIMB_DATA4(0x38, 0x7F, 0x11, 0x3A),
CRYPTO_MPI_LIMB_DATA4(0x81, 0xD2, 0x08, 0xFE),
CRYPTO_MPI_LIMB_DATA4(0x8D, 0xCB, 0x5C, 0x5B),
CRYPTO_MPI_LIMB_DATA4(0xBF, 0x06, 0x99, 0x0D),
CRYPTO_MPI_LIMB_DATA4(0xD8, 0xF0, 0xBD, 0xBA),
CRYPTO_MPI_LIMB_DATA4(0x4D, 0x93, 0x35, 0xF3),
CRYPTO_MPI_LIMB_DATA4(0xAA, 0x2F, 0xAA, 0x48),
CRYPTO_MPI_LIMB_DATA4(0xEC, 0x64, 0xDA, 0x10)
};
static const CRYPTO_MPI_LIMB _SECURE_RSA_PrivateKey_Expert_P_aLimbs[] = {
CRYPTO_MPI_LIMB_DATA4(0xB7, 0x0E, 0x63, 0x39),
CRYPTO_MPI_LIMB_DATA4(0x88, 0x90, 0x46, 0xFE),
CRYPTO_MPI_LIMB_DATA4(0xA7, 0xB4, 0x02, 0x91),
CRYPTO_MPI_LIMB_DATA4(0xE0, 0x82, 0xD0, 0x45),
CRYPTO_MPI_LIMB_DATA4(0x6F, 0x66, 0x49, 0x71),
CRYPTO_MPI_LIMB_DATA4(0x76, 0xE6, 0xC2, 0xEB),
CRYPTO_MPI_LIMB_DATA4(0x36, 0x00, 0xAF, 0xF8),
CRYPTO_MPI_LIMB_DATA4(0x91, 0xC7, 0x02, 0x76),
CRYPTO_MPI_LIMB_DATA4(0xA4, 0x72, 0xBB, 0x3C),
CRYPTO_MPI_LIMB_DATA4(0xD8, 0xC8, 0x48, 0x9E),
CRYPTO_MPI_LIMB_DATA4(0x09, 0xF5, 0xD7, 0x8F),
CRYPTO_MPI_LIMB_DATA4(0xAE, 0x5E, 0x10, 0xE8),
CRYPTO_MPI_LIMB_DATA4(0xDB, 0x6D, 0xD4, 0x90),
CRYPTO_MPI_LIMB_DATA4(0xD5, 0x0D, 0x20, 0xAB),
CRYPTO_MPI_LIMB_DATA4(0x0A, 0xC3, 0x18, 0xB1),
CRYPTO_MPI_LIMB_DATA4(0xF6, 0x01, 0x67, 0xA6),
CRYPTO_MPI_LIMB_DATA4(0xE9, 0x90, 0x4E, 0x7F),
CRYPTO_MPI_LIMB_DATA4(0xFA, 0x2B, 0xA6, 0x87),
CRYPTO_MPI_LIMB_DATA4(0x26, 0xEF, 0x83, 0xA0),
CRYPTO_MPI_LIMB_DATA4(0x6B, 0x73, 0xA8, 0xD4),
CRYPTO_MPI_LIMB_DATA4(0x8F, 0xF8, 0x9F, 0x78),
CRYPTO_MPI_LIMB_DATA4(0x20, 0xEE, 0x7A, 0x5C),
CRYPTO_MPI_LIMB_DATA4(0x69, 0x53, 0xA2, 0xDE),
CRYPTO_MPI_LIMB_DATA4(0x66, 0xAE, 0x8C, 0x07),
CRYPTO_MPI_LIMB_DATA4(0x1A, 0x15, 0x97, 0x81),
CRYPTO_MPI_LIMB_DATA4(0xE2, 0x1D, 0x42, 0x41),
CRYPTO_MPI_LIMB_DATA4(0xE9, 0xD2, 0x37, 0x0B),
CRYPTO_MPI_LIMB_DATA4(0x8A, 0xD7, 0xC1, 0x5A),
CRYPTO_MPI_LIMB_DATA4(0x6C, 0x51, 0xC6, 0xBF),
CRYPTO_MPI_LIMB_DATA4(0x87, 0xAB, 0x25, 0xEB),
CRYPTO_MPI_LIMB_DATA4(0x62, 0x57, 0x56, 0xC4),
CRYPTO_MPI_LIMB_DATA4(0x22, 0xA8, 0x49, 0xD2)
};
static const CRYPTO_MPI_LIMB _SECURE_RSA_PrivateKey_Expert_Q_aLimbs[] = {
CRYPTO_MPI_LIMB_DATA4(0x89, 0x0C, 0x90, 0x27),
CRYPTO_MPI_LIMB_DATA4(0x48, 0xE4, 0xEA, 0xFD),
CRYPTO_MPI_LIMB_DATA4(0x1D, 0xFC, 0x5A, 0x33),
CRYPTO_MPI_LIMB_DATA4(0x08, 0x07, 0x44, 0x5A),
CRYPTO_MPI_LIMB_DATA4(0xB9, 0xFA, 0x0C, 0x4A),
CRYPTO_MPI_LIMB_DATA4(0x63, 0x4D, 0x9C, 0x08),
CRYPTO_MPI_LIMB_DATA4(0xFB, 0x27, 0x44, 0xF2),
CRYPTO_MPI_LIMB_DATA4(0xA9, 0x72, 0x3D, 0x6F),
CRYPTO_MPI_LIMB_DATA4(0x37, 0xB0, 0xBF, 0xE6),
CRYPTO_MPI_LIMB_DATA4(0x18, 0xE9, 0x29, 0xA5),
CRYPTO_MPI_LIMB_DATA4(0xDF, 0xCA, 0x4E, 0xFB),
CRYPTO_MPI_LIMB_DATA4(0x9B, 0xC0, 0xFE, 0x84),
CRYPTO_MPI_LIMB_DATA4(0xB2, 0xDD, 0xDC, 0xDF),
CRYPTO_MPI_LIMB_DATA4(0x19, 0x6E, 0x50, 0x23),
CRYPTO_MPI_LIMB_DATA4(0xD3, 0xCD, 0x14, 0x67),
CRYPTO_MPI_LIMB_DATA4(0x1C, 0xC5, 0x8A, 0x7B),
CRYPTO_MPI_LIMB_DATA4(0x90, 0xFD, 0x79, 0x60),
CRYPTO_MPI_LIMB_DATA4(0xB1, 0x75, 0x54, 0x41),
CRYPTO_MPI_LIMB_DATA4(0x98, 0x44, 0xC5, 0x66),
CRYPTO_MPI_LIMB_DATA4(0x6C, 0x1F, 0xB7, 0x59),
CRYPTO_MPI_LIMB_DATA4(0x35, 0x9E, 0xC3, 0xCA),
CRYPTO_MPI_LIMB_DATA4(0xE4, 0xD4, 0xC5, 0x65),
CRYPTO_MPI_LIMB_DATA4(0xFB, 0x4C, 0x7E, 0xCF),
CRYPTO_MPI_LIMB_DATA4(0x15, 0x82, 0x06, 0xC8),
CRYPTO_MPI_LIMB_DATA4(0xE8, 0xB9, 0x12, 0x65),
CRYPTO_MPI_LIMB_DATA4(0xB8, 0x38, 0xE7, 0x57),
CRYPTO_MPI_LIMB_DATA4(0x48, 0x09, 0xF0, 0x9E),
CRYPTO_MPI_LIMB_DATA4(0x39, 0x6E, 0x81, 0xAD),
CRYPTO_MPI_LIMB_DATA4(0xF7, 0x80, 0x79, 0xA1),
CRYPTO_MPI_LIMB_DATA4(0xBC, 0xFD, 0x32, 0x2A),
CRYPTO_MPI_LIMB_DATA4(0x19, 0xC2, 0x62, 0x81),
CRYPTO_MPI_LIMB_DATA4(0x41, 0xA3, 0x73, 0xD8)
};
static const CRYPTO_MPI_LIMB _SECURE_RSA_PrivateKey_Expert_DP_aLimbs[] = {
CRYPTO_MPI_LIMB_DATA4(0x4B, 0xCF, 0xDB, 0xDC),
CRYPTO_MPI_LIMB_DATA4(0x52, 0x33, 0x3D, 0x8B),
CRYPTO_MPI_LIMB_DATA4(0x66, 0xC6, 0x20, 0x55),
CRYPTO_MPI_LIMB_DATA4(0x4E, 0x17, 0x39, 0xB4),
CRYPTO_MPI_LIMB_DATA4(0x56, 0xDD, 0x9B, 0x3B),
CRYPTO_MPI_LIMB_DATA4(0xE3, 0xEB, 0x1C, 0xC6),
CRYPTO_MPI_LIMB_DATA4(0xAB, 0x80, 0xDB, 0x79),
CRYPTO_MPI_LIMB_DATA4(0x57, 0x01, 0xE1, 0x47),
CRYPTO_MPI_LIMB_DATA4(0x1B, 0xCE, 0x75, 0x35),
CRYPTO_MPI_LIMB_DATA4(0xB7, 0xB5, 0x7D, 0x9A),
CRYPTO_MPI_LIMB_DATA4(0xE6, 0xF1, 0x6B, 0xEB),
CRYPTO_MPI_LIMB_DATA4(0x0D, 0x3A, 0x74, 0x0B),
CRYPTO_MPI_LIMB_DATA4(0x08, 0xDB, 0xB5, 0x84),
CRYPTO_MPI_LIMB_DATA4(0x96, 0x7D, 0xF5, 0x84),
CRYPTO_MPI_LIMB_DATA4(0x1E, 0x43, 0x8A, 0x84),
CRYPTO_MPI_LIMB_DATA4(0x84, 0x46, 0x05, 0xE0),
CRYPTO_MPI_LIMB_DATA4(0x84, 0x78, 0x63, 0xAD),
CRYPTO_MPI_LIMB_DATA4(0x72, 0xB6, 0x5D, 0xFB),
CRYPTO_MPI_LIMB_DATA4(0x8A, 0x29, 0x4A, 0x99),
CRYPTO_MPI_LIMB_DATA4(0xEC, 0x50, 0x7C, 0x54),
CRYPTO_MPI_LIMB_DATA4(0x1E, 0xD8, 0xE7, 0xC7),
CRYPTO_MPI_LIMB_DATA4(0x2D, 0x61, 0xAD, 0xBF),
CRYPTO_MPI_LIMB_DATA4(0x4E, 0x0D, 0x7E, 0x80),
CRYPTO_MPI_LIMB_DATA4(0x21, 0x7B, 0xAD, 0x85),
CRYPTO_MPI_LIMB_DATA4(0xAE, 0x1E, 0x95, 0xAF),
CRYPTO_MPI_LIMB_DATA4(0x9A, 0x0C, 0xAC, 0x09),
CRYPTO_MPI_LIMB_DATA4(0xE9, 0xA8, 0x4F, 0x77),
CRYPTO_MPI_LIMB_DATA4(0x3C, 0x1E, 0x05, 0x19),
CRYPTO_MPI_LIMB_DATA4(0x40, 0xAB, 0x71, 0x93),
CRYPTO_MPI_LIMB_DATA4(0x8D, 0xE9, 0xD1, 0x65),
CRYPTO_MPI_LIMB_DATA4(0x2F, 0x05, 0xD7, 0x8A),
CRYPTO_MPI_LIMB_DATA4(0x0F, 0x29, 0xD1, 0xCF)
};
static const CRYPTO_MPI_LIMB _SECURE_RSA_PrivateKey_Expert_DQ_aLimbs[] = {
CRYPTO_MPI_LIMB_DATA4(0x09, 0x75, 0x79, 0x77),
CRYPTO_MPI_LIMB_DATA4(0x06, 0x77, 0x27, 0x47),
CRYPTO_MPI_LIMB_DATA4(0xDA, 0x0C, 0x7D, 0x14),
CRYPTO_MPI_LIMB_DATA4(0x01, 0x34, 0x37, 0xA1),
CRYPTO_MPI_LIMB_DATA4(0x20, 0xAF, 0xB4, 0x9A),
CRYPTO_MPI_LIMB_DATA4(0x77, 0x2B, 0xAC, 0x60),
CRYPTO_MPI_LIMB_DATA4(0x34, 0x8B, 0x6D, 0x81),
CRYPTO_MPI_LIMB_DATA4(0xC4, 0x16, 0x9A, 0xDD),
CRYPTO_MPI_LIMB_DATA4(0x1A, 0xAC, 0x94, 0x5A),
CRYPTO_MPI_LIMB_DATA4(0x01, 0xDC, 0xF2, 0x0D),
CRYPTO_MPI_LIMB_DATA4(0x53, 0x94, 0x45, 0x35),
CRYPTO_MPI_LIMB_DATA4(0x9D, 0x40, 0xE2, 0x63),
CRYPTO_MPI_LIMB_DATA4(0xBB, 0x7B, 0x3D, 0xE5),
CRYPTO_MPI_LIMB_DATA4(0xD8, 0x13, 0x6F, 0xED),
CRYPTO_MPI_LIMB_DATA4(0x3E, 0xFB, 0x4F, 0xB1),
CRYPTO_MPI_LIMB_DATA4(0xD2, 0x77, 0x43, 0x00),
CRYPTO_MPI_LIMB_DATA4(0x15, 0x8C, 0xB2, 0x21),
CRYPTO_MPI_LIMB_DATA4(0x09, 0xBF, 0xBF, 0x17),
CRYPTO_MPI_LIMB_DATA4(0xA1, 0x94, 0xD9, 0x43),
CRYPTO_MPI_LIMB_DATA4(0x4D, 0x24, 0xCF, 0x5A),
CRYPTO_MPI_LIMB_DATA4(0x3E, 0x00, 0x8A, 0xE9),
CRYPTO_MPI_LIMB_DATA4(0xE9, 0x4A, 0x23, 0x06),
CRYPTO_MPI_LIMB_DATA4(0x8F, 0xB3, 0x33, 0x75),
CRYPTO_MPI_LIMB_DATA4(0x03, 0xF8, 0x67, 0x84),
CRYPTO_MPI_LIMB_DATA4(0xB3, 0xB2, 0xBC, 0xDC),
CRYPTO_MPI_LIMB_DATA4(0xD7, 0xA7, 0x92, 0x90),
CRYPTO_MPI_LIMB_DATA4(0x03, 0x01, 0xC6, 0x55),
CRYPTO_MPI_LIMB_DATA4(0x8A, 0xE7, 0x1C, 0xFB),
CRYPTO_MPI_LIMB_DATA4(0xB4, 0xA6, 0x48, 0xE1),
CRYPTO_MPI_LIMB_DATA4(0x25, 0xC2, 0x14, 0xA5),
CRYPTO_MPI_LIMB_DATA4(0xCF, 0x3A, 0xBF, 0x7D),
CRYPTO_MPI_LIMB_DATA4(0xEC, 0xC8, 0x5B, 0xCE)
};
static const CRYPTO_MPI_LIMB _SECURE_RSA_PrivateKey_Expert_QInv_aLimbs[] = {
CRYPTO_MPI_LIMB_DATA4(0x8E, 0xA6, 0xAC, 0x41),
CRYPTO_MPI_LIMB_DATA4(0x06, 0xDC, 0xEA, 0xBA),
CRYPTO_MPI_LIMB_DATA4(0x6D, 0xBF, 0xC2, 0x82),
CRYPTO_MPI_LIMB_DATA4(0x66, 0x2C, 0xBE, 0xBC),
CRYPTO_MPI_LIMB_DATA4(0x74, 0xA1, 0xE3, 0x3B),
CRYPTO_MPI_LIMB_DATA4(0x31, 0x10, 0x85, 0xE8),
CRYPTO_MPI_LIMB_DATA4(0x87, 0x19, 0x4D, 0xA1),
CRYPTO_MPI_LIMB_DATA4(0x47, 0x95, 0xAB, 0x2A),
CRYPTO_MPI_LIMB_DATA4(0x8B, 0x2F, 0xBD, 0x0E),
CRYPTO_MPI_LIMB_DATA4(0xAB, 0xF7, 0xCD, 0x2F),
CRYPTO_MPI_LIMB_DATA4(0xDB, 0x00, 0x24, 0x1C),
CRYPTO_MPI_LIMB_DATA4(0x9F, 0x56, 0xA7, 0xFF),
CRYPTO_MPI_LIMB_DATA4(0xFC, 0xB3, 0x67, 0xD9),
CRYPTO_MPI_LIMB_DATA4(0x24, 0xA5, 0x3C, 0x22),
CRYPTO_MPI_LIMB_DATA4(0xC3, 0xC1, 0xE9, 0xEE),
CRYPTO_MPI_LIMB_DATA4(0xDA, 0x45, 0x7B, 0xB6),
CRYPTO_MPI_LIMB_DATA4(0xA9, 0x0C, 0x26, 0xEB),
CRYPTO_MPI_LIMB_DATA4(0x29, 0xD3, 0xEA, 0x41),
CRYPTO_MPI_LIMB_DATA4(0x7C, 0x5E, 0x90, 0x45),
CRYPTO_MPI_LIMB_DATA4(0x30, 0xD0, 0xDB, 0x28),
CRYPTO_MPI_LIMB_DATA4(0x71, 0x69, 0x00, 0xD1),
CRYPTO_MPI_LIMB_DATA4(0xAB, 0x71, 0x55, 0xCF),
CRYPTO_MPI_LIMB_DATA4(0x6A, 0xC6, 0xEA, 0x7F),
CRYPTO_MPI_LIMB_DATA4(0x3B, 0x00, 0xD8, 0xC0),
CRYPTO_MPI_LIMB_DATA4(0xBE, 0x0D, 0x71, 0x4C),
CRYPTO_MPI_LIMB_DATA4(0xF4, 0x50, 0x25, 0xFB),
CRYPTO_MPI_LIMB_DATA4(0xB7, 0x96, 0x66, 0x13),
CRYPTO_MPI_LIMB_DATA4(0x4F, 0x12, 0x15, 0x34),
CRYPTO_MPI_LIMB_DATA4(0xD7, 0x18, 0xDA, 0x0F),
CRYPTO_MPI_LIMB_DATA4(0x4D, 0x2D, 0xDF, 0x47),
CRYPTO_MPI_LIMB_DATA4(0x8D, 0x6E, 0x1C, 0xCD),
CRYPTO_MPI_LIMB_DATA4(0x86, 0xE1, 0xA5, 0xAF)
};
static const CRYPTO_MPI_LIMB _SECURE_RSA_PrivateKey_Expert_N_aLimbs[] = {
CRYPTO_MPI_LIMB_DATA4(0xEF, 0x73, 0xA3, 0x82),
CRYPTO_MPI_LIMB_DATA4(0x05, 0x3A, 0x25, 0x1B),
CRYPTO_MPI_LIMB_DATA4(0xC6, 0x77, 0xFE, 0xAE),
CRYPTO_MPI_LIMB_DATA4(0x77, 0xFA, 0x56, 0x47),
CRYPTO_MPI_LIMB_DATA4(0xDC, 0x0B, 0x00, 0x91),
CRYPTO_MPI_LIMB_DATA4(0x08, 0x1D, 0x43, 0xDF),
CRYPTO_MPI_LIMB_DATA4(0xA1, 0x7A, 0xF6, 0xD9),
CRYPTO_MPI_LIMB_DATA4(0x0D, 0x15, 0x9E, 0x8A),
CRYPTO_MPI_LIMB_DATA4(0xD1, 0xE2, 0x20, 0x2E),
CRYPTO_MPI_LIMB_DATA4(0x4D, 0x1D, 0x54, 0x7C),
CRYPTO_MPI_LIMB_DATA4(0x66, 0xE7, 0x34, 0xFA),
CRYPTO_MPI_LIMB_DATA4(0xA1, 0xDF, 0x7F, 0xCE),
CRYPTO_MPI_LIMB_DATA4(0x82, 0xCF, 0x98, 0x02),
CRYPTO_MPI_LIMB_DATA4(0xC3, 0x8B, 0xCC, 0xC7),
CRYPTO_MPI_LIMB_DATA4(0x24, 0xA9, 0x08, 0x7E),
CRYPTO_MPI_LIMB_DATA4(0x3E, 0x50, 0x2D, 0xE0),
CRYPTO_MPI_LIMB_DATA4(0xF6, 0xCC, 0x2E, 0x51),
CRYPTO_MPI_LIMB_DATA4(0x82, 0x38, 0xA7, 0x1D),
CRYPTO_MPI_LIMB_DATA4(0x2D, 0x17, 0xB1, 0x6C),
CRYPTO_MPI_LIMB_DATA4(0x45, 0xEA, 0xA6, 0x6C),
CRYPTO_MPI_LIMB_DATA4(0x11, 0x4E, 0xFF, 0x69),
CRYPTO_MPI_LIMB_DATA4(0xA0, 0x98, 0x6B, 0x7D),
CRYPTO_MPI_LIMB_DATA4(0x12, 0x02, 0x60, 0x01),
CRYPTO_MPI_LIMB_DATA4(0x8A, 0xD0, 0x91, 0x1F),
CRYPTO_MPI_LIMB_DATA4(0x5E, 0xC7, 0x6D, 0x6E),
CRYPTO_MPI_LIMB_DATA4(0x6F, 0x6A, 0x8B, 0x8A),
CRYPTO_MPI_LIMB_DATA4(0xBE, 0xE7, 0x27, 0x4E),
CRYPTO_MPI_LIMB_DATA4(0xDA, 0x2F, 0x53, 0x1C),
CRYPTO_MPI_LIMB_DATA4(0xF1, 0xEB, 0x91, 0x90),
CRYPTO_MPI_LIMB_DATA4(0x62, 0xDA, 0x95, 0x20),
CRYPTO_MPI_LIMB_DATA4(0xC6, 0xF2, 0x4E, 0x67),
CRYPTO_MPI_LIMB_DATA4(0x0C, 0x6F, 0x27, 0x05),
CRYPTO_MPI_LIMB_DATA4(0x3F, 0xC6, 0x67, 0x2F),
CRYPTO_MPI_LIMB_DATA4(0x75, 0x49, 0xFB, 0xB7),
CRYPTO_MPI_LIMB_DATA4(0x31, 0x91, 0x5D, 0xC1),
CRYPTO_MPI_LIMB_DATA4(0x30, 0x59, 0xEC, 0xB0),
CRYPTO_MPI_LIMB_DATA4(0xC5, 0x6B, 0xB6, 0x7B),
CRYPTO_MPI_LIMB_DATA4(0x33, 0xBA, 0xE1, 0x31),
CRYPTO_MPI_LIMB_DATA4(0x59, 0x36, 0x5A, 0x1E),
CRYPTO_MPI_LIMB_DATA4(0xC0, 0x63, 0xBE, 0xD8),
CRYPTO_MPI_LIMB_DATA4(0x2C, 0x86, 0xD0, 0x00),
CRYPTO_MPI_LIMB_DATA4(0x9E, 0xA8, 0x70, 0x45),
CRYPTO_MPI_LIMB_DATA4(0xC0, 0xA2, 0xBA, 0xB1),
CRYPTO_MPI_LIMB_DATA4(0xC9, 0xB4, 0xD7, 0x6F),
CRYPTO_MPI_LIMB_DATA4(0xAB, 0x64, 0x52, 0x37),
CRYPTO_MPI_LIMB_DATA4(0xE1, 0xE2, 0xF5, 0xD0),
CRYPTO_MPI_LIMB_DATA4(0x5A, 0xA2, 0x9D, 0x46),
CRYPTO_MPI_LIMB_DATA4(0xF6, 0xE0, 0x5A, 0x9C),
CRYPTO_MPI_LIMB_DATA4(0xCC, 0x58, 0xD6, 0xEE),
CRYPTO_MPI_LIMB_DATA4(0x11, 0xB0, 0xCE, 0xF2),
CRYPTO_MPI_LIMB_DATA4(0x63, 0x15, 0xD8, 0x9A),
CRYPTO_MPI_LIMB_DATA4(0x59, 0x69, 0x05, 0x1C),
CRYPTO_MPI_LIMB_DATA4(0x1D, 0x22, 0x46, 0x7F),
CRYPTO_MPI_LIMB_DATA4(0x06, 0xAC, 0x10, 0xA6),
CRYPTO_MPI_LIMB_DATA4(0x40, 0x31, 0x25, 0xF5),
CRYPTO_MPI_LIMB_DATA4(0x3F, 0x09, 0xEA, 0x52),
CRYPTO_MPI_LIMB_DATA4(0xFE, 0x18, 0x0B, 0xBB),
CRYPTO_MPI_LIMB_DATA4(0x56, 0x25, 0x40, 0x3F),
CRYPTO_MPI_LIMB_DATA4(0x86, 0x44, 0x6B, 0x8F),
CRYPTO_MPI_LIMB_DATA4(0x11, 0xCE, 0xF4, 0xF8),
CRYPTO_MPI_LIMB_DATA4(0x56, 0x70, 0x7C, 0x78),
CRYPTO_MPI_LIMB_DATA4(0x28, 0xFE, 0xEB, 0xEA),
CRYPTO_MPI_LIMB_DATA4(0xB7, 0x1D, 0x51, 0x92),
CRYPTO_MPI_LIMB_DATA4(0x0E, 0x23, 0xCD, 0xB1)
};
static const CRYPTO_RSA_PRIVATE_KEY _SECURE_RSA_PrivateKey_Expert = {
{ CRYPTO_MPI_INIT_RO(_SECURE_RSA_PrivateKey_Expert_D_aLimbs) },
{ CRYPTO_MPI_INIT_RO(_SECURE_RSA_PrivateKey_Expert_P_aLimbs) },
{ CRYPTO_MPI_INIT_RO(_SECURE_RSA_PrivateKey_Expert_Q_aLimbs) },
{ CRYPTO_MPI_INIT_RO(_SECURE_RSA_PrivateKey_Expert_DP_aLimbs) },
{ CRYPTO_MPI_INIT_RO(_SECURE_RSA_PrivateKey_Expert_DQ_aLimbs) },
{ CRYPTO_MPI_INIT_RO(_SECURE_RSA_PrivateKey_Expert_QInv_aLimbs) },
{ CRYPTO_MPI_INIT_RO(_SECURE_RSA_PrivateKey_Expert_N_aLimbs) },
{ CRYPTO_MPI_INIT_RO_ZERO }
};
SECURE_RSA_PublicKey_Expert.h listing
static const CRYPTO_MPI_LIMB _SECURE_RSA_PublicKey_Expert_N_aLimbs[] = {
CRYPTO_MPI_LIMB_DATA4(0xEF, 0x73, 0xA3, 0x82),
CRYPTO_MPI_LIMB_DATA4(0x05, 0x3A, 0x25, 0x1B),
CRYPTO_MPI_LIMB_DATA4(0xC6, 0x77, 0xFE, 0xAE),
CRYPTO_MPI_LIMB_DATA4(0x77, 0xFA, 0x56, 0x47),
CRYPTO_MPI_LIMB_DATA4(0xDC, 0x0B, 0x00, 0x91),
CRYPTO_MPI_LIMB_DATA4(0x08, 0x1D, 0x43, 0xDF),
CRYPTO_MPI_LIMB_DATA4(0xA1, 0x7A, 0xF6, 0xD9),
CRYPTO_MPI_LIMB_DATA4(0x0D, 0x15, 0x9E, 0x8A),
CRYPTO_MPI_LIMB_DATA4(0xD1, 0xE2, 0x20, 0x2E),
CRYPTO_MPI_LIMB_DATA4(0x4D, 0x1D, 0x54, 0x7C),
CRYPTO_MPI_LIMB_DATA4(0x66, 0xE7, 0x34, 0xFA),
CRYPTO_MPI_LIMB_DATA4(0xA1, 0xDF, 0x7F, 0xCE),
CRYPTO_MPI_LIMB_DATA4(0x82, 0xCF, 0x98, 0x02),
CRYPTO_MPI_LIMB_DATA4(0xC3, 0x8B, 0xCC, 0xC7),
CRYPTO_MPI_LIMB_DATA4(0x24, 0xA9, 0x08, 0x7E),
CRYPTO_MPI_LIMB_DATA4(0x3E, 0x50, 0x2D, 0xE0),
CRYPTO_MPI_LIMB_DATA4(0xF6, 0xCC, 0x2E, 0x51),
CRYPTO_MPI_LIMB_DATA4(0x82, 0x38, 0xA7, 0x1D),
CRYPTO_MPI_LIMB_DATA4(0x2D, 0x17, 0xB1, 0x6C),
CRYPTO_MPI_LIMB_DATA4(0x45, 0xEA, 0xA6, 0x6C),
CRYPTO_MPI_LIMB_DATA4(0x11, 0x4E, 0xFF, 0x69),
CRYPTO_MPI_LIMB_DATA4(0xA0, 0x98, 0x6B, 0x7D),
CRYPTO_MPI_LIMB_DATA4(0x12, 0x02, 0x60, 0x01),
CRYPTO_MPI_LIMB_DATA4(0x8A, 0xD0, 0x91, 0x1F),
CRYPTO_MPI_LIMB_DATA4(0x5E, 0xC7, 0x6D, 0x6E),
CRYPTO_MPI_LIMB_DATA4(0x6F, 0x6A, 0x8B, 0x8A),
CRYPTO_MPI_LIMB_DATA4(0xBE, 0xE7, 0x27, 0x4E),
CRYPTO_MPI_LIMB_DATA4(0xDA, 0x2F, 0x53, 0x1C),
CRYPTO_MPI_LIMB_DATA4(0xF1, 0xEB, 0x91, 0x90),
CRYPTO_MPI_LIMB_DATA4(0x62, 0xDA, 0x95, 0x20),
CRYPTO_MPI_LIMB_DATA4(0xC6, 0xF2, 0x4E, 0x67),
CRYPTO_MPI_LIMB_DATA4(0x0C, 0x6F, 0x27, 0x05),
CRYPTO_MPI_LIMB_DATA4(0x3F, 0xC6, 0x67, 0x2F),
CRYPTO_MPI_LIMB_DATA4(0x75, 0x49, 0xFB, 0xB7),
CRYPTO_MPI_LIMB_DATA4(0x31, 0x91, 0x5D, 0xC1),
CRYPTO_MPI_LIMB_DATA4(0x30, 0x59, 0xEC, 0xB0),
CRYPTO_MPI_LIMB_DATA4(0xC5, 0x6B, 0xB6, 0x7B),
CRYPTO_MPI_LIMB_DATA4(0x33, 0xBA, 0xE1, 0x31),
CRYPTO_MPI_LIMB_DATA4(0x59, 0x36, 0x5A, 0x1E),
CRYPTO_MPI_LIMB_DATA4(0xC0, 0x63, 0xBE, 0xD8),
CRYPTO_MPI_LIMB_DATA4(0x2C, 0x86, 0xD0, 0x00),
CRYPTO_MPI_LIMB_DATA4(0x9E, 0xA8, 0x70, 0x45),
CRYPTO_MPI_LIMB_DATA4(0xC0, 0xA2, 0xBA, 0xB1),
CRYPTO_MPI_LIMB_DATA4(0xC9, 0xB4, 0xD7, 0x6F),
CRYPTO_MPI_LIMB_DATA4(0xAB, 0x64, 0x52, 0x37),
CRYPTO_MPI_LIMB_DATA4(0xE1, 0xE2, 0xF5, 0xD0),
CRYPTO_MPI_LIMB_DATA4(0x5A, 0xA2, 0x9D, 0x46),
CRYPTO_MPI_LIMB_DATA4(0xF6, 0xE0, 0x5A, 0x9C),
CRYPTO_MPI_LIMB_DATA4(0xCC, 0x58, 0xD6, 0xEE),
CRYPTO_MPI_LIMB_DATA4(0x11, 0xB0, 0xCE, 0xF2),
CRYPTO_MPI_LIMB_DATA4(0x63, 0x15, 0xD8, 0x9A),
CRYPTO_MPI_LIMB_DATA4(0x59, 0x69, 0x05, 0x1C),
CRYPTO_MPI_LIMB_DATA4(0x1D, 0x22, 0x46, 0x7F),
CRYPTO_MPI_LIMB_DATA4(0x06, 0xAC, 0x10, 0xA6),
CRYPTO_MPI_LIMB_DATA4(0x40, 0x31, 0x25, 0xF5),
CRYPTO_MPI_LIMB_DATA4(0x3F, 0x09, 0xEA, 0x52),
CRYPTO_MPI_LIMB_DATA4(0xFE, 0x18, 0x0B, 0xBB),
CRYPTO_MPI_LIMB_DATA4(0x56, 0x25, 0x40, 0x3F),
CRYPTO_MPI_LIMB_DATA4(0x86, 0x44, 0x6B, 0x8F),
CRYPTO_MPI_LIMB_DATA4(0x11, 0xCE, 0xF4, 0xF8),
CRYPTO_MPI_LIMB_DATA4(0x56, 0x70, 0x7C, 0x78),
CRYPTO_MPI_LIMB_DATA4(0x28, 0xFE, 0xEB, 0xEA),
CRYPTO_MPI_LIMB_DATA4(0xB7, 0x1D, 0x51, 0x92),
CRYPTO_MPI_LIMB_DATA4(0x0E, 0x23, 0xCD, 0xB1)
};
static const CRYPTO_MPI_LIMB _SECURE_RSA_PublicKey_Expert_E_aLimbs[] = {
CRYPTO_MPI_LIMB_DATA3(0x01, 0x00, 0x01)
};
static const CRYPTO_RSA_PUBLIC_KEY _SECURE_RSA_PublicKey_Expert = {
{ CRYPTO_MPI_INIT_RO(_SECURE_RSA_PublicKey_Expert_N_aLimbs) },
{ CRYPTO_MPI_INIT_RO(_SECURE_RSA_PublicKey_Expert_E_aLimbs) },
};