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|---|
| 0,0 → 1,678 |
| <!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01//EN" "http://www.w3.org/TR/html4/strict.dtd"> |
| <html> |
| <head> |
| <meta http-equiv="Content-Type" content="text/html; charset=utf-8"> |
| <title> ATmega801B </title> |
| <meta name="keywords" content="stavebnice MLAB modul procesoru ATMEL ATmega8"> |
| <meta name="description" content="Projekt MLAB, modul procesoru ATMEL ATmega8"> |
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| <!-- ============== TEXT ============== --> |
| <div class="Text"> |
| <p class="Title"> |
| Atmega801B – modul procesoru Atmega8 |
| </p> |
| <p class=Autor> |
| Milan Horkem, Jakub Kákona |
| </p> |
| <p class="Subtitle"> |
| Procesorový modul pro práci s procesory ATMEL v pouzdru |
| TQFP32. Modul obsahuje procesor a může být osazen krystalem standardní |
| velikosti nebo hodinkovým krystalem 32 768Hz. Modul je dále vybaven |
| tlačítkem RESET a programovacím konektorem ATMEL ISP 6 PIN. |
| </p> |
| <p class="Subtitle"> |
| <img width="391" height="391" src="Pictures/image001.jpg" |
| alt="Modul procesoru ATmega8 - strana součástek"> |
| <img width="394" height="391" src="Pictures/image002.jpg" |
| alt="Modul procesoru ATmega8 - strana spojů"> |
| </p> |
| <p> |
| <a href="../ATmega801B.cs.pdf"><img class="NoBorder" |
| src="../../../../../Web/PIC/FileIco_PDF.ico" |
| alt="Acrobat"> PDF verze</a> |
| </p> |
| <h1> Technické parametry </h1> |
| <table> |
| <tr> |
| <th> Parametr </th> |
| <th> Hodnota </th> |
| <th> Poznámka </th> |
| </tr> |
| <tr> |
| <td> Napájení </td> |
| <td> (1.8V) .. 2.7V .. 5.5V </td> |
| <td> Dle použitého procesoru </td> |
| </tr> |
| <tr> |
| <td> Procesor </td> |
| <td> ATmega8 / ATmega8L </td> |
| <td> Nebo jiný v pouzdru TQFP32 </td> |
| </tr> |
| <tr> |
| <td> Spotřeba </td> |
| <td> 12mA </td> |
| <td> Při 8MHz s krystalem </td> |
| </tr> |
| <tr> |
| <td> Rozměry </td> |
| <td> 51x51x15mm </td> |
| <td> Výška nad nosnou deskou </td> |
| </tr> |
| </table> |
| <h1> Popis konstrukce </h1> |
| <h2> Úvodem </h2> |
| <p> |
| Jedná se o standardní modul pro procesory AVR firmy ATMEL v pouzdru |
| TQFP32. Kromě ATmega8 lze použít i obvody ATmega48, ATmega68, ATmega88 a |
| další. |
| </p> |
| <h2> Zapojení modulu </h2> |
| <p> |
| Modul je napájen přes napájecí konektor J33. Dioda D1 slouží jako |
| ochrana před přepólováním zdroje (předpokládá se, že zdroj má proudové |
| omezení cca 1A). Tlumivka L1 s kondenzátorem C3 slouží jako filtr |
| napájení pro A/D převodník v procesoru. Kondenzátor C6 slouží |
| k filtraci referenčního napětí. |
| </p> |
| <p> |
| <img width="929" height="814" src="Pictures/image003.png" |
| alt="Schéma modulu"> |
| </p> |
| <p> |
| Zdrojem hodinového kmitočtu procesoru může být: |
| </p> |
| <ul> |
| <li> Vnitřní RC oscilátor (defaultní nastavení nového procesoru, kmitočet 1MHz) </li> |
| <li> Vnější krystalový oscilátor s krystalem X1 nebo X2 (hodinkový krystal) </li> |
| <li> Vnější RC oscilátor R3/C5 </li> |
| <li> Zdroj vnějšího hodinového signálu na vývod XTAL1 </li> |
| </ul> |
| <p> |
| Zdroj hodinového kmitočtu a konfigurace (frekvenční rozsah) oscilátoru |
| se volí programováním konfiguračního slova procesoru. Nový procesor |
| přichází s nastavením interní RC oscilátor s nastavením |
| frekvence na 1MHz. |
| </p> |
| <p> |
| Firma ATMEL definovala dvě „standardní“ zapojení programovacího ISP |
| konektoru. Modul používá menší verzi se 6 vývody. |
| </p> |
| <h2> Mechanická konstrukce </h2> |
| <p> |
| Jedná se o standardní modul do stavebnice s upevňovacími rohovými |
| sloupky. |
| </p> |
| <h1> Osazení a oživení </h1> |
| <h2> Osazení </h2> |
| <p> |
| Při osazování procesoru použijte minimum pájky. V případě, že |
| nemáte vhodné vybavení je nejsnazší plošky pro procesor předem |
| pocínovat (co nejméně) a pak přiložený procesor nejprve přichytit za |
| dvě protilehlé nožičky. Další pájka se již přidávat nemusí. Zbylé |
| vývody stačí jeden po druhém připájet. V případě, že je |
| k dispozici jen pistolová páječka používá se smyčka ze zvonkového |
| drátu (průměr drátu cca 0.8mm). |
| </p> |
| <p> |
| Krystal je možné buď osadit rovnou na desku (pokud víme předem jakou |
| budeme potřebovat frekvenci) nebo se osadí jen dutinky z precizní |
| patice do kterých se pak dá zasunout krystal dle potřeby. |
| </p> |
| <p> |
| SMD tlumivku je možné v nouzi nahradit propojkou nebo tlumivkou |
| obyčejnou. Zhorší se tím šum A/D převodníku. |
| </p> |
| <p> |
| <img width="584" height="584" src="Pictures/image004.png" |
| alt="Osazení, strana spojů"> |
| <img width="584" height="584" src="Pictures/image005.png" |
| alt="Osazení, strana součástí"> |
| </p> |
| <table class="Soupiska"> |
| <tr> |
| <th> Reference </th> |
| <th> Hodnota </th> |
| </tr> |
| <tr> |
| <th colspan="2"> Odpory </th> |
| </tr> |
| <tr> |
| <td> R1 </td> |
| <td> 100 </td> |
| </tr> |
| <tr> |
| <td> R2, R101, R102, R103 </td> |
| <td> 10k </td> |
| </tr> |
| <tr> |
| <td> R3 </td> |
| <td> neosazuje se </td> |
| </tr> |
| <tr> |
| <th colspan="2"> Keramické kondenzátory </th> |
| </tr> |
| <tr> |
| <td> C4, C5 </td> |
| <td> 22pF </td> |
| </tr> |
| <tr> |
| <td> C101, C102, C103 </td> |
| <td> 10nF </td> |
| </tr> |
| <tr> |
| <td> C2, C3, C6, C7 </td> |
| <td> 100nF </td> |
| </tr> |
| <tr> |
| <th colspan="2"> Elektrolytické kondenzátory </th> |
| </tr> |
| <tr> |
| <td> C1 </td> |
| <td> 22uF/6.3V </td> |
| </tr> |
| <tr> |
| <th colspan="2"> Indukčnosti </th> |
| </tr> |
| <tr> |
| <td> L1 </td> |
| <td> 10uH </td> |
| </tr> |
| <tr> |
| <th colspan="2"> Diody </th> |
| </tr> |
| <tr> |
| <td> D1 </td> |
| <td> 1N4007SMD </td> |
| </tr> |
| <tr> |
| <th colspan="2"> Integrované obvody </th> |
| </tr> |
| <tr> |
| <td> U1 </td> |
| <td> ATmega8L-8AU </td> |
| </tr> |
| <tr> |
| <th colspan="2"> Krystaly </th> |
| </tr> |
| <tr> |
| <td> X1 </td> |
| <td> # </td> |
| </tr> |
| <tr> |
| <td> X2 </td> |
| <td> #32 768Hz </td> |
| </tr> |
| <tr> |
| <th colspan="2"> Mechanické součástky </th> |
| </tr> |
| <tr> |
| <td> J1..J8, J9..J16, J17..J24, J25..J32 </td> |
| <td> JUMP2x8 </td> |
| </tr> |
| <tr> |
| <td> J33, J35 </td> |
| <td> JUMP2X3 </td> |
| </tr> |
| <tr> |
| <td> J101+J103+J105, J102+J104+J106, J107+J109+J111, J108+J110+J112 </td> |
| <td> JUMP3 </td> |
| </tr> |
| <tr> |
| <td> SW1 </td> |
| <td> P-B1720 </td> |
| </tr> |
| <tr> |
| <th colspan="2"> Konstrukční součástky </th> |
| </tr> |
| <tr> |
| <td> 4ks </td> |
| <td> Šroub M3x12 křížový s válcovou hlavou </td> |
| </tr> |
| <tr> |
| <td> 4ks </td> |
| <td> Podložka M3 </td> |
| </tr> |
| <tr> |
| <td> 4ks </td> |
| <td> Distanční sloupek M3x5 </td> |
| </tr> |
| </table> |
| <h1> Konfigurační slova ATmega8 </h1> |
| <h2> <span lang="en">Low Fuse Byte</span> </h2> |
| <table> |
| <tr> |
| <th> Bit </th> |
| <th> Jméno </th> |
| <th> Default </th> |
| <th> Význam </th> |
| </tr> |
| <tr> |
| <td> 7 </td> |
| <td> BODLEVEL </td> |
| <td> 1 </td> |
| <td> |
| <p> |
| <span lang="en">Brown Out Detect Level</span> – úroveň napětí detekce podpětí |
| </p> |
| <p> |
| 0 <span lang="en">reset</span> při 2.4 až 2.9V<br> |
| 1 <span lang="en">reset</span> při 3.7 až 4.5V |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 6 </td> |
| <td> BODEN </td> |
| <td> 1 </td> |
| <td> |
| <p> |
| <span lang="en">Brown Out Detect</span> – detekce podpětí |
| </p> |
| <p> |
| 0 aktivována<br> |
| 1 neaktivní |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 5 4 </td> |
| <td> SUT1 <br> |
| SUT0 </td> |
| <td> 10 </td> |
| <td> |
| <p> |
| <span lang="en">Start Up Timer</span> – volba zpoždění startu |
| </p> |
| <p> |
| Funkce závisí na režimu hodin CKSEL |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 3 2 1 0 </td> |
| <td> CKSEL3 <br> |
| CKSEL2 <br> |
| CKSEL1 <br> |
| CKSEL0 </td> |
| <td> 0001 </td> |
| <td> |
| <p> |
| Clock Select – volba zdroje hodin |
| </p> |
| <p> |
| 0000 – externí hodiny |
| </p> |
| <p> |
| 0001 – interní RC oscilátor 1 MHz<br> |
| 0010 – interní RC oscilátor 2 MHz<br> |
| 0011 – interní RC oscilátor 4 MHz<br> |
| 0100 – interní RC oscilátor 8 MHz |
| </p> |
| <p> |
| 0101 – externí RC oscilátor 0.1 až 0.9 MHz<br> |
| 0110 – externí RC oscilátor 0.9 až 3.0 MHz<br> |
| 0111 – externí RC oscilátor 3.0 až 8.0 MHz<br> |
| 1000 – externí RC oscilátor 8.0 až 12.0 MHz |
| </p> |
| <p> |
| 101x – <span lang="en">Low Power XTAL</span> 0.4 až 0.9MHz pro CKOPT=1<br> |
| 110x – <span lang="en">Low Power XTAL</span> 0.9 až 3.0MHz pro CKOPT=1<br> |
| 111x – <span lang="en">Low Power XTAL</span> 3.0 až 8.0MHz pro CKOPT=1 |
| </p> |
| <p> |
| 101x – XTAL nad 1.0 MHz pro CKOPT=0<br> |
| 110x – XTAL nad 1.0 MHz pro CKOPT=0<br> |
| 111x – XTAL nad 1.0 MHz pro CKOPT=0 |
| </p> |
| </td> |
| </tr> |
| </table> |
| <h2> <span lang="en">High Fuse Byte</span> </h2> |
| <table> |
| <tr> |
| <th> Bit </th> |
| <th> Jméno </th> |
| <th> Default </th> |
| <th> Význam </th> |
| </tr> |
| <tr> |
| <td> 7 </td> |
| <td> RSTDISBL </td> |
| <td> 1 </td> |
| <td> |
| <p> |
| <span lang="en">Reset Disable</span> – vypnutí funkce |
| <span lang="en">reset</span> nožičky PC6/RESET# |
| </p> |
| <p> |
| 0 PC6 je běžná IO nožička<br> |
| 1 PC6 je signál RESET# |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 6 </td> |
| <td> WDTON </td> |
| <td> 1 </td> |
| <td> |
| <p> |
| <span lang="en">Watch Dog Timer</span> – hlídač zaseknutí programu |
| </p> |
| <p> |
| 0 <span lang="en">Watch Dog Timer</span> nelze vypnout (je trvale zapnutý)<br> |
| 1 <span lang="en">Watch Dog Timer</span> lze zapnout i vypnout pomocí WDTCR |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 5 </td> |
| <td> SPIEN </td> |
| <td> 0 </td> |
| <td> |
| <p> |
| <span lang="en">Serial Programming Enable</span> – povolení sériového programování |
| </p> |
| <p> |
| 0 sériové programování povoleno<br> |
| 1 sériové programování zakázáno |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 4 </td> |
| <td> CKOPT </td> |
| <td> 1 </td> |
| <td> |
| <p> |
| Clock Option – režim oscilátoru |
| </p> |
| <p> |
| 0 výkonový výstup (například pro rychlé krystaly)<br> |
| 1 malý rozkmit signálu (menší spotřeba) |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 3 </td> |
| <td> EESAVE </td> |
| <td> 1 </td> |
| <td> |
| <p> |
| EEPROM Save – úschova obsahu EEPROM při mazání čipu |
| </p> |
| <p> |
| 0 Obsah EEPROM se zachovává<br> |
| 1 Obsah EEPROM se nezachovává |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 2 1 </td> |
| <td> BOOTSZ1 <br> |
| BOOTSZ0 </td> |
| <td> 00 </td> |
| <td> |
| <p> |
| <span lang="en">Boot Size</span> – velikost paměti programu vyhrazené pro |
| <span lang="en">Boot Loader</span> |
| </p> |
| <p> |
| 11 <span lang="en">Boot</span> oblast 128B (od adresy 0xF80)<br> |
| 10 <span lang="en">Boot</span> oblast 256B (od adresy 0xF00)<br> |
| 01 <span lang="en">Boot</span> oblast 512B (od adresy 0xE00)<br> |
| 00 <span lang="en">Boot</span> oblast 1024B (od adresy 0xC00) |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 0 </td> |
| <td> BOOTRST </td> |
| <td> 1 </td> |
| <td> |
| <p> |
| <span lang="en">Boot Reset</span> – volba zda se startuje |
| <span lang="en">Boot Loader</span> |
| </p> |
| <p> |
| 0 Po resetu se aktivuje <span lang="en">Boot Loader</span>, |
| adresa viz BOTTSZ1..0<br> |
| 1 Po resetu program začíná od adresy 0 |
| </p> |
| </td> |
| </tr> |
| </table> |
| <h2> <span lang="en">Lock Byte</span> </h2> |
| <table> |
| <tr> |
| <th> Bit </th> |
| <th> Jméno </th> |
| <th> Default </th> |
| <th> Význam </th> |
| </tr> |
| <tr> |
| <td> 5 4 </td> |
| <td> BLB12 <br> |
| BLB11 </td> |
| <td> 11 </td> |
| <td> |
| <p> |
| <span lang="en">Boot Lock</span> – zámek oblasti zavaděče (<span lang="en">Boot Loader</span>) |
| </p> |
| <p> |
| 11 odemčeno, není omezení<br> |
| 10 zákaz zápisu do paměti zavaděče<br> |
| 01 aplikace nesmí číst zavaděč<br> |
| 00 oba zákazy |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 3 2 </td> |
| <td> BLB02 <br> |
| BLB01 </td> |
| <td> 11 </td> |
| <td> |
| <p> |
| <span lang="en">Boot Lock</span> – zámek oblasti uživatelského programu |
| </p> |
| <p> |
| 11 odemčeno, není omezení<br> |
| 10 zákaz zápisu do paměti uživatelského programu<br> |
| 01 zavaděč nesmí číst uživatelský program<br> |
| 00 oba zákazy |
| </p> |
| </td> |
| </tr> |
| <tr> |
| <td> 1 0 </td> |
| <td> LB2 <br> |
| LB1 </td> |
| <td> 11 </td> |
| <td> |
| <p> |
| Lock – zámek paměti |
| </p> |
| <p> |
| 11 paměť je odemčená<br> |
| 10 je zamčená paměť programu i EEPROM<br> |
| 00 je zamčeno vše včetně konfigurační oblasti |
| </p> |
| </td> |
| </tr> |
| </table> |
| <h2> <span lang="en">Calibration Bytes</span> </h2> |
| <p> |
| Kalibrační bajty jsou celkem 4 za sebou pro 4 frekvence interního RC |
| oscilátoru. Při resetu se natahuje první z nich do OSCCAL . Kalibrační |
| bajty nejsou dostupné uživatelskému programu. V případě potřeby se musí |
| programátorem přečíst a zapsat někam jinam (EEPROM nebo paměti |
| programu). |
| </p> |
| <table> |
| <tr> |
| <th> Hodnota </th> |
| <th> Minimální frekvence </th> |
| <th> Maximální frekvence </th> |
| </tr> |
| <tr> |
| <td> 0x00 </td> |
| <td> 50% </td> |
| <td> 100% </td> |
| </tr> |
| <tr> |
| <td> 0x7F </td> |
| <td> 75% </td> |
| <td> 150% </td> |
| </tr> |
| <tr> |
| <td> 0xFF </td> |
| <td> 100% </td> |
| <td> 200% </td> |
| </tr> |
| </table> |
| <h2> <span lang="en">Signature Bytes</span> </h2> |
| <p> |
| Signatura součástky je 0x1E (ATMEL) 0x93 (8KB FLASH) 0x07 (ATmega8). |
| </p> |
| <h1> Ukázkový program </h1> |
| <p> |
| Bliknutí LED diodou je základ. Tady je ukázka. |
| </p> |
| <p> |
| <code> |
| #define F_CPU 1000000UL // 1MHz je deaultni frekvence interniho |
| // RC oscilatoru |
| #include <avr/io.h> |
| #include <avr/delay.h> |
| |
| // Spozdeni o libovolny pocet ms |
| void xDelay_ms(unsigned int Time) |
| { |
| for(;Time!=0;Time--) |
| _delay_ms(1); // Knihovni procedura ma velmi omezen |
| } // maximalni cas spozdeni |
| |
| // Hlavni program |
| int main() |
| |
| { |
| DDRC |=1; // Nastav port PCD0 jako vystup |
| for(;;) // Nekonecna smycka |
| { |
| PORTC |= 1; // Nastav 1 |
| xDelay_ms(500); // Pockej 1/2 sekundy |
| PORTC &= ~1; // Nastav 0 |
| xDelay_ms(500); // Pockej 1/2 sekundy |
| } |
| |
| return 0; |
| } |
| </code> |
| </p> |
| <p> |
| A takto se naprogramuje do součástky: |
| </p> |
| <p> |
| <samp>avrdude -p m8 -c picoweb -P lpt1 -U flash:w:BLIK_ATmega8.hex:a -E noreset</samp> |
| </p> |
| <p> |
| Zbývá připojit logickou sondu na vývod PC0. |
| </p> |
| </div> |
| <!-- AUTOINCLUDE START "Page/Footer.cs.ihtml" DO NOT REMOVE --> |
| <!-- ============== PATIČKA ============== --> |
| <div class="Footer"> |
| <script type="text/javascript"> |
| <!-- |
| SetRelativePath("../../../../../"); |
| DrawFooter(); |
| // --> |
| </script> |
| <noscript> |
| <p><b> Pro zobrazení (vložení) hlavičky je potřeba JavaScript </b></p> |
| </noscript> |
| </div> |
| <!-- AUTOINCLUDE END --> |
| </body> |
| </html> |
| /Modules/AVR/ATmegaTQ3201A/DOC/SRC/ATmegaTQ3201A.doc |
|---|
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| /Modules/AVR/ATmegaTQ3201A/PrjInfo.txt |
|---|
| 0,0 → 1,24 |
| // |
| // Toto je popisný soubor pro popis obsahu adresáře (příklad) |
| // |
| [InfoShortDescription.en] |
| Module for ATmega MCU in TQFP32 |
| [InfoShortDescription.cs] |
| Modul pro ATmega v pouzdru TQFP32 |
| [InfoLongDescription.en] |
| Processor module for ATMEL ATmega in TQFP32 package. |
| The module contains processor and standard crystal or clock crystal |
| can be used. There is RESET push button and ATMEL ISP 6 PIN connector. |
| [InfoLongDescription.cs] |
| Procesorový modul pro práci s procesorem ATMEL Atmega8 v pouzdru TQFP32. |
| Modul obsahuje procesor a může být osazen externím krystalem. Modul je vybaven tlačítkem RESET |
| a programovacím konektorem ATMEL ISP 6 PIN. |
| [InfoBuyUST] |
| http://www.ust.cz/shop/product_info.php?cPath=22_23&products_id=114 |
| [End] |
| /Modules/AVR/ATmegaTQ3201A/SCH/ATMEGATQ3201A.BOM |
|---|
| 0,0 → 1,38 |
| MLAB Revised: Tuesday, September 20, 2011 |
| ATmegaTQ3201A Revision: 1.00 |
| Bill Of Materials November 9,2011 21:01:44 Page1 |
| Item Quantity Reference Part |
| ______________________________________________ |
| 1 1 C1 10uF/6.3V |
| 2 4 C2,C3,C6,C7 100nF |
| 3 2 C4,C5 22pF |
| 4 3 C101,C102,C103 C0805 |
| 5 1 C104 470nF |
| 6 1 C105 4,7uF |
| 7 1 D1 M4SMD |
| 8 33 J1,J2,J3,J4,J5,J6,J7,J8, UNIPAD2 |
| J9,J10,J11,J12,J13,J14, |
| J15,J16,J17,J18,J19,J20, |
| J21,J22,J23,J24,J25,J26, |
| J27,J28,J29,J30,J31,J32, |
| J33 |
| 9 6 J35,J36,J37,J38,J39,J40 JUMP2X3 |
| 10 1 L1 10uH |
| 11 4 M1,M2,M3,M4 HOLE_M3 |
| 12 1 M5 FIDU |
| 13 1 M6 FIDU_PASTE |
| 14 1 R1 100 |
| 15 1 R2 10K |
| 16 3 R101,R102,R103 R0805 |
| 17 1 SW1 P-B1720 |
| 18 1 U1 ATmega8L-8AU |
| 19 1 X1 XTAL050 |
| /Modules/AVR/ATmegaTQ3201A/SCH/ATmegaTQ3201A.pdf |
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"/> |
| </defs> |
| <g id="surface11896"> |
| <use xlink:href="#image11900" transform="matrix(0.24,0,0,0.24,0,0)"/> |
| </g> |
| </svg> |
| /Modules/AVR/ATmegaTQ3201A/ATmegaTQ3201A_Bottom_Small.jpg |
|---|
| Cannot display: file marked as a binary type. |
| svn:mime-type = application/octet-stream |
| Property changes: |
| Added: svn:mime-type |
| +application/octet-stream |
| \ No newline at end of property |
| /Modules/AVR/ATmegaTQ3201A/ATmegaTQ3201A_Top_Small.jpg |
|---|
| Cannot display: file marked as a binary type. |
| svn:mime-type = application/octet-stream |
| Property changes: |
| Added: svn:mime-type |
| +application/octet-stream |
| \ No newline at end of property |
| /Modules/AVR/ATmegaTQ3201A/CAM_PROFI/V1.PHO |
|---|
| 0,0 → 1,195 |
| * |
| * |
| G04 PADS 9.2 Build Number: 414666 generated Gerber (RS-274-X) file* |
| G04 PC Version=2.1* |
| * |
| %IN "ATMEGATQ3201A.pcb"*% |
| * |
| %MOIN*% |
| * |
| %FSLAX35Y35*% |
| * |
| * |
| * |
| * |
| G04 PC Standard Apertures* |
| * |
| * |
| G04 Thermal Relief Aperture macro.* |
| %AMTER* |
| 1,1,$1,0,0* |
| 1,0,$1-$2,0,0* |
| 21,0,$3,$4,0,0,45* |
| 21,0,$3,$4,0,0,135* |
| % |
| * |
| * |
| G04 Annular Aperture macro.* |
| %AMANN* |
| 1,1,$1,0,0* |
| 1,0,$2,0,0* |
| % |
| * |
| * |
| G04 Odd Aperture macro.* |
| %AMODD* |
| 1,1,$1,0,0* |
| 1,0,$1-0.005,0,0* |
| % |
| * |
| * |
| G04 PC Custom Aperture Macros* |
| * |
| * |
| * |
| * |
| * |
| * |
| G04 PC Aperture Table* |
| * |
| %ADD011C,0.06*% |
| %ADD012R,0.07X0.07*% |
| %ADD013C,0.23622*% |
| %ADD024C,0.001*% |
| %ADD055R,0.065X0.07*% |
| %ADD056R,0.07X0.065*% |
| %ADD057C,0.075*% |
| * |
| * |
| * |
| * |
| G04 PC Circuitry* |
| G04 Layer Name ATMEGATQ3201A.pcb - circuitry* |
| %LPD*% |
| * |
| * |
| G04 PC Custom Flashes* |
| G04 Layer Name ATMEGATQ3201A.pcb - flashes* |
| %LPD*% |
| * |
| * |
| G04 PC Circuitry* |
| G04 Layer Name ATMEGATQ3201A.pcb - circuitry* |
| %LPD*% |
| * |
| G54D11* |
| G01X306500Y260000D03* |
| Y250000D03* |
| X296500Y260000D03* |
| Y250000D03* |
| X286500Y260000D03* |
| Y250000D03* |
| X235500Y150500D03* |
| X245500D03* |
| X235500Y140500D03* |
| X245500D03* |
| X235500Y130500D03* |
| X245500D03* |
| X199600Y150500D03* |
| X209600D03* |
| X199600Y140500D03* |
| X209600D03* |
| X199600Y130500D03* |
| X209600D03* |
| X266785Y154484D03* |
| Y174200D03* |
| X286500Y212100D03* |
| Y222100D03* |
| X296500Y212100D03* |
| Y222100D03* |
| X306500Y212100D03* |
| Y222100D03* |
| X286500Y173600D03* |
| Y183600D03* |
| X296500Y173600D03* |
| Y183600D03* |
| X306500Y173600D03* |
| Y183600D03* |
| G54D12* |
| X155673Y171377D03* |
| Y161377D03* |
| X145673Y171377D03* |
| Y161377D03* |
| X135673Y171377D03* |
| Y161377D03* |
| G54D13* |
| X140000Y140000D03* |
| X300000D03* |
| Y300000D03* |
| X140000D03* |
| G54D24* |
| G54D55* |
| X255000Y267500D03* |
| X265000D03* |
| X138290Y193487D03* |
| X148290D03* |
| X138290Y203487D03* |
| X148290D03* |
| X138290Y213487D03* |
| X148290D03* |
| X255000Y257500D03* |
| X265000D03* |
| X138290Y223487D03* |
| X148290D03* |
| X138290Y233487D03* |
| X148290D03* |
| X138290Y243487D03* |
| X148290D03* |
| X138290Y253487D03* |
| X148290D03* |
| X138290Y263487D03* |
| X148290D03* |
| X255000Y247500D03* |
| X265000D03* |
| X255000Y237500D03* |
| X265000D03* |
| X255000Y227500D03* |
| X265000D03* |
| X255000Y217500D03* |
| X265000D03* |
| X255000Y207500D03* |
| X265000D03* |
| X255000Y197500D03* |
| X265000D03* |
| G54D56* |
| X232500Y162500D03* |
| Y172500D03* |
| X222500Y162500D03* |
| Y172500D03* |
| X212500Y162500D03* |
| Y172500D03* |
| X202500Y162500D03* |
| Y172500D03* |
| X192500Y162500D03* |
| Y172500D03* |
| X182500Y162500D03* |
| Y172500D03* |
| X172500Y162500D03* |
| Y172500D03* |
| X160000Y290000D03* |
| Y300000D03* |
| X170000Y290000D03* |
| Y300000D03* |
| X180000Y290000D03* |
| Y300000D03* |
| X190000Y290000D03* |
| Y300000D03* |
| X200000Y290000D03* |
| Y300000D03* |
| X210000Y290000D03* |
| Y300000D03* |
| X220000Y290000D03* |
| Y300000D03* |
| X230000Y290000D03* |
| Y300000D03* |
| X242500Y162500D03* |
| Y172500D03* |
| X240000Y290000D03* |
| Y300000D03* |
| G54D57* |
| X280100Y291500D03* |
| Y308500D03* |
| X254900D03* |
| Y291500D03* |
| X0Y0D02* |
| M02* |
| /Modules/AVR/ATmegaTQ3201A/CAM_PROFI/M2.PHO |
|---|
| 0,0 → 1,287 |
| * |
| * |
| G04 PADS 9.2 Build Number: 414666 generated Gerber (RS-274-X) file* |
| G04 PC Version=2.1* |
| * |
| %IN "ATMEGATQ3201A.pcb"*% |
| * |
| %MOIN*% |
| * |
| %FSLAX35Y35*% |
| * |
| * |
| * |
| * |
| G04 PC Standard Apertures* |
| * |
| * |
| G04 Thermal Relief Aperture macro.* |
| %AMTER* |
| 1,1,$1,0,0* |
| 1,0,$1-$2,0,0* |
| 21,0,$3,$4,0,0,45* |
| 21,0,$3,$4,0,0,135* |
| % |
| * |
| * |
| G04 Annular Aperture macro.* |
| %AMANN* |
| 1,1,$1,0,0* |
| 1,0,$2,0,0* |
| % |
| * |
| * |
| G04 Odd Aperture macro.* |
| %AMODD* |
| 1,1,$1,0,0* |
| 1,0,$1-0.005,0,0* |
| % |
| * |
| * |
| G04 PC Custom Aperture Macros* |
| * |
| * |
| * |
| * |
| * |
| * |
| G04 PC Aperture Table* |
| * |
| %ADD024C,0.001*% |
| %ADD069R,0.072X0.055*% |
| %ADD070R,0.055X0.072*% |
| %ADD071R,0.081X0.086*% |
| %ADD072R,0.086X0.081*% |
| %ADD073R,0.081X0.081*% |
| %ADD074R,0.123X0.072*% |
| %ADD075C,0.25213*% |
| %ADD076C,0.21*% |
| %ADD077R,0.055X0.067*% |
| %ADD078C,0.091*% |
| %ADD079O,0.07535X0.03441*% |
| %ADD080O,0.03441X0.07535*% |
| %ADD081R,0.09858X0.09465*% |
| %ADD083C,0.07591*% |
| %ADD085R,0.067X0.055*% |
| %ADD086R,0.071X0.116*% |
| * |
| * |
| * |
| * |
| G04 PC Circuitry* |
| G04 Layer Name ATMEGATQ3201A.pcb - circuitry* |
| %LPD*% |
| * |
| * |
| G04 PC Custom Flashes* |
| G04 Layer Name ATMEGATQ3201A.pcb - flashes* |
| %LPD*% |
| * |
| * |
| G04 PC Circuitry* |
| G04 Layer Name ATMEGATQ3201A.pcb - circuitry* |
| %LPD*% |
| * |
| G54D24* |
| G54D69* |
| G01X234351Y227800D03* |
| Y220200D03* |
| X274500Y161000D03* |
| Y153400D03* |
| Y167200D03* |
| Y174800D03* |
| X167650Y226888D03* |
| Y219288D03* |
| X286500Y193700D03* |
| Y201300D03* |
| X296500Y193700D03* |
| Y201300D03* |
| X306500Y193700D03* |
| Y201300D03* |
| X242800Y227800D03* |
| Y220200D03* |
| G54D70* |
| X179800Y205000D03* |
| X172200D03* |
| X130296Y275170D03* |
| X137896D03* |
| X254500Y299500D03* |
| X246900D03* |
| G54D71* |
| X255000Y267500D03* |
| X265000D03* |
| X138290Y193487D03* |
| X148290D03* |
| X138290Y203487D03* |
| X148290D03* |
| X138290Y213487D03* |
| X148290D03* |
| X255000Y257500D03* |
| X265000D03* |
| X138290Y223487D03* |
| X148290D03* |
| X138290Y233487D03* |
| X148290D03* |
| X138290Y243487D03* |
| X148290D03* |
| X138290Y253487D03* |
| X148290D03* |
| X138290Y263487D03* |
| X148290D03* |
| X255000Y247500D03* |
| X265000D03* |
| X255000Y237500D03* |
| X265000D03* |
| X255000Y227500D03* |
| X265000D03* |
| X255000Y217500D03* |
| X265000D03* |
| X255000Y207500D03* |
| X265000D03* |
| X255000Y197500D03* |
| X265000D03* |
| G54D72* |
| X232500Y162500D03* |
| Y172500D03* |
| X222500Y162500D03* |
| Y172500D03* |
| X212500Y162500D03* |
| Y172500D03* |
| X202500Y162500D03* |
| Y172500D03* |
| X192500Y162500D03* |
| Y172500D03* |
| X182500Y162500D03* |
| Y172500D03* |
| X172500Y162500D03* |
| Y172500D03* |
| X160000Y290000D03* |
| Y300000D03* |
| X170000Y290000D03* |
| Y300000D03* |
| X180000Y290000D03* |
| Y300000D03* |
| X190000Y290000D03* |
| Y300000D03* |
| X200000Y290000D03* |
| Y300000D03* |
| X210000Y290000D03* |
| Y300000D03* |
| X220000Y290000D03* |
| Y300000D03* |
| X230000Y290000D03* |
| Y300000D03* |
| X242500Y162500D03* |
| Y172500D03* |
| X240000Y290000D03* |
| Y300000D03* |
| G54D73* |
| X155673Y171377D03* |
| Y161377D03* |
| X145673Y171377D03* |
| Y161377D03* |
| X135673Y171377D03* |
| Y161377D03* |
| X306500Y260000D03* |
| Y250000D03* |
| X296500Y260000D03* |
| Y250000D03* |
| X286500Y260000D03* |
| Y250000D03* |
| X235500Y150500D03* |
| X245500D03* |
| X235500Y140500D03* |
| X245500D03* |
| X235500Y130500D03* |
| X245500D03* |
| X199600Y150500D03* |
| X209600D03* |
| X199600Y140500D03* |
| X209600D03* |
| X199600Y130500D03* |
| X209600D03* |
| X286500Y212100D03* |
| Y222100D03* |
| X296500Y212100D03* |
| Y222100D03* |
| X306500Y212100D03* |
| Y222100D03* |
| X286500Y173600D03* |
| Y183600D03* |
| X296500Y173600D03* |
| Y183600D03* |
| X306500Y173600D03* |
| Y183600D03* |
| G54D74* |
| X162000Y194500D03* |
| Y204500D03* |
| G54D75* |
| X140000Y140000D03* |
| X300000D03* |
| Y300000D03* |
| X140000D03* |
| G54D76* |
| X176900Y136700D03* |
| X168500D03* |
| G54D77* |
| X270500Y299800D03* |
| X262900D03* |
| X218669Y140500D03* |
| X226269D03* |
| X218669Y130500D03* |
| X226269D03* |
| X218669Y150500D03* |
| X226269D03* |
| G54D78* |
| X280100Y291500D03* |
| Y308500D03* |
| X254900D03* |
| Y291500D03* |
| G54D79* |
| X220385Y234003D03* |
| Y230853D03* |
| Y227703D03* |
| Y224554D03* |
| Y221404D03* |
| Y218255D03* |
| Y215105D03* |
| Y211955D03* |
| X184164D03* |
| Y215105D03* |
| Y218255D03* |
| Y221404D03* |
| Y224554D03* |
| Y227703D03* |
| Y230853D03* |
| Y234003D03* |
| G54D80* |
| X213298Y204869D03* |
| X210149D03* |
| X206999D03* |
| X203850D03* |
| X200700D03* |
| X197550D03* |
| X194401D03* |
| X191251D03* |
| Y241089D03* |
| X194401D03* |
| X197550D03* |
| X200700D03* |
| X203850D03* |
| X206999D03* |
| X210149D03* |
| X213298D03* |
| G54D81* |
| X286461Y273500D03* |
| X306539D03* |
| G54D83* |
| X266785Y154484D03* |
| Y174200D03* |
| G54D85* |
| X266500Y289200D03* |
| Y281600D03* |
| G54D86* |
| X288900Y236200D03* |
| X301900D03* |
| X0Y0D02* |
| M02* |
| /Modules/AVR/ATmegaTQ3201A/CAM_PROFI/V2.PHO |
|---|
| 0,0 → 1,3497 |
| * |
| * |
| G04 PADS 9.2 Build Number: 414666 generated Gerber (RS-274-X) file* |
| G04 PC Version=2.1* |
| * |
| %IN "ATMEGATQ3201A.pcb"*% |
| * |
| %MOIN*% |
| * |
| %FSLAX35Y35*% |
| * |
| * |
| * |
| * |
| G04 PC Standard Apertures* |
| * |
| * |
| G04 Thermal Relief Aperture macro.* |
| %AMTER* |
| 1,1,$1,0,0* |
| 1,0,$1-$2,0,0* |
| 21,0,$3,$4,0,0,45* |
| 21,0,$3,$4,0,0,135* |
| % |
| * |
| * |
| G04 Annular Aperture macro.* |
| %AMANN* |
| 1,1,$1,0,0* |
| 1,0,$2,0,0* |
| % |
| * |
| * |
| G04 Odd Aperture macro.* |
| %AMODD* |
| 1,1,$1,0,0* |
| 1,0,$1-0.005,0,0* |
| % |
| * |
| * |
| G04 PC Custom Aperture Macros* |
| * |
| * |
| * |
| * |
| * |
| * |
| G04 PC Aperture Table* |
| * |
| %ADD011C,0.06*% |
| %ADD013C,0.23622*% |
| %ADD014C,0.05*% |
| %ADD017C,0.02*% |
| %ADD019C,0.03*% |
| %ADD021C,0.009*% |
| %ADD024C,0.001*% |
| %ADD025C,0.01*% |
| %ADD040R,0.06X0.06*% |
| %ADD045R,0.065X0.065*% |
| %ADD047C,0.025*% |
| %ADD055R,0.065X0.07*% |
| %ADD056R,0.07X0.065*% |
| %ADD057C,0.075*% |
| %ADD059R,0.056X0.039*% |
| %ADD060R,0.039X0.056*% |
| %ADD061R,0.107X0.056*% |
| %ADD062R,0.039X0.051*% |
| %ADD063O,0.05906X0.01811*% |
| %ADD064O,0.01811X0.05906*% |
| %ADD065R,0.08268X0.07874*% |
| %ADD066C,0.016*% |
| %ADD067C,0.01811*% |
| %ADD087R,0.051X0.039*% |
| %ADD088R,0.055X0.1*% |
| * |
| * |
| * |
| * |
| G04 PC Circuitry* |
| G04 Layer Name ATMEGATQ3201A.pcb - circuitry* |
| %LPD*% |
| * |
| * |
| G04 PC Custom Flashes* |
| G04 Layer Name ATMEGATQ3201A.pcb - flashes* |
| %LPD*% |
| * |
| * |
| G04 PC Circuitry* |
| G04 Layer Name ATMEGATQ3201A.pcb - circuitry* |
| %LPD*% |
| * |
| G54D11* |
| G01X266785Y154484D03* |
| Y174200D03* |
| G54D13* |
| X140000Y140000D03* |
| X300000D03* |
| Y300000D03* |
| X140000D03* |
| G54D14* |
| X176900Y136700D03* |
| G54D17* |
| X150600Y175778D02* |
| Y183154D01* |
| X155000Y187554* |
| Y190050* |
| X159450Y194500* |
| X162000* |
| G54D19* |
| X247281Y148865D02* |
| Y150615D01* |
| X249500Y154300* |
| Y177200* |
| X232800Y193900* |
| X231577* |
| X212977Y212500* |
| X247281Y148865D02* |
| X245500Y150500D01* |
| Y140500D02* |
| X245749Y140271D01* |
| X245729* |
| X245500Y140500* |
| Y130500D02* |
| Y140022D01* |
| X245749Y140271* |
| X245500Y140500D02* |
| Y150500D01* |
| X271800Y237350D02* |
| X271750Y237400D01* |
| Y237500* |
| X265000* |
| X212977Y212500D02* |
| X212600Y212877D01* |
| Y216155* |
| X265000Y217500D02* |
| X270400D01* |
| X271800Y218900* |
| Y237350* |
| X265000Y217500D02* |
| X255000D01* |
| X245807* |
| X243094Y220213* |
| X242800* |
| X265000Y237500D02* |
| X255000D01* |
| X234351Y220200D02* |
| X242800Y220213D01* |
| X288900Y236200D02* |
| Y238450D01* |
| X294050Y243600* |
| X295500* |
| X296500Y244600* |
| Y250000* |
| X288900Y236200D02* |
| X272950D01* |
| X271800Y237350* |
| X306500Y222100D02* |
| X296500D01* |
| X286500* |
| Y227500* |
| X287300Y228300* |
| X288100* |
| X288900Y229100* |
| Y236200* |
| X296500Y250000D02* |
| Y260000D01* |
| Y265400* |
| X295200Y266700* |
| X293350* |
| X278450Y281600* |
| X266500* |
| G54D21* |
| X189000Y223554D02* |
| X188000Y224554D01* |
| X179800Y205000D02* |
| Y205850D01* |
| G54D24* |
| G54D25* |
| X313945Y129150D02* |
| X315400Y123900D01* |
| X313945Y129150D02* |
| X312491Y123900D01* |
| X314855Y125650D02* |
| X313036D01* |
| X309582Y129150D02* |
| Y123900D01* |
| X310855Y129150D02* |
| X308309D01* |
| X306673D02* |
| Y123900D01* |
| Y129150D02* |
| X305218Y123900D01* |
| X303764Y129150D02* |
| X305218Y123900D01* |
| X303764Y129150D02* |
| Y123900D01* |
| X302127Y129150D02* |
| Y123900D01* |
| Y129150D02* |
| X299764D01* |
| X302127Y126650D02* |
| X300673D01* |
| X302127Y123900D02* |
| X299764D01* |
| X295400Y127900D02* |
| X295582Y128400D01* |
| X295945Y128900* |
| X296309Y129150* |
| X297036* |
| X297400Y128900* |
| X297764Y128400* |
| X297945Y127900* |
| X298127Y127150* |
| Y125900* |
| X297945Y125150* |
| X297764Y124650* |
| X297400Y124150* |
| X297036Y123900* |
| X296309* |
| X295945Y124150* |
| X295582Y124650* |
| X295400Y125150* |
| Y125900* |
| X296309D02* |
| X295400D01* |
| X292309Y129150D02* |
| X293764Y123900D01* |
| X292309Y129150D02* |
| X290855Y123900D01* |
| X293218Y125650D02* |
| X291400D01* |
| X287945Y129150D02* |
| Y123900D01* |
| X289218Y129150D02* |
| X286673D01* |
| X283945D02* |
| X284309Y128900D01* |
| X284673Y128400* |
| X284855Y127900* |
| X285036Y127150* |
| Y125900* |
| X284855Y125150* |
| X284673Y124650* |
| X284309Y124150* |
| X283945Y123900* |
| X283218* |
| X282855Y124150* |
| X282491Y124650* |
| X282309Y125150* |
| X282127Y125900* |
| Y127150* |
| X282309Y127900* |
| X282491Y128400* |
| X282855Y128900* |
| X283218Y129150* |
| X283945* |
| X283400Y124900D02* |
| X282309Y123400D01* |
| X280127Y129150D02* |
| X278127D01* |
| X279218Y127150* |
| X278673* |
| X278309Y126900* |
| X278127Y126650* |
| X277945Y125900* |
| Y125400* |
| X278127Y124650* |
| X278491Y124150* |
| X279036Y123900* |
| X279582* |
| X280127Y124150* |
| X280309Y124400* |
| X280491Y124900* |
| X276127Y127900D02* |
| Y128150D01* |
| X275945Y128650* |
| X275764Y128900* |
| X275400Y129150* |
| X274673* |
| X274309Y128900* |
| X274127Y128650* |
| X273945Y128150* |
| Y127650* |
| X274127Y127150* |
| X274491Y126400* |
| X276309Y123900* |
| X273764* |
| X271036Y129150D02* |
| X271582Y128900D01* |
| X271945Y128150* |
| X272127Y126900* |
| Y126150* |
| X271945Y124900* |
| X271582Y124150* |
| X271036Y123900* |
| X270673* |
| X270127Y124150* |
| X269764Y124900* |
| X269582Y126150* |
| Y126900* |
| X269764Y128150* |
| X270127Y128900* |
| X270673Y129150* |
| X271036* |
| X267945Y128150D02* |
| X267582Y128400D01* |
| X267036Y129150* |
| Y123900* |
| X263945Y129150D02* |
| X265400Y123900D01* |
| X263945Y129150D02* |
| X262491Y123900D01* |
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| Y208700* |
| X203413Y236300D02* |
| X203850Y236737D01* |
| Y241089* |
| X203413Y236300D02* |
| X188954D01* |
| X150084Y275170* |
| X137896* |
| X215703Y228000D02* |
| X215600Y228103D01* |
| Y236300* |
| X212600Y216155D02* |
| X215632Y218255D01* |
| X220385* |
| X215632D02* |
| Y224154D01* |
| X216032Y224554* |
| X220385* |
| X242740Y172990D02* |
| X226700Y189030D01* |
| Y189420* |
| X213298Y202822* |
| Y204869* |
| X232740Y172990D02* |
| X210149Y195581D01* |
| Y204869* |
| X222740Y172990D02* |
| X206999Y188731D01* |
| Y204869* |
| X212740Y172990D02* |
| X203850Y181880D01* |
| Y204869* |
| X274500Y174800D02* |
| X273900Y174200D01* |
| X266785* |
| X220385Y221404D02* |
| X224738D01* |
| X225200Y221867* |
| Y227241* |
| X224738Y227703* |
| X220385* |
| X216000* |
| X215703Y228000* |
| X220385Y230853D02* |
| X227623D01* |
| X254510Y257740* |
| X220385Y234003D02* |
| X222432D01* |
| X236500Y248070* |
| Y249730* |
| X254510Y267740* |
| X242500Y172500D02* |
| Y172990D01* |
| X242740* |
| X242500Y162500D02* |
| Y172500D01* |
| X255000Y197500D02* |
| X236888D01* |
| X222432Y211955* |
| X220385* |
| X255000Y197500D02* |
| X265000D01* |
| Y207500D02* |
| X265490D01* |
| Y207740* |
| X265000Y207500D02* |
| X255000D01* |
| X241346* |
| X233741Y215105* |
| X220385* |
| X202500Y172500D02* |
| Y178351D01* |
| X200700Y180152* |
| Y204869* |
| X202500Y162500D02* |
| Y172500D01* |
| X212500D02* |
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| X212740* |
| X212500Y162500D02* |
| Y172500D01* |
| X222500D02* |
| Y172990D01* |
| X222740* |
| X222500Y162500D02* |
| Y172500D01* |
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| Y172990D01* |
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| Y172500D01* |
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| Y184000D01* |
| X295000Y185500* |
| X296500Y187000* |
| Y193700* |
| X286500Y183600D02* |
| Y193700D01* |
| X306500Y201300D02* |
| Y212100D01* |
| X296500Y201300D02* |
| Y212100D01* |
| X286500Y201300D02* |
| Y212100D01* |
| X199442Y300808D02* |
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| X230000* |
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| Y290000* |
| X194401Y241089D02* |
| Y252399D01* |
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| X191251Y241089D02* |
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| X160000Y274388* |
| Y290000* |
| X190000D02* |
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| X180000Y290000D02* |
| Y300000D01* |
| X170000Y290000D02* |
| Y300000D01* |
| X160000Y290000D02* |
| Y300000D01* |
| X138290Y263487D02* |
| X148290D01* |
| X138290Y253487D02* |
| X148290D01* |
| X138290Y243487D02* |
| X148290D01* |
| X257900Y299500D02* |
| X258600D01* |
| X258900Y299800* |
| X262900* |
| X254200Y300600D02* |
| X253700Y301100D01* |
| X252600* |
| X247600Y306100* |
| X230000* |
| X240000Y290000D02* |
| Y300000D01* |
| X246900Y299500D02* |
| X240500D01* |
| X240000Y300000* |
| X254500Y299500D02* |
| X257900D01* |
| X266500Y285400D02* |
| X274000D01* |
| X280100Y291500* |
| X266500Y285400D02* |
| X261000D01* |
| X254900Y291500* |
| X213298Y241089D02* |
| Y259346D01* |
| X230000Y276048* |
| Y290000* |
| X210149Y241089D02* |
| Y267190D01* |
| X220000Y277041* |
| Y290000* |
| X206999Y241089D02* |
| Y275033D01* |
| X210000Y278034* |
| Y290000* |
| X203850Y241089D02* |
| Y274621D01* |
| X200000Y278470* |
| Y290000* |
| X200700Y241089D02* |
| Y267214D01* |
| X190000Y277913* |
| Y290000* |
| X266500Y289200D02* |
| Y295600D01* |
| X262900Y299200* |
| Y299800* |
| X270500D02* |
| Y300400D01* |
| X273800Y303700* |
| X276400* |
| X281300Y308600* |
| X230000Y290000D02* |
| Y300000D01* |
| X220000Y290000D02* |
| Y300000D01* |
| X210000Y290000D02* |
| Y300000D01* |
| X200000Y290000D02* |
| Y300000D01* |
| X265000Y257500D02* |
| X255000D01* |
| X254510* |
| Y257740* |
| X265000Y267500D02* |
| X255000D01* |
| X254510* |
| Y267740* |
| X280100Y308500D02* |
| X280500D01* |
| X280600Y308600* |
| X281300* |
| G54D67* |
| X220385Y218255D02* |
| X228088D01* |
| X230046Y220213* |
| X234351Y220200D02* |
| X230046Y220213D01* |
| G54D87* |
| X266500Y289200D03* |
| Y281600D03* |
| G54D88* |
| X288900Y236200D03* |
| X301900D03* |
| G74* |
| X0Y0D02* |
| M02* |
| /Modules/AVR/ATmegaTQ3201A/CAM_PROFI/T1.PHO |
|---|
| 0,0 → 1,4787 |
| * |
| * |
| G04 PADS 9.2 Build Number: 414666 generated Gerber (RS-274-X) file* |
| G04 PC Version=2.1* |
| * |
| %IN "ATMEGATQ3201A.pcb"*% |
| * |
| %MOIN*% |
| * |
| %FSLAX35Y35*% |
| * |
| * |
| * |
| * |
| G04 PC Standard Apertures* |
| * |
| * |
| G04 Thermal Relief Aperture macro.* |
| %AMTER* |
| 1,1,$1,0,0* |
| 1,0,$1-$2,0,0* |
| 21,0,$3,$4,0,0,45* |
| 21,0,$3,$4,0,0,135* |
| % |
| * |
| * |
| G04 Annular Aperture macro.* |
| %AMANN* |
| 1,1,$1,0,0* |
| 1,0,$2,0,0* |
| % |
| * |
| * |
| G04 Odd Aperture macro.* |
| %AMODD* |
| 1,1,$1,0,0* |
| 1,0,$1-0.005,0,0* |
| % |
| * |
| * |
| G04 PC Custom Aperture Macros* |
| * |
| * |
| * |
| * |
| * |
| * |
| G04 PC Aperture Table* |
| * |
| %ADD024C,0.001*% |
| %ADD025C,0.01*% |
| %ADD027C,0.00787*% |
| %ADD029C,0.005*% |
| %ADD036C,0.008*% |
| %ADD084C,0.006*% |
| * |
| * |
| * |
| * |
| G04 PC Circuitry* |
| G04 Layer Name ATMEGATQ3201A.pcb - circuitry* |
| %LPD*% |
| * |
| * |
| G04 PC Custom Flashes* |
| G04 Layer Name ATMEGATQ3201A.pcb - flashes* |
| %LPD*% |
| * |
| * |
| G04 PC Circuitry* |
| G04 Layer Name ATMEGATQ3201A.pcb - circuitry* |
| %LPD*% |
| * |
| G54D24* |
| G54D25* |
| G01X179437Y199718D02* |
| X186000Y197900D01* |
| X179437Y199718D02* |
| X186000Y201536D01* |
| X183812Y198582D02* |
| Y200855D01* |
| X179437Y205173D02* |
| X186000D01* |
| X179437Y203582D02* |
| Y206764D01* |
| X181625Y208809D02* |
| X186000D01* |
| X182875D02* |
| X181937Y209491D01* |
| X181937D02* |
| X181625Y209945D01* |
| Y210627* |
| X181937Y211082* |
| X181937D02* |
| X182875Y211309D01* |
| X186000* |
| X182875D02* |
| X181937Y211991D01* |
| X181937D02* |
| X181625Y212445D01* |
| Y213127* |
| X181937Y213582* |
| X181937D02* |
| X182875Y213809D01* |
| X186000* |
| X183500Y215855D02* |
| Y218582D01* |
| X182875* |
| X182250Y218355* |
| X181937Y218127* |
| X181937D02* |
| X181625Y217673D01* |
| Y216991* |
| X181937Y216536* |
| X181937D02* |
| X182562Y216082D01* |
| X182562D02* |
| X183500Y215855D01* |
| X184125* |
| X185062Y216082* |
| X185062D02* |
| X185687Y216536D01* |
| X185687D02* |
| X186000Y216991D01* |
| Y217673* |
| X185687Y218127* |
| X185687D02* |
| X185062Y218582D01* |
| X181625Y223355D02* |
| X186625D01* |
| X187563Y223127* |
| X187563D02* |
| X187875Y222900D01* |
| X188188Y222445* |
| X188188D02* |
| Y221764D01* |
| X188188D02* |
| X187875Y221309D01* |
| X182562Y223355D02* |
| X181937Y222900D01* |
| X181937D02* |
| X181625Y222445D01* |
| Y221764* |
| X181937Y221309* |
| X181937D02* |
| X182562Y220855D01* |
| X182562D02* |
| X183500Y220627D01* |
| X184125* |
| X185062Y220855* |
| X185062D02* |
| X185687Y221309D01* |
| X185687D02* |
| X186000Y221764D01* |
| Y222445* |
| X185687Y222900* |
| X185687D02* |
| X185062Y223355D01* |
| X181625Y228127D02* |
| X186000D01* |
| X182562D02* |
| X181937Y227673D01* |
| X181937D02* |
| X181625Y227218D01* |
| Y226536* |
| X181937Y226082* |
| X181937D02* |
| X182562Y225627D01* |
| X182562D02* |
| X183500Y225400D01* |
| X184125* |
| X185062Y225627* |
| X185062D02* |
| X185687Y226082D01* |
| X185687D02* |
| X186000Y226536D01* |
| Y227218* |
| X185687Y227673* |
| X185687D02* |
| X185062Y228127D01* |
| X179437Y231764D02* |
| X186000D01* |
| X179437Y230173D02* |
| Y233355D01* |
| Y236764D02* |
| X179750Y236309D01* |
| X180375Y235855* |
| X181000Y235627* |
| X181937Y235400* |
| X181937D02* |
| X183500D01* |
| X184437Y235627* |
| X184437D02* |
| X185062Y235855D01* |
| X185062D02* |
| X185687Y236309D01* |
| X185687D02* |
| X186000Y236764D01* |
| Y237673* |
| X185687Y238127* |
| X185687D02* |
| X185062Y238582D01* |
| X185062D02* |
| X184437Y238809D01* |
| X184437D02* |
| X183500Y239036D01* |
| X181937* |
| X181937D02* |
| X181000Y238809D01* |
| X180375Y238582* |
| X179750Y238127* |
| X179437Y237673* |
| X179437D02* |
| Y236764D01* |
| X184750Y237445D02* |
| X186625Y238809D01* |
| X179437Y241536D02* |
| Y244036D01* |
| X179437D02* |
| X181937Y242673D01* |
| X181937D02* |
| Y243355D01* |
| X181937D02* |
| X182250Y243809D01* |
| X182562Y244036* |
| X182562D02* |
| X183500Y244264D01* |
| X184125* |
| X185062Y244036* |
| X185062D02* |
| X185687Y243582D01* |
| X185687D02* |
| X186000Y242900D01* |
| Y242218* |
| X185687Y241536* |
| X185687D02* |
| X185375Y241309D01* |
| X184750Y241082* |
| X181000Y246536D02* |
| X180687D01* |
| X180687D02* |
| X180062Y246764D01* |
| X180062D02* |
| X179750Y246991D01* |
| X179437Y247445* |
| X179437D02* |
| Y248355D01* |
| X179437D02* |
| X179750Y248809D01* |
| X180062Y249036* |
| X180062D02* |
| X180687Y249264D01* |
| X180687D02* |
| X181312D01* |
| X181312D02* |
| X181937Y249036D01* |
| X181937D02* |
| X182875Y248582D01* |
| X186000Y246309* |
| Y249491* |
| X179437Y252900D02* |
| X179750Y252218D01* |
| X180687Y251764* |
| X180687D02* |
| X182250Y251536D01* |
| X183187* |
| X183187D02* |
| X184750Y251764D01* |
| X185687Y252218* |
| X185687D02* |
| X186000Y252900D01* |
| Y253355* |
| X185687Y254036* |
| X185687D02* |
| X184750Y254491D01* |
| X183187Y254718* |
| X183187D02* |
| X182250D01* |
| X180687Y254491* |
| X180687D02* |
| X179750Y254036D01* |
| X179437Y253355* |
| X179437D02* |
| Y252900D01* |
| X180687Y256764D02* |
| X180375Y257218D01* |
| X179437Y257900* |
| X179437D02* |
| X186000D01* |
| X179437Y261764D02* |
| X186000Y259945D01* |
| X179437Y261764D02* |
| X186000Y263582D01* |
| X183812Y260627D02* |
| Y262900D01* |
| X202925Y199600D02* |
| X207300Y200509D01* |
| X202925Y201418D02* |
| X207300Y200509D01* |
| X202925Y201418D02* |
| X207300Y202327D01* |
| X202925Y203236D02* |
| X207300Y202327D01* |
| X202925Y205282D02* |
| X207300Y206191D01* |
| X202925Y207100D02* |
| X207300Y206191D01* |
| X202925Y207100D02* |
| X207300Y208009D01* |
| X202925Y208918D02* |
| X207300Y208009D01* |
| X202925Y210964D02* |
| X207300Y211873D01* |
| X202925Y212782D02* |
| X207300Y211873D01* |
| X202925Y212782D02* |
| X207300Y213691D01* |
| X202925Y214600D02* |
| X207300Y213691D01* |
| X206675Y216873D02* |
| X206987Y216645D01* |
| X206987D02* |
| X207300Y216873D01* |
| X206987Y217100* |
| X206987D02* |
| X206675Y216873D01* |
| X202925Y219145D02* |
| X207300D01* |
| X204175D02* |
| X203237Y219827D01* |
| X203237D02* |
| X202925Y220282D01* |
| Y220964* |
| X203237Y221418* |
| X203237D02* |
| X204175Y221645D01* |
| X207300* |
| X204175D02* |
| X203237Y222327D01* |
| X203237D02* |
| X202925Y222782D01* |
| Y223464* |
| X203237Y223918* |
| X203237D02* |
| X204175Y224145D01* |
| X207300* |
| X200737Y226191D02* |
| X207300D01* |
| X202925Y230964D02* |
| X207300D01* |
| X203862D02* |
| X203237Y230509D01* |
| X203237D02* |
| X202925Y230055D01* |
| Y229373* |
| X203237Y228918* |
| X203237D02* |
| X203862Y228464D01* |
| X203862D02* |
| X204800Y228236D01* |
| X205425* |
| X206362Y228464* |
| X206362D02* |
| X206987Y228918D01* |
| X206987D02* |
| X207300Y229373D01* |
| Y230055* |
| X206987Y230509* |
| X206987D02* |
| X206362Y230964D01* |
| X200737Y233009D02* |
| X207300D01* |
| X203862D02* |
| X203237Y233464D01* |
| X203237D02* |
| X202925Y233918D01* |
| Y234600* |
| X203237Y235055* |
| X203237D02* |
| X203862Y235509D01* |
| X203862D02* |
| X204800Y235736D01* |
| X205425* |
| X206362Y235509* |
| X206362D02* |
| X206987Y235055D01* |
| X206987D02* |
| X207300Y234600D01* |
| Y233918* |
| X206987Y233464* |
| X206987D02* |
| X206362Y233009D01* |
| X206675Y238009D02* |
| X206987Y237782D01* |
| X206987D02* |
| X207300Y238009D01* |
| X206987Y238236* |
| X206987D02* |
| X206675Y238009D01* |
| X203862Y243009D02* |
| X203237Y242555D01* |
| X203237D02* |
| X202925Y242100D01* |
| Y241418* |
| X203237Y240964* |
| X203237D02* |
| X203862Y240509D01* |
| X203862D02* |
| X204800Y240282D01* |
| X205425* |
| X206362Y240509* |
| X206362D02* |
| X206987Y240964D01* |
| X206987D02* |
| X207300Y241418D01* |
| Y242100* |
| X206987Y242555* |
| X206987D02* |
| X206362Y243009D01* |
| X202925Y247555D02* |
| X207300Y245055D01* |
| X202925D02* |
| Y247555D01* |
| X207300Y245055D02* |
| Y247555D01* |
| G54D27* |
| X256942Y176153D02* |
| Y152531D01* |
| X276628Y176153D02* |
| Y152531D01* |
| X256942D02* |
| G75* |
| G03X276628I9843J-0D01* |
| G01Y176153D02* |
| G03X256942I-9843J0D01* |
| G54D29* |
| G01X253006Y180868D02* |
| X256944Y182777D01* |
| X253006D02* |
| X256944Y180868D01* |
| X253756Y184005D02* |
| X253569Y184277D01* |
| X253006Y184686* |
| X256944* |
| G54D36* |
| X250000Y272500D02* |
| X270000D01* |
| Y262500* |
| X250000* |
| Y272500* |
| X227500Y157500D02* |
| Y177500D01* |
| X237500* |
| Y157500* |
| X227500* |
| X217500D02* |
| Y177500D01* |
| X227500* |
| Y157500* |
| X217500* |
| X207500D02* |
| Y177500D01* |
| X217500* |
| Y157500* |
| X207500* |
| X197500D02* |
| Y177500D01* |
| X207500* |
| Y157500* |
| X197500* |
| X187500D02* |
| Y177500D01* |
| X197500* |
| Y157500* |
| X187500* |
| X177500D02* |
| Y177500D01* |
| X187500* |
| Y157500* |
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| % |
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| * |
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| * |
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| * |
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| * |
| * |
| * |
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| * |
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