From e763c2bfa8e3b1c6e938747ee689c92c6252dbf6 Mon Sep 17 00:00:00 2001 From: Nicolas Clauvelin Date: Wed, 28 Mar 2018 07:54:55 -0400 Subject: [PATCH] FIX TYPOS AND OTHER MINOR DETAILS IN PERFORMANCE EXAMPLE This also adds a link in the README to the performance page. --- Assembly_Comparison.PNG | Bin 38577 -> 166242 bytes Performance.md | 45 +++++++++++++++++++++++++--------------- README.md | 4 +++- 3 files changed, 31 insertions(+), 18 deletions(-) diff --git a/Assembly_Comparison.PNG b/Assembly_Comparison.PNG index 29b5eb1b2f5b20e54afe58239a88faa8eb11c615..279b3113bd6b71b8b4670f884559514dac122875 100644 GIT binary patch literal 166242 zcmXtf1ymeOur>DK?hxGF-Q8V-yA#~q-66O;!QCOad$8ax!QFYo`~SD+>^Zx$GqW|_ zRrlWNs*Y4rkVJsRg#`ftL6DXbQvm@1vjYJEr-FtAj<{{wE`fl623d)UDmkl2iV#VQ zi*hh?b8yhJFffCFP$jx1ZqWuSV~+@~MWjW2N@*le^j2bFo6m*Pb zva&}%^IlgN9VuCy8&P=&`O`x(h$7OchjB=S1P554j?DrDw3NxW494?_Y1^YFdH#df 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zi#aH+_8Pn5tIkOjoypESy`7F^oKJU{H==gfyYCuRPW84CkEHj;{_1aquMh6tP>fDj zhDHYI0if+xl9QE_CfGcYp)+RfCXh(irN2Kgx988dh5o+Lvnv7m1Idt#pRH9tlp;Tj yJ^!p$_*ZS;50BRWdm-qq*5Al-YSy;~H@~gk6=?B!skBN0{%NRaDd(Ls3;bUO$Jycl diff --git a/Performance.md b/Performance.md index 65de185..95417c4 100644 --- a/Performance.md +++ b/Performance.md @@ -1,10 +1,10 @@ -# Performance +# Performance analysis +`cppreg` is heavily based on C++ templates and introduces various levels of abstractions compared to a traditional C CMSIS implementation. Because of C++'s *zero overhead* capabilities (see [this](https://www.youtube.com/watch?v=zBkNBP00wJE) for example) and when using at least some level of compiler otpimizations **all** the `cppreg` interface code is optimized away. Understandably most would question the validity of such a claim, so this document shows a classic example showing that a register interface written with `cppreg` is just as fast as the corresponding CMSIS based code written in C (and in this particular case is identical). -Cppreg makes use of C++'s "zero overhead" [capabilities](https://www.youtube.com/watch?v=zBkNBP00wJE) in order to optimize away **all** the code that CppReg utilizes to enforce type safety, specifically the very template heavy code. Understandably most would question the validity of such a claim, so this is written as an attempt to prove that a register interface written with Cppreg is just as fast as the corresponding CMSIS based code written in C. ## Test Setup +For the test example, let's use an imaginary Cortex-M0 based microcontroller with the intention of having the UART send out a small string and then toggle two LEDs (PIN1 and PIN3) after every full string transmission. Why imaginary? Because a real implementation will be longer than most screens. The example is written in C using CMSIS style, and then in C++ using `cppreg`. We then compare the assembly outputs of both using GCC ARM with links to GodBolt so that the examples can be fiddled with. -For a test example, let's use an imaginary Cortex M0 based microcontroller with the intention of having the UART send out a small string and then toggle two LEDs (PIN1 and PIN3) after every full string transmission. Why imaginary? Because a real implimentation will be longer than most screens. An example will be written in C using CMSIS style, then in C++ using CPPReg, and a comparison of the assembly output of both using GCC-ARM with links to GodBolt so the examples can be fiddled with. ### Example peripheral @@ -33,14 +33,14 @@ For a test example, let's use an imaginary Cortex M0 based microcontroller with UART Status Register: UART_Base + 0x01 ``` -## CMSIS Style -This snippet is based on a CMSIS style code, which makes heavy use of preprocessor macros (the defines) and just maps a struct right onto memory. Notice how we have to do all the binary arithmetic ourselves which is extremely error prone. +## CMSIS Style +This snippet is based on a CMSIS style code, which makes heavy use of preprocessor macros (the `#define` directives) and directly maps structures onto the memory. Notice how we have to do all the binary arithmetic ourselves which is extremely error prone and tedious. Obviously the binary arithmetic could itself be simplified using macros or functions, but that will not provide more safety or clarity (let alone compile time detection of ill-formed statements and enforcement of access policies). ```c #include -// Structs to map onto memory for each peripheral. +// Structs for each peripheral. #define __IO volatile typedef struct { __IO uint8_t DIRECTION; // Base + 0x00 @@ -51,7 +51,7 @@ typedef struct { __IO uint8_t STATUS; // Base + 0x01 } UART_TypeDef; -// Memory address for the where peipherals sit. +// Memory addresses where peripherals are. #define PERIPH_BASE ((uint32_t)0xF0A03110) #define GPIOA_BASE (PERIPH_BASE + 0x0000) #define GPIO ((GPIO_TypeDef *) GPIOA_BASE) @@ -59,9 +59,10 @@ typedef struct { #define UART ((UART_TypeDef *) UART_Base) void Demo_CMSIS(){ + // Make only PIN1 and PIN3 to output with masking. const uint16_t DIRECTION_PIN_MASK = (0b11u << (1 * 2)) | (0b11u << (3 * 2)); - GPIO->DIRECTION = (GPIO->DIRECTION & ~DIRECTION_PIN_MASK) | (1u << (1 * 2)) | (1u << (3 * 2)); + GPIO->DIRECTION = (GPIO->DIRECTION & ~DIRECTION_PIN_MASK) | (1u << (1 * 2)) | (1u << (3 * 2)); // Enable the UART. const uint8_t UART_STATUS_ENABLE = 0x01u; @@ -82,18 +83,20 @@ void Demo_CMSIS(){ // Toggle the GPIO. GPIO->TOGGLE = GPIO->TOGGLE | (1u << 0) | (1u << 3); - } -} + }; + +}; ``` -## CPPReg style -This is written to mimic the CMSIS example as close as possible. We let CPPReg handle the binary arithmetic for us as well as get all the typesafety and compile time overflow checks by CPPReg. While the CPPReg version is somewhat more verboese for setting up the registers, it is much easier to work with on the consumer end. +## `cppreg` style +This is written to mimic the CMSIS example as close as possible. `cppreg` handles the binary arithmetic for us as well as enforcing access policies and detection of ill-formed statements at compile time. While the `cppreg` version is somewhat more verbose for defining the registers, it is much easier and clearer to work with at the calling site. As a side note, one of the long-term goal of this project is (at some point) to provide scripts for automatic generation based on SVD data. ```c++ #include "cppreg-all.h" struct GPIO { + struct GPIO_Cluster : cppreg::RegisterPack<0xF0A03110, 4u> {}; struct Direction : cppreg::PackedRegister { @@ -110,9 +113,11 @@ struct GPIO { using PIN3 = cppreg::Field; using Reserved = cppreg::Field; }; + }; struct UART { + struct UART_Cluster : cppreg::RegisterPack<0xF0A03120, 2u> {}; struct TXFIFO : cppreg::PackedRegister { @@ -125,9 +130,11 @@ struct UART { using Sending = cppreg::Field; using Reserved1 = cppreg::Field; }; + }; void Demo_CPPReg(void){ + // Make the pins be an output. GPIO::Direction::merge_write(1) .with(1).done(); @@ -151,12 +158,16 @@ void Demo_CPPReg(void){ // Toggle the GPIO. GPIO::Toggle::merge_write() .with().done(); - } -} + }; + +}; ``` -## Assembly results +## Assembly results and comparison -[This](https://godbolt.org/#z:OYLghAFBqd5TKALEBjA9gEwKYFFMCWALugE4A0BIEAViAIzkA2AhgHaioCkATAEK8%2B5AM7oArqVTYQAcgD0csGADUqAA5rS2YMqYEARqRakAngDouABgCCcgFR2r15XeUABAGYEm2ZX//qmtoAtCxMTGZITi7uLGJESGT%2BygByBBiswsoAwqxiAG7YemzKEGyoeYXFbsLYbJgmbNhmGAC2AJTRrm4YaiakBMBIRDnofQNDIzyW9JbB0/QAHMoAynUNTaOkambK1uHKE8NZWrWkhZgWNi5yTnc8AMwE5UxiOMpcD9mowkSEbERPrh7k8Xm9fJ9skQTGpsAB9IhGYjCIEg54VcEfL4eMTlIgEdBsMKomy8UEY96QvStZEk6xOBSqDRaYBwgAi2C8TWEkTRHnqnJyAAUhQAlXAAcTh2RF4qlbNwADEAJIpXArOEACRBOC5vhlYsl0tlRoVKrVGu1NiJrWwwjULCkTKCOi4AHYBNd/GJhM8dNZMJhTsIEVi2cpfpgQCAxM8iGpEQjPp7nP46mJWqpMllRdo%2BMQVgQAF4Qj3RZL%2BfSLcgV8sV5T6egANhr/jrFf0Dx4rb87eS%2BibABZa17e262cn2z6/cpFQQipgAOoETAJUOfcOR6OxgGLJMPFPJaccWfzpiYADyHg8tSI64em7%2B27je8BB/bRGwrTUrE/WKhMJ1CwtrKAAKnSyS/KQYioCM0KwnCrQsMIADWHxlqOFYYGwvzYAAHpoEZECw%2BKoKohK/GByj5GEYgQg%2BRFRiAbAZtgAyoHC1K0l84EPLg0ZIXhECdO%2BmHuhOon0uOILrAQHi9qSNiMqBSJEDyUSko8ckCvJBpynCoGitYyqgZaOqcs8%2BomlKhnGaZWpODadoOk6gQsuhh7%2BJ%2B36/vR2S5sA%2BZEIWJarBB/hQTBIygYBKksNxnl%2BN5P4kX5QJEdBsFgbFqkol8AVBSF0ggFW6XuolFbHjo8H0Y%2BTE7kQr6TphyTYbhBGkERJHpOROEjFuMYvqG%2BjEHCvqhRuyiLGIzWpvWbWfh1XWkb1lEDQ1r4NiYn5jcWtUNqN42%2BHIU0zZJyTibNyTJb5/7pZFWUxbCcXcf5eYFnt0aNk2ZUYXNlW%2BieNVhoxz4As2%2B4Va1FGLYRvzdWRC2g4Nu7DYde0g82Z1QwEMP4XDxErUj61DSM%2BjbfCR0gyNd5Uyd01XW20nnV5X4pX%2BkL3YiUXZc9uWQgVH0ll9Xa/TjfhVcowOTSTAJdpDfa431%2BOdfDRMw8jG1o7TGOTV22OK34C0q8tPXE0%2BKONcNFO7RNDE07bx2nYzY4SRVN2pXdfEZTzT3YC9akC%2B9wWfSVQ5i4byiS9LDGy0QQ4Ky1SvtQTCOrf1Fta2T6N2%2BGQ4G0nRt40tatmxrcebeTO1U5NDt087LOu7Nl2aQ8snyR8im2CdyoAmxRJMOpfI6cKhpSqqoG4KKKTWAAMmZre6pZo/6RPU8z/PDnWsBzmOr4bnaB5jk7/ae/KHG/dhFk5Ufmzt2c4XUuAU5YHkJHoHUbR2Bv4/H9cYCYk%2BLtgeiMVASBsCoBQnCdAhRSAeCYOgAA7soEAyML7ACMEwOEC12BvmyPodA6AmA1hoq8NKDF/4R2Zu7O%2BntIQBiDHaEMIwWCBmDDWAaR1QxhEGGwW0AJwp%2BBAefEMPDgBNEwCgtBfcMFhGwTDXBD9/r9kIcQyOEBWGMOENfHgTZShiL4XUEYwRlD0HaO0MMk1LCR3rLYux9i7ERzEtQ2%2BPk6FfAYcGbhbCmEcMznGeWIw2A1kFiHUKLJHaCJ9llW0rQyAmEQiwNQR9H6S1iXCYwRgEkjBlhbTJLATBKIcX4fIRDuo%2BCfrCF%2BfsA55WyBEo6QJow1R/so2xJQTpHXQB4CANVqk5XioHL4DS9pNJADVToj9inTNsaiRuFZS5kXSfk7JvA9ErJdgswm6QMnaLYkQCANj/AEFEXocR2BMCQk0ew3m/t%2BbDO0JEviX0baNOeSAUhdFWnTN4DwWJ8TElqFQfoZCvhrlMJEcoGkwhQhnIkcoDwSQWQnM/J1GqvyjnFJEhVS68yPYcw8T47R3itHCD8fVAJPBQzBOUKEoqhxHlvOBJhPpO8oVfgBUhNQVyiVkuUDSkZJYxnLNIFkpMujI7/NMICnlpKawCsZaM95KyQZ2EOVM/wWgL7bC0HeVAyE8GspAlKhJXLZU3IVayJlmKUEgBFWKogjg%2BLqraQ48F2ibWTNdcobFdxpKkn9fSR47cFL0iUidawqApDaKFEQ9I5gNJBqePyXUK8jTWGyNkdUKwhQXlnsqbIABNLeSal6bD0umzN2bc35qLSWpyp9XLMkPjfFltCCUASqWygAst25UF4EQ1iNb4UCNYP5IVQjWOcC4rw3mwHeEY3S51vmZf9YRAUUVsVzKwlJ3rjYl22YjDWBCiEiIRAMfIBAwiWI1X4CAE60IbkmjVRJqFIS8X4h8r%2BFi1lrNKEu28liGKWDEL6x%2B%2BK/LDuUAAVRBqUlcUTkjPGKL4RZVEtCsJddMpGvb%2B3ir0a0Gk6A4Q4EvVIb5xSoMDSAvoHwcI5KQiUCc89BBL1hBrNBp1n6Y7hhYuEBMpAbUzP8BYtg6B8JSATLu6ZuqJAlEWdgg176gRQEIwSEj2AyMQl0VC5CKEf1AO9gB%2BdYHvW4vFlLdtkHn5stg5NeDlygGP2Q8vNDH8MOYCw8UnDfaB2Ah02p4jpH0jfxtVRi2NG6MMa%2BMxxErGr3EJg1x5pgEQZ8aYAJoTwmfX8vE3hSTOS/oyfnXJ02HF9W/GU86wLGmtOmccS45xbtXHs2s12kCuG/NDpsyBUdVEH1TrPJea8t5QzGZXcA7mWUN24VIIuAYHMiu2P3andWfUGyqLPXFtjTAb3euSPevTQHwwvofVVz9nzsA/olTpiA43jvKBA/V2xEH/xQbswxBziHjlsBQ2V6i6AVzKEQQt7AXmHGdfw1CojtWQsUYcR/S78P7HhaYpF%2BE0XshMeYRehLHHkvjNS5NdLmXb3ZfrKJvLBXpPFJq8Fp0uSEaKcqzxFTWW71080yFj4OmAB%2BD6f1umyKUCAl2vbC/G9dgjemvXTOe/WczkdXuQne3BwHjnV12Jc5sNDDngeg/B/YyH/mCMw/p6FsniOv7I7saj6M6P6MeEhLF3H7GktjJ4/ysQ/HETs/JzlsTEnsBSdbft/wnOtNwa/psi6jX/qK7bW4jtSueu%2BGN919rI6x26cnaeGdI351jYL0QbPl32xRPXdoTdc3QfZAUQCGn81i6rbLutk9u2XfxevU%2Bsnh3UIPdO3p870ZLtS7/Xd4vD2nsx9ZkntrQEQIffDF9pz3rteocPQDoHIPiBg5tcbv9Ee4dhdT8jB3mPscsZ2/jj3ROGIk992T/3InctB5D0thxR%2BGex0PczvBH7Ddpl70zcucGc%2BcBd0JhcoAxdOYvhlBJcedpdUJZcsUZ8m55lrorM3tT8l8t8NdI519/s9cd9PxADbED8AsQCtMbcXtT9qMiRaMMcncYsccu9EtONb9YQ0tvcMtH8w9n8A8qdg9CsLNkgv99oy8MCmZmsmtNlhEPNoFfsTBG8KxlcvgoN09KkF8s9%2Bs9NBt89l0i9l1vs/BCC3MGVMMfM8MTdod1NzdKc38RCbVZNSASgZtUVt1HNshNC%2BsBt4Di8xkPNgC7DQCrs0D0IZD4849IIpsRgFCSDfBUEFDCQmBlDQ9bcsCVdT9NCoM%2Btx09C89zxZ1RtF0AjV8tdftXNN9iCDcKDTcQjqC/d/ckYrcyEHD8thCVC7F3C2J5td9IQfCaw/DxsxkEjgigtQiSFv1wiE9vU1DsgT9M9lAcjT88ic8UJ9Ciji8jDbxS9o9H4TDz5Kiddqj1d9dd8IA6jbCJi6tX8Oj39RD/Aeia9d868%2BpFEvhBj1iaxxspiyFDjkhowxjxD5daxoiXtMj1DsjfNB0tDqls8ztyjbEzDTigdbxLiYSbCQTI5A97inCydni%2BjPw3j4YBFPjMSx0hiCiQMqS30kSHEgSDdsSpD0CLN5iNCKS4S2U1jETNdkTjiN8049cKhsBjAMTrDD8qCQsUD6xcTqd0jilCTa9688Evi/CaTlB%2Bch96T7FGSLjmSLNZiMi59sCliVilieTtS%2BT6wUShSziSBgBgAfBxS/NJSGjpScShCHibVxCQYFMKt/8VNxjYcpAf0ABWXAdY0E2PSImMuQ2I84naFItIj/VQyEztbQ5Yzk3IhEgo6dLYww0o4wnUpDAUogs4sYq48QmggQuxFoz%2BNou4%2BU1M7oqvWbIk7AAYzkvrQfOk7ID9Efa3R7M6T9MYv3askXGAr4SEfw5dKXKMpo2spchxaM6Q8I%2BYxYzM80zMy03PfM4bQs2c3YqiMvA4ksn7P7XXCs2ozEt0m46UpszohUhxJU14lUopbLL43slCYfL9MhGsDU6Ar%2BcXI8kzRAhcp/WsgE/wPU0gg0yOI0tcySFuJNENTuMNbuZYvTXkVubSVNCtKUbtawFYAAaRLTJDLSsjHjhCItIvrRPhcn3mbVdFTPZOyL033GtPThNm7Q4pGCQhQnhAfQgCRn3OXFXCQFDEQRXASHaObIsxcJKGkokqnyxEVHZxA0XLsRAHZ39KU0%2BL4rZ0gorEO0EtfR/IMtQk4ogDEpkskoOWUoSGUBMTMQMwWLgLMUgNMXZ1BMQqSnTI0MMp1JW06l4qsv4pYDMuECQDkk/EwHMpEo1lsokqkrsprOXIcVEqG2KMLyLNvDkqfJbM1RK1cLKz/wGKCtwFMqEu1O8MqogEcqQDcpnMl02VmJQrJDQruHDVWCQFYSQQADUv4cKk08LBQCK4QVhNRrA2QLxFwBq55oNcByLHhKK00pQpqZq5qFrZ4lr6LbRG0mKXQVC2Kljniax28o5agxo%2BrMAkEK8EyVhbqkEpEBoPAr54RpYyxwT/KTSsizq2zUUHrMoRgnr%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%2BCKxebSBEFEIvwQzP7wjkhXziT3zpzjKuSQJeb08/c06nbCdYR0q7Ft7d6LlzLQnbEaS/cR7UAx7fJJ79ibGlzRimTLGwjuG/K0ziaFiycoNFRom/BB7N6uCmgHGkdNzqkQZZGmGoGvHUmnimbimTLwnLJ4qH0vLFQBIZdWnkhYnvGIB4nEmJ7OayFwLecem7UZcvKoAKnxm6IQLpnF6JVvGMrplpmBdS6oLzzew9mjiUNvaX56DG6otmD8mbGIBtUB5hBowwEIEoEYE2J4F7rGnydAnZsab5VsBKmhybLen%2B85lIyVni8ZSNnikxlR9WnwJ1nhNODOzWHI5pKEhdGNZ9G9FDHvSyds69lSADkBpmNhAd4PyIWvJT9pmHQtAAQ4QO7UV%2Bn/dnidn/coXrdmWLpy6vAFwa70ARgPBSB0BMwEhUM2U6W2Ijj2VRG4QEjflu6KxFLkY4lCgIBQJenBLhI5WcmcmNzbbHbZt0rPmM7gnfAztAEuKg7tEeHRGOzo6b69BUB767FJZSnU7TH07qbjXNkY6aJPxHXltm9VZN916U6t62gInOmjtJpD72xr7b6HXI5V6n7eHdN1Xg2h7fBR9HzsWbGFW6mwdR8ZjCbkg82FGxGEHWGoVEEv6AFvVUERnWhx64rFmwdWhEEzB63G3InM3/7YzyDeHsHKI82CHJopHEHrXQcqHYQaHMH6HwHx3%2BjdFVH4HpHH4h3UGp3BGsG12fpF3CG1GuGLNNGzjtHP705EC/0sX8SbHDWPWLH3SrG/c7GHH0lzdhJXHmn3WXiuHLmPm3Wgn/HvGXXAIGW/B2m96Bs/dNK4XZl3lgTMmawO2knm3NWi3Z9rb/rMz1KDnCCh3GbP2EOw2On973RhctmrTgdiBE0gC02ymM3v1z2DGvSr3plcWzgCWLYiWSX3myXyWljKXjAjFaWWn2XbEmXoOBDWWS7xOFdOWhseW%2BWBWhXwEIxRWmaJXbQpWZWu732/BKW41UATBmksCZXuPhMgOQm/dzOLcmndPAWNi/dQXjDpPycVNEOxmkcGy6I5XkhFK/cBolW99xPcO3p8PSgwPImumSPZw7ORIuLyc1Wwc3Om2C3nORNC3e2/BvW47I5WPc786zGQBW7i6vlmXfkNPpbEzfATlcs674pWAm7EVVZnq27gKxXBNtPuHV6S2LE63HQEmG2kPLsIAntL6MusIA2rXFHSCaO/aevlAkuu2v5RdBcBBUOSmN7gYFvkn/j5l2qhbg0RaO5urMLni5atIU1xqla5RlQVhJ5RQVqHg1qJrrvbup5TbDrnR3JLadXvVPEmFQwIl3UyVI46UMZBVrPbdViBlXpweEWGVRsp7Hs8JLB0rLqfRKZmuQZ3rB5OyzXJsQbaU1PLajxE6tCQZcjoehl6lFUhV3l0VuHJZjc1dfxvBfB6eLNJZW6QY6a3mQvoarqMfwa5kLNE2g2NY/viUyYN6geQZAfeUV6Ju0NzYKVUZ%2BpdYHwbUal7lqerUlVP064lURfFexf1tgZ%2BackGJzfm2s7N8rj7HHHWhnGL7ifbEFW1UtU%2B4dVC8AyuzrDXAFoVNSmgfzF0ubf%2B6NY7fiMX3QjnfUb5WSqSh3fsBtUgg9V9LvgI/MT/eYZA/pfeUQ/sm1urb74SbMPDjbSVpgvCnowqXBO2up07PDjyv4QxikZq/jXPOrss3mPilfPvGq%2BKWa%2BBOaX6/ouZm6S4vikEuoBZ6JnYDSPoxVm9EyPkCUOxvMC8nqm2UinNzO/WncjaneGKHSWZl2/a%2BR/hPvGV/7Or/F/i8QPO%2BROXODny/H7D1jm2VTnGDHcT%2BKjUVbn7m4CSBNAlgSvMGaP7bLC0j36lBr%2BWIYEN7Ec75Un%2BPyd5FU0tzIDawdPQCBi0lSV1pWBuatl0Vd4J9FWzzFVtPwL6Gki%2BuXfFhACphKArEYgB/jJx4CY0GUn7DhrrWIAEglKlHZQCWAFYRhRkHXCzDQIOQ2obmV8aMMxgMQXJIQcvOVLclqTyCaecNfXq8j142piuEPSFuXTYEy9qu0KWFLwguTN1OobXLQhimk6%2BU48HVA7oQCO5dxGQzxIUI6BQhndk0I8Z7pKBu53chQGaMitrQoq60qK%2BkF7n4ICHvdGKn3FtKxXTKRwJezCBsHnzlQ5d/EcsKlCMBchQIq4lMUZGa2iQjAXBbgogT3RTiBtw%2B62RIaGGyFwhB61MFIcGAV690W8R6dbHHECRCCSw9GNgHUIpjXwGItQ3IU8gJpjcfukPPVqilcGQJ0qoPcJKoPSodDMhB0O8L8Q/69ZKedSWHlgK4JW9EelgZHqj02zo8bq4NLHh9XLw6lhE0wwSpgGeJSImWpnWxkzRuFD9gB9QwQKUAdj3Z6YoGdKuD3%2BF2hC8aA71CcNboYD7ETiUEaT1KZfcGIjwiAS%2BReFuC3hOQ0FDzj4BfDRoPw06O0FaYAjnCQIu8CCOmRgjmuEIzAfAI56k90kXKe8OGEkGDwBIHKaVGaieGtlP2rwkAEMNBStNihkCaMFwmeB9DPwwPMnLD1S4bNheBBN/mnCgywjtA5jW8jpnt7R8tMF9S9qUPj6/1SqtIpJAiGjAbIwyfAb4QEUlHTIToWvQZFsNUFjIDeQqMMuvyQqHtZRa2SiPKI3osglREpFUVHycavtCBLvesAqz1FqADRIAI0SaOxFmibOS5S0ZsJUG69ae%2BvHOJ2UdGh9uGYgsgvWCtEw9bR7yYYTXH4BYjVhk%2BX4c1Q17eN%2BRKEQUXtB6Eii7QrTX5DcLYHZDTBFg6rs8zgQIJpKQMZTtkKsGxiKwcrLMRIM94ACQAMguFHIPZGKlkRAo7kW4LqG8i/cuYqntsPUHVx8hQ45/hdjZZk5mxbgi5K2JKH1CDBWQIwbIMkSNd2B1eSweXR2Yjjf8OdWgWOP/5SDJxpyEwV4Ufbziaxi494eiM%2BEQBTRy6ZQOWIf5ribRSYtQS8i3FCpzRjiVAfuJsaHjIEx4sxp7WUDnioUJyYwecmvFIo1O6KB8dYLaqE1Tq2hMwNRLAjA0eYNw3uDgDwgzggxV1GcL/R/CfVyedBC2BxJ8DvpqJFgQzEbxaEVC3RGcJiFwiCRwg1GrQAYdYxY68SxAnEp5FCGUl0YV02g9cumU4R1iRgKQQ4pLFkncSliiNdSfCFklGJIQKQIdOZM4qZ1duFEnSRbCkldR8W5KWsd0JGDrA6JWURrpxEITJJWJlEl%2BIqFxDcBsOronqHriSQ/gTAGopjlqOSBhTygwkMwK9gEa0M32XweGPixUzedjk8kOgcRHxb/hlA6wcFtMn8kIIxgkIXKTkmLH0BvcNYHyXTywKxTUikIFKRFKqpr9m453ebtgh/A%2BhhpAw%2BAeGAWCDhLAPAWeErgCqn4Lw3KSKZeVRKSIOp8UxaRiwRSBi4%2BSGIqfVLKkVSkptiHpISxkSYJ5E7xMktkF0leS/ExgCbN9TZAFT6w1UwKXVJKkNTMRTUxLK1M/TrTipTERrogmMBeFNpzqDwJQJtQ5M4yyFewaLXQqwyaEeTW6VxL%2Bn48eYb02qV8HWAtT6gUI40uh1L6hTwpr/FaXaSBwAydpq3SIvLXkhwghprwe0EzLgGTRJp002aeBnmlLFwZk/UwlFLIgxSNAqRCAJtIraQzu%2Bo3fqW3EO6hokZLWEvhmRfiMT8IFyG4b5KyFLiapySVBFjKWnZAUeygFWXhDVkojmIMknwHJKoS0z9uMshwWLR6r7kPBCtdanCHCFTwVQuAWeGyAe5PcruPg17qKE9neyohZ8A%2BCxWRlEzERqhU/HwFBT21H4yVNcHyyGzSs0qrtbKtsRTkLhoE9/dYb4EjTRphAsae1oUjx6YRhE%2B5LUZLHP53gLBk0OObUEeHUj2Jd%2BE7KflrlCdP2DkluSeCZ7PoO5w/OuQVwPwM9SeagfTmkQYiFymEJc%2BNM0PKFr0kqQ2cSsnIo4qVJoXLc8GnIkoLzYYYk1vJRDdpZysJm81OSMU67G9Kh7o1LJFwYgf0bqsVCLrVXp5VVGqzAnjhlVaqXzRJS8tvJtj6ohgue3NaZJ3La6CjmuWk7hpRMf4HNhEDzYAV2LAFSJGRdzNAEAKeagCexv/WghZzJwkjikfeR9IZkjKtVEJn8tsN7B7YaMBZZPIItTMJE6iSgE80uUZxNIeZfeXWLQrSQ2Ke0jKsYsBQVwFYO8nelUiheIuSB9ToF3MnciZLUEyjyZK0L7I/Fb4aw7cIAc/BcyUCALTh9NMdHDxS7epNRrE5ICwvjRsLraJnbwtmWA7fE%2BFzqP3IIu7l81n2/omPniL9z%2B0JFEiqRWyRkU1MB5sIMmVUQpmXIVFBuNvjxLRwMFzmkIHRa3X0U7C6ObRT0o4WOl%2BB3GcNDMhnm/h2KL5fMisLBTBxOKgmRXQrs12bZ/EvOOnZQGYoM4WLboVi7cjkvMoYdJOXyYcvwvJwlKvmLikRQGIf49KjWZS1utb3IXeL/cviuaXkz9pDkD%2B9mdXMEpOIIx85Z%2BGJUwRwX1htFyEXRfdQPFIsycCCzBS82wVfBJCe4qTjY1hY7iZkCLZFgQMlkmL/AdSwzuMmM4TtyS1hHJTwp%2BL39YFVVRxUPK7lBNVRbi9UWIomXiKplXMmZalg87zLPsiy5aSEtIirKv%2BsS2cfWHiXkj9lO7H6IcowUgCTlvPc5doJhYUj9m3GbAeEouIMKycYxAtoXydH8zFF0Us4uiTpU2MXlDS1KDalvCcLYSUA3khACGUetQVjvAMdCofqsrBZZxEUmKU5WgLJ5PKhBocp8DGABVJebhesRUyirSA0YcVaIqlUVEZVeBKWOgEdLOlFVxSblW8rnxhYLVTpLJc0p1XOo9VBq1xRKvcXGr%2BSpqy6kS3nQJS0lTyvwAqxspDYDVopTzDA0mhELWZRmMFj6ptK0L/VIYeVaQCDV4l0lP9UrOGoXCRrMMMa4DKBgzGiDnxeLA5O6sK7q9xp68hIB/I5Y8At5kiRqpClYCiM0UfVZhUPNvGzYuhiLHgE%2BKZwvjK1QK8BdWrti1rW1nwtYc51%2BT3ZPhra6ru2ulqdr2AtSntRYMaQiC0hw6itQ1TsrKAGBxahtWXR4BloZwLAQopImBjdI61SAYcvJ2wnhAkEcgndbIWQq2yuqXcYRBKCFD9oVCv6/9QOlyA%2BhUUUicOdGGrGQgDhioGwJYAeD0BZgNYQcCOSlnIUK5CZNkAQC0CwQeBEG5itGBuEYTP2kIP9XhlA36sYhoAEAHMOKhVgAKBM2xJLH/UpBLAlC8MJBpAD7lIQ2G3DfiEJA1geATA4cjWC43xEPlVIyOCxtVD0AON1G6MDxq%2BB8aIEAmmlMJqE0ibxNUa/Af0WEnSbSerGngPJq41KbsgKmvDYJuUAablAqGsTYRr5o6aTOUmhOjOFY0PATNDmszRZrU2aaawTYLTQ5ok16aXNURWmZhoJ6gRHVFSVBFxuI13CmaZG4DdKCZn0sFNtG4OEVC%2BjVgpoTG%2BsDJrY0gxTNQ2d9NFtyVNSAKgWl0EUsUKdT9Nrmk8Kxrk2TRitC4UrZavK0iaKt6WhIrVsKT1boRbm1UMZpa1eaStPEMrTWG602auNvW5MtKIa06B3NRWsbW1om0daptImh4FVq9EgA5tShBbYNpPC5gzgFwFbdVu43jb%2Byk25QNtpQ07bFRjm1hH1sO3yyA04W6wMImgzWBRQH8S2l9p%2B2gQUtYG8VrFoc3QavgsG%2BDYhumCabrZzcCLb7AAAaKoRUBeAI0Xb4tCI77b9uB1UauNdG7LYxqoVx9JYbIawKBGcCjaLtZm0CCjuVBo6aw00ACvZou37a6toWt7RhRiIE9buFO6DCsAx27asdiWr4DjqB2Ua0tBOzLaHAY25aSdvcnQLgHWXnbdtZmvnaBAF2baWd6W4LVw053MbSeJ2tiBcHY3U61dV2jXVrus1dbWdu25IgdoG1OtSeawEWieHN2Pb1dlOzXSsG123a7dj2vXfIrHkzhjd5wC5M1oYitbzwkIK3b7ts0ibBwAemjQ7o53kSbZH2vXByDiTGgxQ2gUXOrk6CplGQvFQSlLH7HPAsg%2BgMFCUHEDxh4gVwf6ORovDRgfNPA5kZpw%2BXZBm9renDapvb0gAmtKmMxJHDMAosogXwHvSADb2EgiNqoB4MPvaBmAT22UlMO2EZDK6zmbPZTuLsb3JBxd0YOPdGE32MFBRga0zOvpOizxAp8BWBGYM0xsQ99/gRBDFWdJI0i9FmRkEKHiDYSMoM4OMOgHL2%2BBUdF4J/fWAP0gA6dIB1vRTusBFLGMMgTUGABkD5TwiEBqAwzpb3T7YD8Br4MgYIDIHUDGG71IyBWCfSIwskE8HXrAhI7ZwmB3qJ%2BABA8hI4EBo/XajwFWLWD3ugXcfvWVTbUDZOMfZR0hBcH%2BdKwQ/ZQeAD8HnUS%2BlfRfsfiMhFwgyKWN4F2zCsYMgOyFCezAMVgX9rPCAKIZ90SG3dNGgNQcnMRSyu4diZSGVqAPKBm9Oh5IFPqi0daO90tXTd%2B2cNla59bG6Q71JtRCGEgSW/tNGBcNOqfDDwPw2lLkPp6/UbIGQHiKYCyAwyMgcgGwFkCWBUj6AWQAsX4CfDRAEgMAohtSNEAMjCRvETWLDKWAzAg4N0IsDdBugmwCwRDQAE4wy7R5gLIEHCpHWgIAKo2kbKPkBsjMgVI3cxR6lGZAmRvEXAFgAoAMAOAfAMQDICUBqAdAbsKwA4BoBBAggEQOIEkDSAUDWkMEJSByl/A4wvIVfOLVWCxEsgJAXTMkkJB3GTUZg8qY6AfVTsCAagcBJgkb3BC9Qg0gDaUhZ78SbANUVNMIktoMyANWcZQGyGVDih%2By/aAyQeHAknRG52mTEQcMsDWJMIUJ9HTCdAgXgJQEoWeFSOSCMh0TGIpHjMDiP2HktfsDkMwRTBgnBQEJ1MniajikwaDIB5MH4ApNATixWJnE/9A5Mwm49vJ1E8oEpOfCsT9AWk%2BLoMiARGTCOzCpLTiSmBsJvKF4%2BoZf1sRfAsIT498avhCCiAvx1aiEOUBCgp4yoIUJqDhB8BiKkZKAA1ECTtAod1gBDUhssBeo/jy8ZvdYHtOOnSgVpjWracDMrBIyMp5Htie9PmR/jzekXM3sVOwhGTLgCxP6fDO4AfT5p/4wqcpMQAQzNpu0w6YjNUmhTswbM49wtPi6RcCphk4KDsAWI8zoKH0zYCz0cppQ3aFYDdwL0rgP9l%2BrCmXuTKWnZN2E%2BoCOZSAea7jde6%2BiMHH3rE/QOhpGA1AhgjA4TCJ0CEibhCsaaKxFEiiDGG6NgmpIFCAHJtcCDrBcUBSwEebEAnmPN55qGS1Gb3BAgQ653AIiYvApADzz518/CffObnPzkzN8x%2BZSDbnVQu50ipedKDHn5%2B0FmIBebmYwX56UBe89ZsfPc7/AG%2BlXeod33thlzXJhU3HrhC4AZ4fAUkyDFlMFx/o4ul83xDj0gwaLQIei1F0IvcGNQJF6wGRdC0Dnr9YwW/eK0a4P7SAOhvQ2/thr9mFDJ0b/Swj/0ngADdhkA44f8CMW%2BIGBtHSDGQNIGUD3DFS7gDUvo7Jo%2BBwg8QesMnQyDD0igyYfgI/66ddB9S9hEYNqQlLZQkYDCdYtiHJqJFuEykAlCYxbzsFhfTpcB20X1QbFhi8FaYthWWLgOyamxeIukXyL0V3HURYjMpBvLEoFU6ZeUBKHiAKhg4Dhc0PVdtDyLV/b4CgC6XmLOmdyz7s8tpXVQEoCxMevDAjdqFVh2xDYY612GHDkcH86paJMknIzDEXq3pf6uJWhc0F/y8hcexQXTzk19ysLgeA2DrG4kBI50ZkApGBjkxrIzke2PFiCj%2BxnnF2BKNlHzE5AcBKwmprCQ1r3R8gL0f6PpGtrQx2QKMZADjGTrFRkAIOEHBmAHglgN0JYDDKLAeA9AN0IOHoAPA3Q6x2QA8FSMPXMjT1kY%2BQAmNTHyAMxhAPAAgBzHBWagVnhQCoCJVvwuNiMaQFaBuhkNXgJgKijuYgTBju9YwIZxkD0BUjbQfhEQAvBKFBjOAJCBwB8Cc2%2B9eGwoHc0euqyEmvrRm6kYvhJHHrcWXo1tcSPsBOAu1oQHoH0B3NIAeIsYGpqFvBBIwG4bgHkf4BIbnKF4LIMEFaAJAMw%2BgUY3sakAMBEjyR2G4MeGM/bu0ygYAFGmUBugzAPAMwHJrKCEgu%2BEARY7Q0OuMBRghNnwJ1DJCeVcjAgfgMdblt4jzrOAfVVdZrGDgWjZgMMsDfLoQ2WjiwJsIsEsCDgwy11no30ZR5w3triNsY0jZOuo3EAmNtANjdxsrGCbONyO8TdJvk3vAVN6gPoFpvPB6bsgJm%2BQBZtGJ2bqRTm1%2BAVu83HrhAfjaxjtCDGRb8QA46PcluDGZb9djY4rYNvK2DAatq65rZ4Ha3dbD4fW3Hb4BG3ggJt5yubaQCW3rbhR6QIOrWsbWq7CNl227Y9te2fbftsTE0AsRB3CAIdskN2HDsd3xW4DixLHcEAJ2pjSdqNZdftsyAbrd1yu07eesiBXrddxO%2BQBrE8A/7YZFo26DDKDguwtRmYIsEWBJ6pbMNza/DeGMIPVraNpuw4I8Bt2mASAO5owFIA8OQAb9qWx/awcyBsN14PYKKFdvu2yIf9326UEAdd98gWQb%2BzI89ve35H/toByw9OuEPFgNRh4IhvqMl26jtDwcFDbQeO3HrzDnB29fwdS2eAVjph9g%2BRvlHyAsCX0LPsHBAA%3D%3D%3D) is how GodBolt compares the CMSIS and CPPReg versions. Looking at the assembly, it's pretty darn close, with the only diffirence being when to save registers onto the stack (in this case having no performance penalty). In this case (as well as others which have been tested), there is **no** performance penalty which is checked by comparing the assembly. +[This][godbolt] is how GodBolt compares the CMSIS and `cppreg` versions. Looking at the assembly, it's pretty much identical, with the only difference being when to save registers onto the stack (in this case having no performance penalty). For this example (as well as others which have been tested), there is **no** performance penalty in `cppreg` implementation; here is a comparison of the assembly outputs (obtained with GCC ARM `-mthumb -Os`): -![Assembly Comparison](Assembly_Comparison.PNG) +![Assembly Comparison](Assembly_Comparison.png) + + +[godbolt]: https://godbolt.org/#z:OYLghAFBqd5TKALEBjA9gEwKYFFMCWALugE4A0BIEAViAIzkA2AhgHaioCkATAEK8%2B5AM7oArqVTYQAcgD0csGADUqAA5rS2YMqYEARqRakAngDouABgCCcgFR2r15XeUABAGYEm2ZX//qmtoAtCxMTGZITi7uLGJESGT%2BygByBBiswsoAwqxiAG7YemzKEGyoeYXFbsLYbJgmbNhmGAC2AJTRrm4YaiakBMBIRDnofQNDIzyW9JbB0/QAHMoAynUNTaOkambK1uHKE8NZWrWkhZgWNi5yTnc8AMwE5UxiOMpcD9mowkSEbERPrh7k8Xm9fJ9skQTGpsAB9IhGYjCIEg54VcEfL4eMTlIgEdBsMKomy8UEY96QvStZEk6xOBSqDRaYBwgAi2C8TWEkTRHnqnJyAAUhQAlXAAcTh2RF4qlbNwADEAJIpXArOEACRBOC5vhlYsl0tlRoVKrVGu1NiJrWwwjULCkTKCOi4AHYBNd/GJhM8dNZMJhTsIEVi2cpfpgQCAxM8iGpEQjPp7nP46mJWqpMllRdo%2BMQVgQAF4Qj3RZL%2BfSLcgV8sV5T6egANhr/jrFf0Dx4rb87eS%2BibABZa17e262cn2z6/cpFQQipgAOoETAJUOfcOR6OxgGLJMPFPJaccWfzpiYADyHg8tSI64em7%2B27je8BB/bRGwrTUrE/WKhMJ1CwtrKAAKnSyS/KQYioCM0KwnCrQsMIADWHxlqOFYYGwvzYAAHpoEZECw%2BKoKohK/GByj5GEYgQg%2BRFRiAbAZtgAyoHC1K0l84EPLg0ZIXhECdO%2BmHuhOon0uOILrAQHi9qSNiMqBSJEDyUSko8ckCvJBpynCoGitYyqgZaOqcs8%2BomlKhnGaZWpODadoOk6gQsuhh7%2BJ%2B36/vR2S5sA%2BZEIWJarBB/hQTBIygYBKksNxnl%2BN5P4kX5QJEdBsFgbFqkol8AVBSF0ggFW6XuolFbHjo8H0Y%2BTE7kQr6TphyTYbhBGkERJHpOROEjFuMYvqG%2BjEHCvqhRuyiLGIzWpvWbWfh1XWkb1lEDQ1r4NiYn5jcWtUNqN42%2BHIU0zZJyTibNyTJb5/7pZFWUxbCcXcf5eYFnt0aNk2ZUYXNlW%2BieNVhoxz4As2%2B4Va1FGLYRvzdWRC2g4Nu7DYde0g82Z1QwEMP4XDxErUj61DSM%2BjbfCR0gyNd5Uyd01XW20nnV5X4pX%2BkL3YiUXZc9uWQgVH0ll9Xa/TjfhVcowOTSTAJdpDfa431%2BOdfDRMw8jG1o7TGOTV22OK34C0q8tPXE0%2BKONcNFO7RNDE07bx2nYzY4SRVN2pXdfEZTzT3YC9akC%2B9wWfSVQ5i4byiS9LDGy0QQ4Ky1SvtQTCOrf1Fta2T6N2%2BGQ4G0nRt40tatmxrcebeTO1U5NDt087LOu7Nl2aQ8snyR8im2CdyoAmxRJMOpfI6cKhpSqqoG4KKKTWAAMmZre6pZo/6RPU8z/PDnWsBzmOr4bnaB5jk7/ae/KHG/dhFk5Ufmzt2c4XUuAU5YHkJHoHUbR2Bv4/H9cYCYk%2BLtgeiMVASBsCoBQnCdAhRSAeCYOgAA7soEAyML7ACMEwOEC12BvmyPodA6AmA1hoq8NKDF/4R2Zu7O%2BntIQBiDHaEMIwWCBmDDWAaR1QxhEGGwW0AJwp%2BBAefEMPDgBNEwCgtBfcMFhGwTDXBD9/r9kIcQyOEBWGMOENfHgTZShiL4XUEYwRlD0HaO0MMk1LCR3rLYux9i7ERzEtQ2%2BPk6FfAYcGbhbCmEcMznGeWIw2A1kFiHUKLJHaCJ9llW0rQyAmEQiwNQR9H6S1iXCYwRgEkjBlhbTJLATBKIcX4fIRDuo%2BCfrCF%2BfsA55WyBEo6QJow1R/so2xJQTpHXQB4CANVqk5XioHL4DS9pNJADVToj9inTNsaiRuFZS5kXSfk7JvA9ErJdgswm6QMnaLYkQCANj/AEFEXocR2BMCQk0ew3m/t%2BbDO0JEviX0baNOeSAUhdFWnTN4DwWJ8TElqFQfoZCvhrlMJEcoGkwhQhnIkcoDwSQWQnM/J1GqvyjnFJEhVS68yPYcw8T47R3itHCD8fVAJPBQzBOUKEoqhxHlvOBJhPpO8oVfgBUhNQVyiVkuUDSkZJYxnLNIFkpMujI7/NMICnlpKawCsZaM95KyQZ2EOVM/wWgL7bC0HeVAyE8GspAlKhJXLZU3IVayJlmKUEgBFWKogjg%2BLqraQ48F2ibWTNdcobFdxpKkn9fSR47cFL0iUidawqApDaKFEQ9I5gNJBqePyXUK8jTWGyNkdUKwhQXlnsqbIABNLeSal6bD0umzN2bc35qLSWpyp9XLMkPjfFltCCUASqWygAst25UF4EQ1iNb4UCNYP5IVQjWOcC4rw3mwHeEY3S51vmZf9YRAUUVsVzKwlJ3rjYl22YjDWBCiEiIRAMfIBAwiWI1X4CAE60IbkmjVRJqFIS8X4h8r%2BFi1lrNKEu28liGKWDEL6x%2B%2BK/LDuUAAVRBqUlcUTkjPGKL4RZVEtCsJddMpGvb%2B3ir0a0Gk6A4Q4EvVIb5xSoMDSAvoHwcI5KQiUCc89BBL1hBrNBp1n6Y7hhYuEBMpAbUzP8BYtg6B8JSATLu6ZuqJAlEWdgg176gRQEIwSEj2AyMQl0VC5CKEf1AO9gB%2BdYHvW4vFlLdtkHn5stg5NeDlygGP2Q8vNDH8MOYCw8UnDfaB2Ah02p4jpH0jfxtVRi2NG6MMa%2BMxxErGr3EJg1x5pgEQZ8aYAJoTwmfX8vE3hSTOS/oyfnXJ02HF9W/GU86wLGmtOmccS45xbtXHs2s12kCuG/NDpsyBUdVEH1TrPJea8t5QzGZXcA7mWUN24VIIuAYHMiu2P3andWfUGyqLPXFtjTAb3euSPevTQHwwvofVVz9nzsA/olTpiA43jvKBA/V2xEH/xQbswxBziHjlsBQ2V6i6AVzKEQQt7AXmHGdfw1CojtWQsUYcR/S78P7HhaYpF%2BE0XshMeYRehLHHkvjNS5NdLmXb3ZfrKJvLBXpPFJq8Fp0uSEaKcqzxFTWW71080yFj4OmAB%2BD6f1umyKUCAl2vbC/G9dgjemvXTOe/WczkdXuQne3BwHjnV12Jc5sNDDngeg/B/YyH/mCMw/p6FsniOv7I7saj6M6P6MeEhLF3H7GktjJ4/ysQ/HETs/JzlsTEnsBSdbft/wnOtNwa/psi6jX/qK7bW4jtSueu%2BGN919rI6x26cnaeGdI351jYL0QbPl32xRPXdoTdc3QfZAUQCGn81i6rbLutk9u2XfxevU%2Bsnh3UIPdO3p870ZLtS7/Xd4vD2nsx9ZkntrQEQIffDF9pz3rteocPQDoHIPiBg5tcbv9Ee4dhdT8jB3mPscsZ2/jj3ROGIk992T/3InctB5D0thxR%2BGex0PczvBH7Ddpl70zcucGc%2BcBd0JhcoAxdOYvhlBJcedpdUJZcsUZ8m55lrorM3tT8l8t8NdI519/s9cd9PxADbED8AsQCtMbcXtT9qMiRaMMcncYsccu9EtONb9YQ0tvcMtH8w9n8A8qdg9CsLNkgv99oy8MCmZmsmtNlhEPNoFfsTBG8KxlcvgoN09KkF8s9%2Bs9NBt89l0i9l1vs/BCC3MGVMMfM8MTdod1NzdKc38RCbVZNSASgZtUVt1HNshNC%2BsBt4Di8xkPNgC7DQCrs0D0IZD4849IIpsRgFCSDfBUEFDCQmBlDQ9bcsCVdT9NCoM%2Btx09C89zxZ1RtF0AjV8tdftXNN9iCDcKDTcQjqC/d/ckYrcyEHD8thCVC7F3C2J5td9IQfCaw/DxsxkEjgigtQiSFv1wiE9vU1DsgT9M9lAcjT88ic8UJ9Ciji8jDbxS9o9H4TDz5Kiddqj1d9dd8IA6jbCJi6tX8Oj39RD/Aeia9d868%2BpFEvhBj1iaxxspiyFDjkhowxjxD5daxoiXtMj1DsjfNB0tDqls8ztyjbEzDTigdbxLiYSbCQTI5A97inCydni%2BjPw3j4YBFPjMSx0hiCiQMqS30kSHEgSDdsSpD0CLN5iNCKS4S2U1jETNdkTjiN8049cKhsBjAMTrDD8qCQsUD6xcTqd0jilCTa9688Evi/CaTlB%2Bch96T7FGSLjmSLNZiMi59sCliVilieTtS%2BT6wUShSziSBgBgAfBxS/NJSGjpScShCHibVxCQYFMKt/8VNxjYcpAf0ABWXAdY0E2PSImMuQ2I84naFItIj/VQyEztbQ5Yzk3IhEgo6dLYww0o4wnUpDAUogs4sYq48QmggQuxFoz%2BNou4%2BU1M7oqvWbIk7AAYzkvrQfOk7ID9Efa3R7M6T9MYv3askXGAr4SEfw5dKXKMpo2spchxaM6Q8I%2BYxYzM80zMy03PfM4bQs2c3YqiMvA4ksn7P7XXCs2ozEt0m46UpszohUhxJU14lUopbLL43slCYfL9MhGsDU6Ar%2BcXI8kzRAhcp/WsgE/wPU0gg0yOI0tcySFuJNENTuMNbuZYvTXkVubSVNCtKUbtawFYAAaRLTJDLSsjHjhCItIvrRPhcn3mbVdFTPZOyL033GtPThNm7Q4pGCQhQnhAfQgCRn3OXFXCQFDEQRXASHaObIsxcJKGkokqnyxEVHZxA0XLsRAHZ39KU0%2BL4rZ0gorEO0EtfR/IMtQk4ogDEpkskoOWUoSGUBMTMQMwWLgLMUgNMXZ1BMQqSnTI0MMp1JW06l4qsv4pYDMuECQDkk/EwHMpEo1lsokqkrsprOXIcVEqG2KMLyLNvDkqfJbM1RK1cLKz/wGKCtwFMqEu1O8MqogEcqQDcpnMl02VmJQrJDQruHDVWCQFYSQQADUv4cKk08LBQCK4QVhNRrA2QLxFwBq55oNcByLHhKK00pQpqZq5qFrZ4lr6LbRG0mKXQVC2Kljniax28o5agxo%2BrMAkEK8EyVhbqkEpEBoPAr54RpYyxwT/KTSsizq2zUUHrMoRgnr%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%2BCKxebSBEFEIvwQzP7wjkhXziT3zpzjKuSQJeb08/c06nbCdYR0q7Ft7d6LlzLQnbEaS/cR7UAx7fJJ79ibGlzRimTLGwjuG/K0ziaFiycoNFRom/BB7N6uCmgHGkdNzqkQZZGmGoGvHUmnimbimTLwnLJ4qH0vLFQBIZdWnkhYnvGIB4nEmJ7OayFwLecem7UZcvKoAKnxm6IQLpnF6JVvGMrplpmBdS6oLzzew9mjiUNvaX56DG6otmD8mbGIBtUB5hBowwEIEoEYE2J4F7rGnydAnZsab5VsBKmhybLen%2B85lIyVni8ZSNnikxlR9WnwJ1nhNODOzWHI5pKEhdGNZ9G9FDHvSyds69lSADkBpmNhAd4PyIWvJT9pmHQtAAQ4QO7UV%2Bn/dnidn/coXrdmWLpy6vAFwa70ARgPBSB0BMwEhUM2U6W2Ijj2VRG4QEjflu6KxFLkY4lCgIBQJenBLhI5WcmcmNzbbHbZt0rPmM7gnfAztAEuKg7tEeHRGOzo6b69BUB767FJZSnU7TH07qbjXNkY6aJPxHXltm9VZN916U6t62gInOmjtJpD72xr7b6HXI5V6n7eHdN1Xg2h7fBR9HzsWbGFW6mwdR8ZjCbkg82FGxGEHWGoVEEv6AFvVUERnWhx64rFmwdWhEEzB63G3InM3/7YzyDeHsHKI82CHJopHEHrXQcqHYQaHMH6HwHx3%2BjdFVH4HpHH4h3UGp3BGsG12fpF3CG1GuGLNNGzjtHP705EC/0sX8SbHDWPWLH3SrG/c7GHH0lzdhJXHmn3WXiuHLmPm3Wgn/HvGXXAIGW/B2m96Bs/dNK4XZl3lgTMmawO2knm3NWi3Z9rb/rMz1KDnCCh3GbP2EOw2On973RhctmrTgdiBE0gC02ymM3v1z2DGvSr3plcWzgCWLYiWSX3myXyWljKXjAjFaWWn2XbEmXoOBDWWS7xOFdOWhseW%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%2BpdYHwbUal7lqerUlVP064lURfFexf1tgZ%2BackGJzfm2s7N8rj7HHHWhnGL7ifbEFW1UtU%2B4dVC8AyuzrDXAFoVNSmgfzF0ubf%2B6NY7fiMX3QjnfUb5WSqSh3fsBtUgg9V9LvgI/MT/eYZA/pfeUQ/sm1urb74SbMPDjbSVpgvCnowqXBO2up07PDjyv4QxikZq/jXPOrss3mPilfPvGq%2BKWa%2BBOaX6/ouZm6S4vikEuoBZ6JnYDSPoxVm9EyPkCUOxvMC8nqm2UinNzO/WncjaneGKHSWZl2/a%2BR/hPvGV/7Or/F/i8QPO%2BROXODny/H7D1jm2VTnGDHcT%2BKjUVbn7m4CSBNAlgSvMGaP7bLC0j36lBr%2BWIYEN7Ec75Un%2BPyd5FU0tzIDawdPQCBi0lSV1pWBuatl0Vd4J9FWzzFVtPwL6Gki%2BuXfFhACphKArEYgB/jJx4CY0GUn7DhrrWIAEglKlHZQCWAFYRhRkHXCzDQIOQ2obmV8aMMxgMQXJIQcvOVLclqTyCaecNfXq8j142piuEPSFuXTYEy9qu0KWFLwguTN1OobXLQhimk6%2BU48HVA7oQCO5dxGQzxIUI6BQhndk0I8Z7pKBu53chQGaMitrQoq60qK%2BkF7n4ICHvdGKn3FtKxXTKRwJezCBsHnzlQ5d/EcsKlCMBchQIq4lMUZGa2iQjAXBbgogT3RTiBtw%2B62RIaGGyFwhB61MFIcGAV690W8R6dbHHECRCCSw9GNgHUIpjXwGItQ3IU8gJpjcfukPPVqilcGQJ0qoPcJKoPSodDMhB0O8L8Q/69ZKedSWHlgK4JW9EelgZHqj02zo8bq4NLHh9XLw6lhE0wwSpgGeJSImWpnWxkzRuFD9gB9QwQKUAdj3Z6YoGdKuD3%2BF2hC8aA71CcNboYD7ETiUEaT1KZfcGIjwiAS%2BReFuC3hOQ0FDzj4BfDRoPw06O0FaYAjnCQIu8CCOmRgjmuEIzAfAI56k90kXKe8OGEkGDwBIHKaVGaieGtlP2rwkAEMNBStNihkCaMFwmeB9DPwwPMnLD1S4bNheBBN/mnCgywjtA5jW8jpnt7R8tMF9S9qUPj6/1SqtIpJAiGjAbIwyfAb4QEUlHTIToWvQZFsNUFjIDeQqMMuvyQqHtZRa2SiPKI3osglREpFUVHycavtCBLvesAqz1FqADRIAI0SaOxFmibOS5S0ZsJUG69ae%2BvHOJ2UdGh9uGYgsgvWCtEw9bR7yYYTXH4BYjVhk%2BX4c1Q17eN%2BRKEQUXtB6Eii7QrTX5DcLYHZDTBFg6rs8zgQIJpKQMZTtkKsGxiKwcrLMRIM94ACQAMguFHIPZGKlkRAo7kW4LqG8i/cuYqntsPUHVx8hQ45/hdjZZk5mxbgi5K2JKH1CDBWQIwbIMkSNd2B1eSweXR2Yjjf8OdWgWOP/5SDJxpyEwV4Ufbziaxi494eiM%2BEQBTRy6ZQOWIf5ribRSYtQS8i3FCpzRjiVAfuJsaHjIEx4sxp7WUDnioUJyYwecmvFIo1O6KB8dYLaqE1Tq2hMwNRLAjA0eYNw3uDgDwgzggxV1GcL/R/CfVyedBC2BxJ8DvpqJFgQzEbxaEVC3RGcJiFwiCRwg1GrQAYdYxY68SxAnEp5FCGUl0YV02g9cumU4R1iRgKQQ4pLFkncSliiNdSfCFklGJIQKQIdOZM4qZ1duFEnSRbCkldR8W5KWsd0JGDrA6JWURrpxEITJJWJlEl%2BIqFxDcBsOronqHriSQ/gTAGopjlqOSBhTygwkMwK9gEa0M32XweGPixUzedjk8kOgcRHxb/hlA6wcFtMn8kIIxgkIXKTkmLH0BvcNYHyXTywKxTUikIFKRFKqpr9m453ebtgh/A%2BhhpAw%2BAeGAWCDhLAPAWeErgCqn4Lw3KSKZeVRKSIOp8UxaRiwRSBi4%2BSGIqfVLKkVSkptiHpISxkSYJ5E7xMktkF0leS/ExgCbN9TZAFT6w1UwKXVJKkNTMRTUxLK1M/TrTipTERrogmMBeFNpzqDwJQJtQ5M4yyFewaLXQqwyaEeTW6VxL%2Bn48eYb02qV8HWAtT6gUI40uh1L6hTwpr/FaXaSBwAydpq3SIvLXkhwghprwe0EzLgGTRJp002aeBnmlLFwZk/UwlFLIgxSNAqRCAJtIraQzu%2Bo3fqW3EO6hokZLWEvhmRfiMT8IFyG4b5KyFLiapySVBFjKWnZAUeygFWXhDVkojmIMknwHJKoS0z9uMshwWLR6r7kPBCtdanCHCFTwVQuAWeGyAe5PcruPg17qKE9neyohZ8A%2BCxWRlEzERqhU/HwFBT21H4yVNcHyyGzSs0qrtbKtsRTkLhoE9/dYb4EjTRphAsae1oUjx6YRhE%2B5LUZLHP53gLBk0OObUEeHUj2Jd%2BE7KflrlCdP2DkluSeCZ7PoO5w/OuQVwPwM9SeagfTmkQYiFymEJc%2BNM0PKFr0kqQ2cSsnIo4qVJoXLc8GnIkoLzYYYk1vJRDdpZysJm81OSMU67G9Kh7o1LJFwYgf0bqsVCLrVXp5VVGqzAnjhlVaqXzRJS8tvJtj6ohgue3NaZJ3La6CjmuWk7hpRMf4HNhEDzYAV2LAFSJGRdzNAEAKeagCexv/WghZzJwkjikfeR9IZkjKtVEJn8tsN7B7YaMBZZPIItTMJE6iSgE80uUZxNIeZfeXWLQrSQ2Ke0jKsYsBQVwFYO8nelUiheIuSB9ToF3MnciZLUEyjyZK0L7I/Fb4aw7cIAc/BcyUCALTh9NMdHDxS7epNRrE5ICwvjRsLraJnbwtmWA7fE%2BFzqP3IIu7l81n2/omPniL9z%2B0JFEiqRWyRkU1MB5sIMmVUQpmXIVFBuNvjxLRwMFzmkIHRa3X0U7C6ObRT0o4WOl%2BB3GcNDMhnm/h2KL5fMisLBTBxOKgmRXQrs12bZ/EvOOnZQGYoM4WLboVi7cjkvMoYdJOXyYcvwvJwlKvmLikRQGIf49KjWZS1utb3IXeL/cviuaXkz9pDkD%2B9mdXMEpOIIx85Z%2BGJUwRwX1htFyEXRfdQPFIsycCCzBS82wVfBJCe4qTjY1hY7iZkCLZFgQMlkmL/AdSwzuMmM4TtyS1hHJTwp%2BL39YFVVRxUPK7lBNVRbi9UWIomXiKplXMmZalg87zLPsiy5aSEtIirKv%2BsS2cfWHiXkj9lO7H6IcowUgCTlvPc5doJhYUj9m3GbAeEouIMKycYxAtoXydH8zFF0Us4uiTpU2MXlDS1KDalvCcLYSUA3khACGUetQVjvAMdCofqsrBZZxEUmKU5WgLJ5PKhBocp8DGABVJebhesRUyirSA0YcVaIqlUVEZVeBKWOgEdLOlFVxSblW8rnxhYLVTpLJc0p1XOo9VBq1xRKvcXGr%2BSpqy6kS3nQJS0lTyvwAqxspDYDVopTzDA0mhELWZRmMFj6ptK0L/VIYeVaQCDV4l0lP9UrOGoXCRrMMMa4DKBgzGiDnxeLA5O6sK7q9xp68hIB/I5Y8At5kiRqpClYCiM0UfVZhUPNvGzYuhiLHgE%2BKZwvjK1QK8BdWrti1rW1nwtYc51%2BT3ZPhra6ru2ulqdr2AtSntRYMaQiC0hw6itQ1TsrKAGBxahtWXR4BloZwLAQopImBjdI61SAYcvJ2wnhAkEcgndbIWQq2yuqXcYRBKCFD9oVCv6/9QOlyA%2BhUUUicOdGGrGQgDhioGwJYAeD0BZgNYQcCOSlnIUK5CZNkAQC0CwQeBEG5itGBuEYTP2kIP9XhlA36sYhoAEAHMOKhVgAKBM2xJLH/UpBLAlC8MJBpAD7lIQ2G3DfiEJA1geATA4cjWC43xEPlVIyOCxtVD0AON1G6MDxq%2BB8aIEAmmlMJqE0ibxNUa/Af0WEnSbSerGngPJq41KbsgKmvDYJuUAablAqGsTYRr5o6aTOUmhOjOFY0PATNDmszRZrU2aaawTYLTQ5ok16aXNURWmZhoJ6gRHVFSVBFxuI13CmaZG4DdKCZn0sFNtG4OEVC%2BjVgpoTG%2BsDJrY0gxTNQ2d9NFtyVNSAKgWl0EUsUKdT9Nrmk8Kxrk2TRitC4UrZavK0iaKt6WhIrVsKT1boRbm1UMZpa1eaStPEMrTWG602auNvW5MtKIa06B3NRWsbW1om0daptImh4FVq9EgA5tShBbYNpPC5gzgFwFbdVu43jb%2Byk25QNtpQ07bFRjm1hH1sO3yyA04W6wMImgzWBRQH8S2l9p%2B2gQUtYG8VrFoc3QavgsG%2BDYhumCabrZzcCLb7AAAaKoRUBeAI0Xb4tCI77b9uB1UauNdG7LYxqoVx9JYbIawKBGcCjaLtZm0CCjuVBo6aw00ACvZou37a6toWt7RhRiIE9buFO6DCsAx27asdiWr4DjqB2Ua0tBOzLaHAY25aSdvcnQLgHWXnbdtZmvnaBAF2baWd6W4LVw053MbSeJ2tiBcHY3U61dV2jXVrus1dbWdu25IgdoG1OtSeawEWieHN2Pb1dlOzXSsG123a7dj2vXfIrHkzhjd5wC5M1oYitbzwkIK3b7ts0ibBwAemjQ7o53kSbZH2vXByDiTGgxQ2gUXOrk6CplGQvFQSlLH7HPAsg%2BgMFCUHEDxh4gVwf6ORovDRgfNPA5kZpw%2BXZBm9renDapvb0gAmtKmMxJHDMAosogXwHvSADb2EgiNqoB4MPvaBmAT22UlMO2EZDK6zmbPZTuLsb3JBxd0YOPdGE32MFBRga0zOvpOizxAp8BWBGYM0xsQ99/gRBDFWdJI0i9FmRkEKHiDYSMoM4OMOgHL2%2BBUdF4J/fWAP0gA6dIB1vRTusBFLGMMgTUGABkD5TwiEBqAwzpb3T7YD8Br4MgYIDIHUDGG71IyBWCfSIwskE8HXrAhI7ZwmB3qJ%2BABA8hI4EBo/XajwFWLWD3ugXcfvWVTbUDZOMfZR0hBcH%2BdKwQ/ZQeAD8HnUS%2BlfRfsfiMhFwgyKWN4F2zCsYMgOyFCezAMVgX9rPCAKIZ90SG3dNGgNQcnMRSyu4diZSGVqAPKBm9Oh5IFPqi0daO90tXTd%2B2cNla59bG6Q71JtRCGEgSW/tNGBcNOqfDDwPw2lLkPp6/UbIGQHiKYCyAwyMgcgGwFkCWBUj6AWQAsX4CfDRAEgMAohtSNEAMjCRvETWLDKWAzAg4N0IsDdBugmwCwRDQAE4wy7R5gLIEHCpHWgIAKo2kbKPkBsjMgVI3cxR6lGZAmRvEXAFgAoAMAOAfAMQDICUBqAdAbsKwA4BoBBAggEQOIEkDSAUDWkMEJSByl/A4wvIVfOLVWCxEsgJAXTMkkJB3GTUZg8qY6AfVTsCAagcBJgkb3BC9Qg0gDaUhZ78SbANUVNMIktoMyANWcZQGyGVDih%2By/aAyQeHAknRG52mTEQcMsDWJMIUJ9HTCdAgXgJQEoWeFSOSCMh0TGIpHjMDiP2HktfsDkMwRTBgnBQEJ1MniajikwaDIB5MH4ApNATixWJnE/9A5Mwm49vJ1E8oEpOfCsT9AWk%2BLoMiARGTCOzCpLTiSmBsJvKF4%2BoZf1sRfAsIT498avhCCiAvx1aiEOUBCgp4yoIUJqDhB8BiKkZKAA1ECTtAod1gBDUhssBeo/jy8ZvdYHtOOnSgVpjWracDMrBIyMp5Htie9PmR/jzekXM3sVOwhGTLgCxP6fDO4AfT5p/4wqcpMQAQzNpu0w6YjNUmhTswbM49wtPi6RcCphk4KDsAWI8zoKH0zYCz0cppQ3aFYDdwL0rgP9l%2BrCmXuTKWnZN2E%2BoCOZSAea7jde6%2BiMHH3rE/QOhpGA1AhgjA4TCJ0CEibhCsaaKxFEiiDGG6NgmpIFCAHJtcCDrBcUBSwEebEAnmPN55qGS1Gb3BAgQ653AIiYvApADzz518/CffObnPzkzN8x%2BZSDbnVQu50ipedKDHn5%2B0FmIBebmYwX56UBe89ZsfPc7/AG%2BlXeod33thlzXJhU3HrhC4AZ4fAUkyDFlMFx/o4ul83xDj0gwaLQIei1F0IvcGNQJF6wGRdC0Dnr9YwW/eK0a4P7SAOhvQ2/thr9mFDJ0b/Swj/0ngADdhkA44f8CMW%2BIGBtHSDGQNIGUD3DFS7gDUvo7Jo%2BBwg8QesMnQyDD0igyYfgI/66ddB9S9hEYNqQlLZQkYDCdYtiHJqJFuEykAlCYxbzsFhfTpcB20X1QbFhi8FaYthWWLgOyamxeIukXyL0V3HURYjMpBvLEoFU6ZeUBKHiAKhg4Dhc0PVdtDyLV/b4CgC6XmLOmdyz7s8tpXVQEoCxMevDAjdqFVh2xDYY612GHDkcH86paJMknIzDEXq3pf6uJWhc0F/y8hcexQXTzk19ysLgeA2DrG4kBI50ZkApGBjkxrIzke2PFiCj%2BxnnF2BKNlHzE5AcBKwmprCQ1r3R8gL0f6PpGtrQx2QKMZADjGTrFRkAIOEHBmAHglgN0JYDDKLAeA9AN0IOHoAPA3Q6x2QA8FSMPXMjT1kY%2BQAmNTHyAMxhAPAAgBzHBWagVnhQCoCJVvwuNiMaQFaBuhkNXgJgKijuYgTBju9YwIZxkD0BUjbQfhEQAvBKFBjOAJCBwB8Cc2%2B9eGwoHc0euqyEmvrRm6kYvhJHHrcWXo1tcSPsBOAu1oQHoH0B3NIAeIsYGpqFvBBIwG4bgHkf4BIbnKF4LIMEFaAJAMw%2BgUY3sakAMBEjyR2G4MeGM/bu0ygYAFGmUBugzAPAMwHJrKCEgu%2BEARY7Q0OuMBRghNnwJ1DJCeVcjAgfgMdblt4jzrOAfVVdZrGDgWjZgMMsDfLoQ2WjiwJsIsEsCDgwy11no30ZR5w3triNsY0jZOuo3EAmNtANjdxsrGCbONyO8TdJvk3vAVN6gPoFpvPB6bsgJm%2BQBZtGJ2bqRTm1%2BAVu83HrhAfjaxjtCDGRb8QA46PcluDGZb9djY4rYNvK2DAatq65rZ4Ha3dbD4fW3Hb4BG3ggJt5yubaQCW3rbhR6QIOrWsbWq7CNl227Y9te2fbftsTE0AsRB3CAIdskN2HDsd3xW4DixLHcEAJ2pjSdqNZdftsyAbrd1yu07eesiBXrddxO%2BQBrE8A/7YZFo26DDKDguwtRmYIsEWBJ6pbMNza/DeGMIPVraNpuw4I8Bt2mASAO5owFIA8OQAb9qWx/awcyBsN14PYKKFdvu2yIf9326UEAdd98gWQb%2BzI89ve35H/toByw9OuEPFgNRh4IhvqMl26jtDwcFDbQeO3HrzDnB29fwdS2eAVjph9g%2BRvlHyAsCX0LPsHBAA%3D%3D%3D diff --git a/README.md b/README.md index 30aee34..eef93df 100644 --- a/README.md +++ b/README.md @@ -12,7 +12,9 @@ Copyright Sendyne Corp., 2010-2018. All rights reserved ([LICENSE](LICENSE)). * compile-time detection of overflow, * easily extendable to support, for example, mock-up. -For a short introduction and how-to see the [quick start guide](QuickStart.md). A more complete and detailed documentation is available [here](API.md). +For a short introduction and how-to see the [quick start guide](QuickStart.md). A more complete and detailed documentation is available [here](API.md). + +The features provided by `cppreg` come with no overhead or performance penalty compared to traditional low-level C approaches. We give [here](Performance.md) an example comparing the assembly generated by a CMSIS-like implementation versus a `cppreg` one. ## Requirements ##