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/*
libzint - the open source barcode library
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Copyright ( C ) 2019 - 2021 Robin Stuart < rstuart114 @ gmail . com >
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Redistribution and use in source and binary forms , with or without
modification , are permitted provided that the following conditions
are met :
1. Redistributions of source code must retain the above copyright
notice , this list of conditions and the following disclaimer .
2. Redistributions in binary form must reproduce the above copyright
notice , this list of conditions and the following disclaimer in the
documentation and / or other materials provided with the distribution .
3. Neither the name of the project nor the names of its contributors
may be used to endorse or promote products derived from this software
without specific prior written permission .
THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS " AS IS " AND
ANY EXPRESS OR IMPLIED WARRANTIES , INCLUDING , BUT NOT LIMITED TO , THE
IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
ARE DISCLAIMED . IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE
FOR ANY DIRECT , INDIRECT , INCIDENTAL , SPECIAL , EXEMPLARY , OR CONSEQUENTIAL
DAMAGES ( INCLUDING , BUT NOT LIMITED TO , PROCUREMENT OF SUBSTITUTE GOODS
OR SERVICES ; LOSS OF USE , DATA , OR PROFITS ; OR BUSINESS INTERRUPTION )
HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY , WHETHER IN CONTRACT , STRICT
LIABILITY , OR TORT ( INCLUDING NEGLIGENCE OR OTHERWISE ) ARISING IN ANY WAY
OUT OF THE USE OF THIS SOFTWARE , EVEN IF ADVISED OF THE POSSIBILITY OF
SUCH DAMAGE .
*/
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/* vim: set ts=4 sw=4 et norl : */
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# include "testcommon.h"
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static void test_large ( int index , int debug ) {
struct item {
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int option_1 ;
int option_2 ;
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char * pattern ;
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int length ;
int ret ;
int expected_rows ;
int expected_width ;
} ;
// s/\/\*[ 0-9]*\*\//\=printf("\/*%3d*\/", line(".") - line("'<"))
struct item data [ ] = {
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/* 0*/ { - 1 , - 1 , " 1 " , 7827 , 0 , 189 , 189 } ,
/* 1*/ { - 1 , - 1 , " 1 " , 7828 , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
/* 2*/ { - 1 , - 1 , " A " , 4349 , 0 , 189 , 189 } , // TODO: should be 4350 according to spec, investigate
/* 3*/ { - 1 , - 1 , " A " , 4350 , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
/* 4*/ { - 1 , - 1 , " \200 " , 3260 , 0 , 189 , 189 } , // TODO: should be 3261 according to spec, investigate
/* 5*/ { - 1 , - 1 , " \200 " , 3261 , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
/* 6*/ { - 1 , 1 , " 1 " , 42 , 0 , 23 , 23 } ,
/* 7*/ { - 1 , 1 , " 1 " , 43 , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
/* 8*/ { - 1 , 1 , " A " , 25 , 0 , 23 , 23 } ,
/* 9*/ { - 1 , 1 , " A " , 26 , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
/* 10*/ { - 1 , 1 , " \200 " , 17 , 0 , 23 , 23 } ,
/* 11*/ { - 1 , 1 , " \200 " , 18 , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
/* 12*/ { 2 , 1 , " A " , 19 , 0 , 23 , 23 } ,
/* 13*/ { 2 , 1 , " A " , 20 , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
/* 14*/ { 3 , 1 , " A " , 14 , 0 , 23 , 23 } ,
/* 15*/ { 3 , 1 , " A " , 15 , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
/* 16*/ { 4 , 1 , " A " , 9 , 0 , 23 , 23 } ,
/* 17*/ { 4 , 1 , " A " , 10 , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
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} ;
int data_size = ARRAY_SIZE ( data ) ;
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int i , length , ret ;
struct zint_symbol * symbol ;
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char data_buf [ 7829 ] ;
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testStart ( " test_large " ) ;
for ( i = 0 ; i < data_size ; i + + ) {
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if ( index ! = - 1 & & i ! = index ) continue ;
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symbol = ZBarcode_Create ( ) ;
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assert_nonnull ( symbol , " Symbol not created \n " ) ;
testUtilStrCpyRepeat ( data_buf , data [ i ] . pattern , data [ i ] . length ) ;
assert_equal ( data [ i ] . length , ( int ) strlen ( data_buf ) , " i:%d length %d != strlen(data_buf) %d \n " , i , data [ i ] . length , ( int ) strlen ( data_buf ) ) ;
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length = testUtilSetSymbol ( symbol , BARCODE_HANXIN , - 1 /*input_mode*/ , - 1 /*eci*/ , data [ i ] . option_1 , data [ i ] . option_2 , - 1 , - 1 /*output_options*/ , data_buf , data [ i ] . length , debug ) ;
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ret = ZBarcode_Encode ( symbol , ( unsigned char * ) data_buf , length ) ;
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assert_equal ( ret , data [ i ] . ret , " i:%d ZBarcode_Encode ret %d != %d (%s) \n " , i , ret , data [ i ] . ret , symbol - > errtxt ) ;
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if ( ret < ZINT_ERROR ) {
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assert_equal ( symbol - > rows , data [ i ] . expected_rows , " i:%d symbol->rows %d != %d \n " , i , symbol - > rows , data [ i ] . expected_rows ) ;
assert_equal ( symbol - > width , data [ i ] . expected_width , " i:%d symbol->width %d != %d \n " , i , symbol - > width , data [ i ] . expected_width ) ;
}
ZBarcode_Delete ( symbol ) ;
}
testFinish ( ) ;
}
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static void test_options ( int index , int debug ) {
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struct item {
int option_1 ;
int option_2 ;
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char * data ;
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int ret_encode ;
int ret_vector ;
int expected_size ;
} ;
// s/\/\*[ 0-9]*\*\//\=printf("\/*%3d*\/", line(".") - line("'<"))
struct item data [ ] = {
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/* 0*/ { - 1 , - 1 , " 12345 " , 0 , 0 , 23 } , // Default version 1, ECC auto-set to 4
/* 1*/ { 1 , - 1 , " 12345 " , 0 , 0 , 23 } ,
/* 2*/ { - 1 , 2 , " 12345 " , 0 , 0 , 25 } ,
/* 3*/ { - 1 , 85 , " 12345 " , 0 , 0 , 23 } , // Version > max version 85 so ignored
/* 4*/ { - 1 , 84 , " 12345 " , 0 , 0 , 189 } ,
/* 5*/ { 1 , 1 , " 1234567890123456789012345678901234567890123 " , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
/* 6*/ { 4 , 1 , " 1234567890123456 " , ZINT_ERROR_TOO_LONG , - 1 , - 1 } ,
/* 7*/ { 4 , 2 , " 12345678901234567 " , 0 , 0 , 25 } ,
/* 8*/ { 4 , - 1 , " 12345678901234567 " , 0 , 0 , 25 } , // Version auto-set to 2
/* 9*/ { - 1 , - 1 , " 12345678901234567 " , 0 , 0 , 23 } , // Version auto-set to 1, ECC auto-set to 3
/* 10*/ { 5 , - 1 , " 12345678901234567 " , 0 , 0 , 23 } , // ECC > max ECC 4 so ignored and auto-settings version 1, ECC 3 used
/* 11*/ { - 1 , - 1 , " 1234567890123456789012345678901234567890123 " , 0 , 0 , 25 } , // Version auto-set to 2, ECC auto-set to 2
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} ;
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int data_size = ARRAY_SIZE ( data ) ;
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int i , length , ret ;
struct zint_symbol * symbol ;
testStart ( " test_options " ) ;
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for ( i = 0 ; i < data_size ; i + + ) {
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if ( index ! = - 1 & & i ! = index ) continue ;
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symbol = ZBarcode_Create ( ) ;
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assert_nonnull ( symbol , " Symbol not created \n " ) ;
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length = testUtilSetSymbol ( symbol , BARCODE_HANXIN , - 1 /*input_mode*/ , - 1 /*eci*/ , data [ i ] . option_1 , data [ i ] . option_2 , - 1 , - 1 /*output_options*/ , data [ i ] . data , - 1 , debug ) ;
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ret = ZBarcode_Encode ( symbol , ( unsigned char * ) data [ i ] . data , length ) ;
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assert_equal ( ret , data [ i ] . ret_encode , " i:%d ZBarcode_Encode ret %d != %d (%s) \n " , i , ret , data [ i ] . ret_encode , symbol - > errtxt ) ;
if ( data [ i ] . ret_vector ! = - 1 ) {
ret = ZBarcode_Buffer_Vector ( symbol , 0 ) ;
assert_equal ( ret , data [ i ] . ret_vector , " i:%d ZBarcode_Buffer_Vector ret %d != %d \n " , i , ret , data [ i ] . ret_vector ) ;
assert_equal ( symbol - > width , data [ i ] . expected_size , " i:%d symbol->width %d != %d \n " , i , symbol - > width , data [ i ] . expected_size ) ;
assert_equal ( symbol - > rows , data [ i ] . expected_size , " i:%d symbol->rows %d != %d \n " , i , symbol - > rows , data [ i ] . expected_size ) ;
}
ZBarcode_Delete ( symbol ) ;
}
testFinish ( ) ;
}
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static void test_input ( int index , int generate , int debug ) {
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struct item {
int input_mode ;
int eci ;
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int option_3 ;
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char * data ;
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int length ;
int ret ;
int expected_eci ;
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char * expected ;
char * comment ;
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} ;
// é U+00E9 in ISO 8859-1 plus other ISO 8859 (but not in ISO 8859-7 or ISO 8859-11), Win 1250 plus other Win, in GB 18030 0xA8A6, UTF-8 C3A9
// β U+03B2 in ISO 8859-7 Greek 0xE2 (but not other ISO 8859 or Win page), in GB 18030 0xA6C2, UTF-8 CEB2
// ÿ U+00FF in ISO 8859-1 0xFF, not in GB 18030, outside first byte and second byte range, UTF-8 C3BF
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// PAD U+0080 GB 18030 4-byte Region 0x81308130, UTF-8 C280 (\302\200)
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// 啊 U+554A GB 18030 Region One 0xB0A1, UTF-8 E5958A
// 亍 U+4E8D GB 18030 Region Two 0xD8A1, UTF-8 E4BA8D
// 齄 U+9F44 GB 18030 Region Two 0xF7FE, UTF-8 E9BD84
// 丂 U+4E02 GB 18030 2-byte Region 0x8140, UTF-8 E4B882
// <20> (REPLACEMENT CHARACTER) U+FFFD GB 18030 4-byte Region 0x81308130, UTF-8 EFBFBD (\357\277\275)
struct item data [ ] = {
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/* 0*/ { UNICODE_MODE , 0 , - 1 , " é " , - 1 , 0 , 0 , " 30 00 F4 80 00 00 00 00 00 " , " B1 (ISO 8859-1) " } ,
/* 1*/ { UNICODE_MODE , 3 , - 1 , " é " , - 1 , 0 , 3 , " 80 33 00 0F 48 00 00 00 00 " , " ECI-3 B1 (ISO 8859-1) " } ,
/* 2*/ { UNICODE_MODE , 29 , - 1 , " é " , - 1 , 0 , 29 , " 81 D4 FC FF FF 00 00 00 00 " , " ECI-29 H(1)1 (GB 18030) (Region One) " } ,
/* 3*/ { UNICODE_MODE , 26 , - 1 , " é " , - 1 , 0 , 26 , " 81 A3 00 16 1D 48 00 00 00 " , " ECI-26 B2 (UTF-8) " } ,
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/* 4*/ { UNICODE_MODE , 26 , ZINT_FULL_MULTIBYTE , " é " , - 1 , 0 , 26 , " 81 A4 70 2F FF 00 00 00 00 " , " ECI-26 H(1)1 (Region One) (UTF-8) (full multibyte) " } ,
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/* 5*/ { DATA_MODE , 0 , - 1 , " é " , - 1 , 0 , 0 , " 30 01 61 D4 80 00 00 00 00 " , " B2 (UTF-8) " } ,
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/* 6*/ { DATA_MODE , 0 , ZINT_FULL_MULTIBYTE , " é " , - 1 , 0 , 0 , " 47 02 FF F0 00 00 00 00 00 " , " H(1)1 (UTF-8) (Region One) (full multibyte) " } ,
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/* 7*/ { DATA_MODE , 0 , - 1 , " \351 " , - 1 , 0 , 0 , " 30 00 F4 80 00 00 00 00 00 " , " B1 (ISO 8859-1) (0xE9) " } ,
/* 8*/ { UNICODE_MODE , 0 , - 1 , " β " , - 1 , 0 , 0 , " 30 01 53 61 00 00 00 00 00 " , " B2 (GB 18030) (2-byte Region) " } ,
/* 9*/ { UNICODE_MODE , 9 , - 1 , " β " , - 1 , 0 , 9 , " 80 93 00 0F 10 00 00 00 00 " , " ECI-9 B1 (ISO 8859-7) " } ,
/* 10*/ { UNICODE_MODE , 29 , - 1 , " β " , - 1 , 0 , 29 , " 81 D3 00 15 36 10 00 00 00 " , " ECI-29 B2 (GB 18030) (2-byte Region) " } ,
/* 11*/ { UNICODE_MODE , 26 , - 1 , " β " , - 1 , 0 , 26 , " 81 A3 00 16 75 90 00 00 00 " , " ECI-26 B2 (UTF-8) " } ,
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/* 12*/ { UNICODE_MODE , 26 , ZINT_FULL_MULTIBYTE , " β " , - 1 , 0 , 26 , " 81 A4 B1 5F FF 00 00 00 00 " , " ECI-26 B2 (UTF-8) (full multibyte) " } ,
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/* 13*/ { DATA_MODE , 0 , - 1 , " β " , - 1 , 0 , 0 , " 30 01 67 59 00 00 00 00 00 " , " B2 (UTF-8) " } ,
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/* 14*/ { DATA_MODE , 0 , ZINT_FULL_MULTIBYTE , " β " , - 1 , 0 , 0 , " 4B 15 FF F0 00 00 00 00 00 " , " H(1)1 (UTF-8) (Region One) (full multibyte) " } ,
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/* 15*/ { UNICODE_MODE , 0 , - 1 , " ÿ " , - 1 , 0 , 0 , " 30 00 FF 80 00 00 00 00 00 " , " B1 (ISO 8859-1) " } ,
/* 16*/ { UNICODE_MODE , 0 , - 1 , " ÿÿÿ " , - 1 , 0 , 0 , " 30 01 FF FF FF 80 00 00 00 " , " B3 (ISO 8859-1) " } ,
/* 17*/ { UNICODE_MODE , 0 , - 1 , " \302 \200 " , - 1 , 0 , 0 , " 70 00 00 00 00 00 00 00 00 " , " H(f)1 (GB 18030) (4-byte Region) (not DATA_MODE so GB 18030 mapping) " } ,
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/* 18*/ { UNICODE_MODE , 0 , ZINT_FULL_MULTIBYTE , " \302 \200 " , - 1 , 0 , 0 , " 70 00 00 00 00 00 00 00 00 " , " H(f)1 (GB 18030) (4-byte Region) " } ,
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/* 19*/ { DATA_MODE , 0 , 0 , " \302 \200 " , - 1 , 0 , 0 , " 30 01 61 40 00 00 00 00 00 " , " B2 (UTF-8) " } ,
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/* 20*/ { DATA_MODE , 0 , ZINT_FULL_MULTIBYTE , " \302 \200 " , - 1 , 0 , 0 , " 30 01 61 40 00 00 00 00 00 " , " B2 (UTF-8) (full multibyte) " } ,
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/* 21*/ { UNICODE_MODE , 0 , - 1 , " \302 \200 <EFBFBD> " , - 1 , 0 , 0 , " 70 00 00 38 26 7E 40 00 00 " , " H(f)2 (GB 18030) (both 4-byte Region) (not DATA_MODE so GB 18030 mapping) " } ,
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/* 22*/ { UNICODE_MODE , 0 , ZINT_FULL_MULTIBYTE , " \302 \200 <EFBFBD> " , - 1 , 0 , 0 , " 70 00 00 38 26 7E 40 00 00 " , " H(f)2 (GB 18030) (both 4-byte Region) " } ,
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/* 23*/ { UNICODE_MODE , 0 , - 1 , " 啊亍齄丂 \302 \200 " , - 1 , 0 , 0 , " 64 68 50 3C AC 28 80 00 FF FE E0 00 00 00 00 00 00 " , " H(d)4 H(f)1 (GB 18030) " } ,
/* 24*/ { DATA_MODE , 0 , - 1 , " \177 \177 " , - 1 , 0 , 0 , " 2F BD F7 F0 00 00 00 00 00 " , " T2 (ASCII) " } ,
/* 25*/ { DATA_MODE , 0 , - 1 , " \177 \177 \177 " , - 1 , 0 , 0 , " 2F BD F7 DF C0 00 00 00 00 " , " T3 (ASCII) " } ,
/* 26*/ { UNICODE_MODE , 0 , - 1 , " 123 " , - 1 , 0 , 0 , " 11 EF FF 00 00 00 00 00 00 " , " N3 (ASCII) " } ,
/* 27*/ { UNICODE_MODE , 0 , - 1 , " 12345 " , - 1 , 0 , 0 , " 11 EC 2D FF 80 00 00 00 00 " , " N5 (ASCII) " } ,
/* 28*/ { UNICODE_MODE , 0 , - 1 , " Aa%$Bb9 " , - 1 , 0 , 0 , " 22 A4 FA 18 3E 2E 52 7F 00 " , " T7 (ASCII) " } ,
/* 29*/ { UNICODE_MODE , 0 , - 1 , " Summer Palace Ticket for 6 June 2015 13:00;2015年6月6日夜01時00分PM頤和園のチケット;2015년6월6일13시오후여름궁전티켓.2015年6月6号下午13:00的颐和园门票; " , - 1 , 0 , 0 , " (189) 27 38 C3 0A 35 F9 CF 99 92 F9 26 A3 E7 3E 76 C9 AE A3 7F CC 08 04 0C CD EE 44 06 C4 " , " T20 B64 N4 H(f)1 T1 H(f)1 T1 H(f)1 T2 H(f)9 B35 (GB 18030) " } ,
/* 30*/ { DATA_MODE , 0 , - 1 , " Summer Palace Ticket for 6 June 2015 13:00;2015年6月6日夜01時00分PM頤和園のチケット;2015년6월6일13시오후여름궁전티켓.2015年6月6号下午13:00的颐和园门票; " , - 1 , 0 , 0 , " (209) 27 38 C3 0A 35 F9 CF 99 92 F9 26 A3 E7 3E 76 C9 AE A3 7F CC 15 04 0C CD EE 44 06 C4 " , " T20 B117 (UTF-8) " } ,
/* 31*/ { UNICODE_MODE , 0 , - 1 , " \000 \014 \033 #/059:<@AMZ " , 15 , 0 , 0 , " 2F 80 31 B7 1F AF E0 05 27 EB 2E CB E2 96 8F F0 00 " , " T15 (ASCII) " } ,
/* 32*/ { UNICODE_MODE , 0 , - 1 , " Z[ \\ `alz{~ \177 " , - 1 , 0 , 0 , " 28 FE CF 4E 3E 92 FF 7E E7 CF 7F 00 00 " , " T10 (ASCII) " } ,
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/* 33*/ { DATA_MODE , 26 , ZINT_FULL_MULTIBYTE , " \202 \061 \203 \063 " , - 1 , 0 , 26 , " 81 A7 01 B1 D8 00 00 00 00 " , " ECI-26 H(f)1 (GB 18030) (Invalid UTF-8, forces GB 2312/18030 utf8tosb() difference) NOTE: 2021-01-10 now UTF-8 is checked and mode -> DATA_MODE this test no longer shows difference " } ,
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/* 34*/ { UNICODE_MODE , 128 , 0 , " A " , - 1 , 0 , 128 , " 88 08 02 2B F0 00 00 00 00 " , " ECI > 127 " } ,
/* 35*/ { UNICODE_MODE , 16364 , 0 , " A " , - 1 , 0 , 16364 , " 8B FE C2 2B F0 00 00 00 00 " , " ECI > 16363 " } ,
/* 36*/ { UNICODE_MODE , 0 , - 1 , " 啊啊啊亍 " , - 1 , 0 , 0 , " 40 00 00 00 00 FF E0 00 FF F0 00 00 00 " , " Region 1 (FFE terminator) -> Region 2 (no indicator) " } ,
/* 37*/ { UNICODE_MODE , 0 , - 1 , " 亍亍亍啊 " , - 1 , 0 , 0 , " 50 00 00 00 00 FF E0 00 FF F0 00 00 00 " , " Region 2 (FFE terminator) -> Region 1 (no indicator) " } ,
/* 38*/ { UNICODE_MODE , 0 , - 1 , " 啊啊啊啊亍亍啊 " , - 1 , 0 , 0 , " 40 00 00 00 00 00 0F FE 00 00 00 FF E0 00 FF F0 00 " , " Region 1 (FFE) -> Region 2 (FFE) -> Region 1 " } ,
/* 39*/ { UNICODE_MODE , 0 , - 1 , " 亍亍亍亍啊啊亍 " , - 1 , 0 , 0 , " 50 00 00 00 00 00 0F FE 00 00 00 FF E0 00 FF F0 00 " , " Region 2 (FFE) -> Region 1 (FFE) -> Region 2 " } ,
/* 40*/ { DATA_MODE , 0 , ZINT_FULL_MULTIBYTE | ( 2 < < 8 ) , " é " , - 1 , 0 , 0 , " 47 02 FF F0 00 00 00 00 00 " , " H(1)1 (UTF-8) (Region One) (full multibyte with mask) " } ,
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/* 41*/ { UNICODE_MODE , 0 , - 1 , " ˘ " , - 1 , 0 , 0 , " 70 01 16 80 00 00 00 00 00 " , " H(f)1 (GB 18030) " } ,
/* 42*/ { UNICODE_MODE , 4 , - 1 , " ˘ " , - 1 , 0 , 4 , " 80 43 00 0D 10 00 00 00 00 " , " ECI-4 B1 (ISO 8859-2) " } ,
/* 43*/ { UNICODE_MODE , 0 , - 1 , " Ħ " , - 1 , 0 , 0 , " 70 00 47 80 00 00 00 00 00 " , " H(f)1 (GB 18030) " } ,
/* 44*/ { UNICODE_MODE , 5 , - 1 , " Ħ " , - 1 , 0 , 5 , " 80 53 00 0D 08 00 00 00 00 " , " ECI-5 B1 (ISO 8859-3) " } ,
/* 45*/ { UNICODE_MODE , 0 , - 1 , " ĸ " , - 1 , 0 , 0 , " 70 00 50 00 00 00 00 00 00 " , " H(f)1 (GB 18030) " } ,
/* 46*/ { UNICODE_MODE , 6 , - 1 , " ĸ " , - 1 , 0 , 6 , " 80 63 00 0D 10 00 00 00 00 " , " ECI-6 B1 (ISO 8859-4) " } ,
/* 47*/ { UNICODE_MODE , 0 , - 1 , " Ж " , - 1 , 0 , 0 , " 30 01 53 D4 00 00 00 00 00 " , " B2 (GB 18030) " } ,
/* 48*/ { UNICODE_MODE , 7 , - 1 , " Ж " , - 1 , 0 , 7 , " 80 73 00 0D B0 00 00 00 00 " , " ECI-7 B1 (ISO 8859-5) " } ,
/* 49*/ { UNICODE_MODE , 0 , - 1 , " Ș " , - 1 , 0 , 0 , " 70 00 B9 80 00 00 00 00 00 " , " H(f)1 (GB 18030) " } ,
/* 50*/ { UNICODE_MODE , 18 , - 1 , " Ș " , - 1 , 0 , 18 , " 81 23 00 0D 50 00 00 00 00 " , " ECI-18 B1 (ISO 8859-16) " } ,
/* 51*/ { UNICODE_MODE , 0 , - 1 , " テ " , - 1 , 0 , 0 , " 30 01 52 E3 00 00 00 00 00 " , " B2 (GB 18030) " } ,
/* 52*/ { UNICODE_MODE , 20 , - 1 , " テ " , - 1 , 0 , 20 , " 81 43 00 14 1B 28 00 00 00 " , " ECI-20 B2 (SHIFT JIS) " } ,
/* 53*/ { UNICODE_MODE , 20 , - 1 , " テテ " , - 1 , 0 , 20 , " 81 43 00 24 1B 2C 1B 28 00 " , " ECI-20 B4 (SHIFT JIS) " } ,
/* 54*/ { UNICODE_MODE , 20 , - 1 , " \\ \\ " , - 1 , 0 , 20 , " 81 43 00 24 0A FC 0A F8 00 " , " ECI-20 B4 (SHIFT JIS) " } ,
/* 55*/ { UNICODE_MODE , 0 , - 1 , " … " , - 1 , 0 , 0 , " 4E BC FF F0 00 00 00 00 00 " , " H(1)1 (GB 18030) " } ,
/* 56*/ { UNICODE_MODE , 21 , - 1 , " … " , - 1 , 0 , 21 , " 81 53 00 0C 28 00 00 00 00 " , " ECI-21 B1 (Win 1250) " } ,
/* 57*/ { UNICODE_MODE , 0 , - 1 , " Ґ " , - 1 , 0 , 0 , " 70 01 B9 00 00 00 00 00 00 " , " H(f)1 (GB 18030) " } ,
/* 58*/ { UNICODE_MODE , 22 , - 1 , " Ґ " , - 1 , 0 , 22 , " 81 63 00 0D 28 00 00 00 00 " , " ECI-22 B1 (Win 1251) " } ,
/* 59*/ { UNICODE_MODE , 0 , - 1 , " ˜ " , - 1 , 0 , 0 , " 70 01 18 00 00 00 00 00 00 " , " H(f)1 (GB 18030) " } ,
/* 60*/ { UNICODE_MODE , 23 , - 1 , " ˜ " , - 1 , 0 , 23 , " 81 73 00 0C C0 00 00 00 00 " , " ECI-23 B1 (Win 1252) " } ,
/* 61*/ { UNICODE_MODE , 24 , - 1 , " پ " , - 1 , 0 , 24 , " 81 83 00 0C 08 00 00 00 00 " , " ECI-24 B1 (Win 1256) " } ,
/* 62*/ { UNICODE_MODE , 0 , - 1 , " က " , - 1 , 0 , 0 , " 70 07 71 00 00 00 00 00 00 " , " H(f)1 (GB 18030) " } ,
/* 63*/ { UNICODE_MODE , 25 , - 1 , " က " , - 1 , 0 , 25 , " 81 92 F9 00 3F 00 00 00 00 " , " ECI-25 T2 (UCS-2BE) " } ,
/* 64*/ { UNICODE_MODE , 25 , - 1 , " ကက " , - 1 , 0 , 25 , " 81 92 F9 00 10 03 F0 00 00 " , " ECI-25 T4 (UCS-2BE) " } ,
/* 65*/ { UNICODE_MODE , 25 , - 1 , " 12 " , - 1 , 0 , 25 , " 81 93 00 20 01 88 01 90 00 " , " ECI-25 B4 (UCS-2BE ASCII) " } ,
/* 66*/ { UNICODE_MODE , 27 , - 1 , " @ " , - 1 , 0 , 27 , " 81 B2 FB 2F C0 00 00 00 00 " , " ECI-27 T1 (ASCII) " } ,
/* 67*/ { UNICODE_MODE , 0 , - 1 , " 龘 " , - 1 , 0 , 0 , " 30 01 7E C9 80 00 00 00 00 " , " B2 (GB 18030) " } ,
/* 68*/ { UNICODE_MODE , 28 , - 1 , " 龘 " , - 1 , 0 , 28 , " 81 C3 00 17 CE A8 00 00 00 " , " ECI-28 B2 (Big5) " } ,
/* 69*/ { UNICODE_MODE , 28 , - 1 , " 龘龘 " , - 1 , 0 , 28 , " 81 C3 00 27 CE AF CE A8 00 " , " ECI-28 B4 (Big5) " } ,
/* 70*/ { UNICODE_MODE , 0 , - 1 , " 齄 " , - 1 , 0 , 0 , " 5B BF FF F0 00 00 00 00 00 " , " H(2)1 (GB 18030) " } ,
/* 71*/ { UNICODE_MODE , 29 , - 1 , " 齄 " , - 1 , 0 , 29 , " 81 D5 BB FF FF 00 00 00 00 " , " ECI-29 H(2)1 (GB 2312) " } ,
/* 72*/ { UNICODE_MODE , 29 , - 1 , " 齄齄 " , - 1 , 0 , 29 , " 81 D5 BB FB BF FF F0 00 00 " , " ECI-29 H(2)2 (GB 2312) " } ,
/* 73*/ { UNICODE_MODE , 0 , - 1 , " 가 " , - 1 , 0 , 0 , " 70 2B 5E 80 00 00 00 00 00 " , " H(f)1 (GB 18030) " } ,
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/* 74*/ { UNICODE_MODE , 30 , - 1 , " 가 " , - 1 , 0 , 30 , " 81 E3 00 15 85 08 00 00 00 " , " ECI-30 T2 (EUC-KR) " } ,
/* 75*/ { UNICODE_MODE , 30 , - 1 , " 가가 " , - 1 , 0 , 30 , " 81 E3 00 25 85 0D 85 08 00 " , " ECI-30 B4 (EUC-KR) " } ,
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/* 76*/ { UNICODE_MODE , 170 , - 1 , " ? " , - 1 , 0 , 170 , " 88 0A A2 FB 1F C0 00 00 00 " , " ECI-170 L1 (ASCII invariant) " } ,
/* 77*/ { DATA_MODE , 899 , - 1 , " \200 " , - 1 , 0 , 899 , " 88 38 33 00 0C 00 00 00 00 " , " ECI-899 B1 (8-bit binary) " } ,
/* 78*/ { UNICODE_MODE , 900 , - 1 , " é " , - 1 , 0 , 900 , " 88 38 43 00 16 1D 48 00 00 " , " ECI-900 B2 (no conversion) " } ,
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/* 79*/ { UNICODE_MODE , 16384 , - 1 , " é " , - 1 , 0 , 16384 , " 8C 04 00 03 00 16 1D 48 00 " , " ECI-16384 B2 (no conversion) " } ,
/* 80*/ { UNICODE_MODE , 3 , - 1 , " β " , - 1 , ZINT_ERROR_INVALID_DATA , 3 , " Error 545: Invalid character in input data for ECI 3 " , " " } ,
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} ;
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int data_size = ARRAY_SIZE ( data ) ;
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int i , length , ret ;
struct zint_symbol * symbol ;
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char escaped [ 1024 ] ;
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testStart ( " test_input " ) ;
for ( i = 0 ; i < data_size ; i + + ) {
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if ( index ! = - 1 & & i ! = index ) continue ;
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symbol = ZBarcode_Create ( ) ;
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assert_nonnull ( symbol , " Symbol not created \n " ) ;
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debug | = ZINT_DEBUG_TEST ; // Needed to get codeword dump in errtxt
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length = testUtilSetSymbol ( symbol , BARCODE_HANXIN , data [ i ] . input_mode , data [ i ] . eci , - 1 /*option_1*/ , - 1 , data [ i ] . option_3 , - 1 /*output_options*/ , data [ i ] . data , data [ i ] . length , debug ) ;
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ret = ZBarcode_Encode ( symbol , ( unsigned char * ) data [ i ] . data , length ) ;
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assert_equal ( ret , data [ i ] . ret , " i:%d ZBarcode_Encode ret %d != %d (%s) \n " , i , ret , data [ i ] . ret , symbol - > errtxt ) ;
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if ( generate ) {
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printf ( " /*%3d*/ { %s, %d, %s, \" %s \" , %d, %s, %d, \" %s \" , \" %s \" }, \n " ,
i , testUtilInputModeName ( data [ i ] . input_mode ) , data [ i ] . eci , testUtilOption3Name ( data [ i ] . option_3 ) ,
testUtilEscape ( data [ i ] . data , length , escaped , sizeof ( escaped ) ) , data [ i ] . length ,
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testUtilErrorName ( data [ i ] . ret ) , ret < ZINT_ERROR ? symbol - > eci : - 1 , symbol - > errtxt , data [ i ] . comment ) ;
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} else {
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if ( ret < ZINT_ERROR ) {
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assert_equal ( symbol - > eci , data [ i ] . expected_eci , " i:%d eci %d != %d \n " , i , symbol - > eci , data [ i ] . expected_eci ) ;
}
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assert_zero ( strcmp ( symbol - > errtxt , data [ i ] . expected ) , " i:%d strcmp(%s, %s) != 0 \n " , i , symbol - > errtxt , data [ i ] . expected ) ;
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}
ZBarcode_Delete ( symbol ) ;
}
testFinish ( ) ;
}
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static void test_encode ( int index , int generate , int debug ) {
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struct item {
int input_mode ;
int option_1 ;
int option_2 ;
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int option_3 ;
char * data ;
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int ret ;
int expected_rows ;
int expected_width ;
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char * comment ;
char * expected ;
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} ;
struct item data [ ] = {
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/* 0*/ { UNICODE_MODE , - 1 , - 1 , - 1 , " 1234 " , 0 , 23 , 23 , " Mode nnnn, mask 10 " ,
" 11111110101011001111111 "
" 10000000000000100000001 "
" 10111110111011101111101 "
" 10100000010111100000101 "
" 10101110011101101110101 "
" 10101110000101001110101 "
" 10101110111001101110101 "
" 00000000100000000000000 "
" 00010101101110000010101 "
" 01010110110001011011101 "
" 00100011000100100100101 "
" 01110111111110001000111 "
" 01001001110000001001000 "
" 00100101001111110010000 "
" 10101000011110110101000 "
" 00000000001011100000000 "
" 11111110110111101110101 "
" 00000010011010001110101 "
" 11111010101101001110101 "
" 00001010100111000000101 "
" 11101010111001101111101 "
" 11101010111111000000001 "
" 11101010000100101111111 "
} ,
/* 1*/ { UNICODE_MODE , 1 , 1 , - 1 , " 1234567890 " , 0 , 23 , 23 , " ISO 20830 Draft K.1 Figure K8 (& K5) same (mask 01), except no alternating filler in structural info in figure " ,
" 11111110001000001111111 "
" 10000000110001100000001 "
" 10111110001010101111101 "
" 10100000111011100000101 "
" 10101110010000101110101 "
" 10101110110101001110101 "
" 10101110001100001110101 "
" 00000000011101100000000 "
" 00010101001010011010101 "
" 01001101111101010101110 "
" 10101010101010100101101 "
" 01010010111101010101010 "
" 10101010101010101010100 "
" 10000011010101000011110 "
" 10101011001010010101000 "
" 00000000110100000000000 "
" 11111110011110001110101 "
" 00000010010101101110101 "
" 11111010101010001110101 "
" 00001010110010100000101 "
" 11101010100010001111101 "
" 11101010110101100000001 "
" 11101010001010001111111 "
} ,
/* 2*/ { UNICODE_MODE , 1 , 1 , 1 < < 8 , " 1234567890 " , 0 , 23 , 23 , " ISO 20830 Draft K.1 Figure K4, with explicit mask pattern 00, same except no alternating filler in figure " ,
" 11111110100010101111111 "
" 10000000000100100000001 "
" 10111110000000101111101 "
" 10100000001110000000101 "
" 10101110111010101110101 "
" 10101110000000001110101 "
" 10101110000110001110101 "
" 00000000001000100000000 "
" 00010101000000100010101 "
" 00011000101000000000100 "
" 00000000000000001111000 "
" 00000111101000000000000 "
" 00000000000000000000001 "
" 11010110000000010110100 "
" 10101000100000010101000 "
" 00000000100001000000000 "
" 11111110010100001110101 "
" 00000010000000001110101 "
" 11111010100000101110101 "
" 00001010000111000000101 "
" 11101010101000001111101 "
" 11101010100000000000001 "
" 11101010100000101111111 "
} ,
/* 3*/ { UNICODE_MODE , 1 , 1 , 3 < < 8 , " 1234567890 " , 0 , 23 , 23 , " ISO 20830 Draft K.1 Figure K6, with explicit mask pattern 10, same except no alternating filler in figure " ,
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" 11111110001011101111111 "
" 10000000100000000000001 "
" 10111110011111001111101 "
" 10100000000111000000101 "
" 10101110011110101110101 "
" 10101110011111101110101 "
" 10101110101111101110101 "
" 00000000001100000000000 "
" 00010101011111010010101 "
" 01010001100001001001101 "
" 00100100100100101011100 "
" 11111000010111111111111 "
" 01001001001001001001000 "
" 11110010100100110010000 "
" 10101001011111010101000 "
" 00000000001000000000000 "
" 11111110110000101110101 "
" 00000010111111001110101 "
" 11111010101001001110101 "
" 00001010000011000000101 "
" 11101010010111001111101 "
" 11101010001001100000001 "
" 11101010100100001111111 "
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} ,
/* 4*/ { UNICODE_MODE , 1 , 1 , 4 < < 8 , " 1234567890 " , 0 , 23 , 23 , " ISO 20830 Draft K.1 Figure K7, with explicit mask pattern 11, same except no alternating filler in figure " ,
" 11111110101111001111111 "
" 10000000000011000000001 "
" 10111110000000001111101 "
" 10100000110110100000101 "
" 10101110100010101110101 "
" 10101110100111101110101 "
" 10101110111111101110101 "
" 00000000001111000000000 "
" 00010101000111101010101 "
" 00000010110000111000011 "
" 10011010011111001000011 "
" 11000010000111000111000 "
" 01000101101110111000110 "
" 00010001101101010001100 "
" 10101010110010010101000 "
" 00000000010011000000000 "
" 11111110100110101110101 "
" 00000010101101101110101 "
" 11111010101101101110101 "
" 00001010101010100000101 "
" 11101010011010001111101 "
" 11101010011010000000001 "
" 11101010011010101111111 "
} ,
/* 5*/ { UNICODE_MODE , 3 , 10 , - 1 , " 1234567890ABCDEFGabcdefg,Han Xin Code " , 0 , 41 , 41 , " ISO 20830 Draft K.2 Figure K16 (& K14) (happens to use same mask pattern 10), same except for alternating filler " ,
2019-12-09 05:15:34 +13:00
" 11111110001011000000100000010101101111111 "
" 10000000001011110010000000011010100000001 "
" 10111110111111111010111011101111101111101 "
" 10100000101001001001001001001001100000101 "
" 10101110000100100101010010010111001110101 "
" 10101110010111110111111011101100101110101 "
" 10101110101111001001011101110011001110101 "
" 00000000011001100100100100100100100000000 "
" 00011110111111111111111001101111110010101 "
" 10110011011100110010001001100000001001001 "
" 11001100100100100100100100100100100100100 "
" 11111111001110101101011011110011011110110 "
" 10100001001001000001100001010010001001001 "
" 10100100100100100100100101100100001110011 "
" 10011111100010110000001111111111101000001 "
" 10110000001001001001001001001001001001001 "
" 10101011011110000011001101111001100100100 "
" 11111111000110010101111011111111111111111 "
" 11001001001001000110011001110111100000010 "
" 10111110100100100100100110001110011011000 "
" 11111111111111111111111111111111111111101 "
" 00000000000000000000101001001001001011000 "
" 01110110101001001010101000010110100100100 "
" 11111111101110010010100011111111111111111 "
" 01001001001001001100110001101111011101011 "
" 00101111100100100100100100001101001101110 "
" 11111111111111111110111111111111111001111 "
" 10010110100000101110111010011001001001001 "
" 00101001101100100010100100100100100100100 "
" 11111111111110110000111000110000110000101 "
" 00000001001001001000101011011100000100101 "
" 00100100100100100100100100100100101011111 "
" 10101001100101110100111011100010101111000 "
" 00000000110001001000101001001111000000000 "
" 11111110001011100100100100100100101110101 "
" 00000010111111111110111111111111001110101 "
" 11111010001001000000111111111011001110101 "
" 00001010100101111000101010100100100000101 "
" 11101010111111111100101100001111101111101 "
" 11101010101001001000101001001001000000001 "
" 11101010100100100100111111111111001111111 "
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} ,
/* 6*/ { UNICODE_MODE , 3 , 10 , 1 < < 8 , " 1234567890ABCDEFGabcdefg,Han Xin Code " , 0 , 41 , 41 , " ISO 20830 Draft K.2 Figure K12 explicit mask pattern 00, same except for alternating filler " ,
" 11111110100010001000101001011100101111111 "
" 10000000101111010110000100111110000000001 "
" 10111110100000000101000100010000001111101 "
" 10100000100000000000000000000000100000101 "
" 10101110100000000001110110110011001110101 "
" 10101110001000001000000100010011001110101 "
" 10101110000110000000010100111010101110101 "
" 00000000011101000000000000000000000000000 "
" 00011110100000000000000110010000000010101 "
" 11111010010101111011000000101001000000000 "
" 11101000000000000000000000000000000000000 "
" 10000000110001010010100100001100100001001 "
" 11101000000000001000101000011011000000000 "
" 10000000000000000000000001000000101010111 "
" 11100000011101001111110000000000010111110 "
" 11111001000000000000000000000000000000000 "
" 10001111111010100111101001011101000000000 "
" 10000000111001101010000100000000000000000 "
" 10000000000000001111010000111110101001011 "
" 10011010000000000000000010101010111111100 "
" 11111111111111111111100000000000000000001 "
" 00000000000000000000100000000000000010000 "
" 01010010001101101110101100110010000000000 "
" 00000000010001101100111100000000000000000 "
" 00000000000000000100111000100110010100010 "
" 00001011000000000000100000101001101001010 "
" 00000000000000000000100000000000000110000 "
" 11011111101001100110110011010000000000000 "
" 00001101001000000110100000000000000000000 "
" 00000000000001001110100111001111001111010 "
" 01001000000000000000100010010101001101100 "
" 00000000000000000000100000000000001111011 "
" 10101000011010001010100100011101101111000 "
" 00000000011000000000100000000110000000000 "
" 11111110101111000000100000000000001110101 "
" 00000010000000000000100000000000001110101 "
" 11111010000000001000110110110010101110101 "
" 00001010100001011100101110000000100000101 "
" 11101010000000000010110011110000101111101 "
" 11101010000000000000100000000000100000001 "
" 11101010100000000000111111111111101111111 "
} ,
/* 7*/ { UNICODE_MODE , 3 , 10 , 2 < < 8 , " 1234567890ABCDEFGabcdefg,Han Xin Code " , 0 , 41 , 41 , " ISO 20830 Draft K.2 Figure K13 explicit mask pattern 01, same except for alternating filler " ,
" 11111110001000100010100011110110001111111 "
" 10000000011010000010000001101011000000001 "
" 10111110101010101111101110111010001111101 "
" 10100000010101010101010101010101000000101 "
" 10101110001010101011011100011001001110101 "
" 10101110111101011101010001000110001110101 "
" 10101110001100101010111110010000101110101 "
" 00000000001000010101010101010101000000000 "
" 00011110101010101010101100111010111010101 "
" 10101111000000101110010101111100010101010 "
" 11000010101010101010101010101010101010101 "
" 11010101100100000111110001011001110100011 "
" 11000010101010100010000010110001101010101 "
" 11010101010101010101010100010101111111101 "
" 11001010110111100101011010101010111101011 "
" 10101100010101010101010101010101010101010 "
" 10100101010000001101000011110111101010101 "
" 11010101101100111111010001010101010101010 "
" 10101010101010100101111010010100000011110 "
" 11001111010101010101010111111111101010100 "
" 11111111111111111111101010101010101010101 "
" 00000000000000000000110101010101010111000 "
" 11111000100111000100100110011000101010101 "
" 01010101000100111000101001010101010101010 "
" 10101010101010101110110010001100111110111 "
" 01011110010101010100110101111100111100000 "
" 10101010101010101010101010101010101100101 "
" 10001010111100110010100110000101010101010 "
" 10100111100010101100101010101010101010101 "
" 01010101010100011010110010011010011010000 "
" 11100010101010101010101000111111100111001 "
" 01010101010101010100110101010101011010001 "
" 10101011110000100000101110110111101111000 "
" 00000000001101010100110101010011000000000 "
" 11111110100101101010101010101010001110101 "
" 00000010010101010100110101010101101110101 "
" 11111010001010100010111100011000001110101 "
" 00001010010100001000111011010101000000101 "
" 11101010001010101000111001011010101111101 "
" 11101010010101010100110101010101000000001 "
" 11101010001010101010111111111111001111111 "
} ,
/* 8*/ { UNICODE_MODE , 3 , 10 , 4 < < 8 , " 1234567890ABCDEFGabcdefg,Han Xin Code " , 0 , 41 , 41 , " ISO 20830 Draft K.2 Figure K15 explicit mask pattern 11, same except for alternating filler " ,
" 11111110101111100100100100110001001111111 "
" 10000000101000010000000011111001100000001 "
" 10111110100000000101000100010000101111101 "
" 10100000011000111000111000111000000000101 "
" 10101110111000000111001101110011001110101 "
" 10101110101111001111000011010100101110101 "
" 10101110111111000111101100011101001110101 "
" 00000000011010000111000111000111100000000 "
" 00011110100111000000111110010111001010101 "
" 11100000001101000011111000010001111000111 "
" 11110010011111000111011000111000000111000 "
" 11000101011110010101100011001011100110001 "
" 10101101101110110000010001011100000111111 "
" 11000111101101000111000110000111101101111 "
" 11110000001111101000110111000000101111001 "
" 11101001010010011000111000111000111000111 "
" 10011111101000111000101110011010011000111 "
" 11001111110100000101000011000111000111000 "
" 11001111001101100001101000000110010000011 "
" 11011101001101101101000101101101111000100 "
" 11111111111111111111100111000111000111001 "
" 00000000000000000000111000111000111010100 "
" 11001000110111111100110011110101000111000 "
" 11000101010100000000110011000111000111000 "
" 01001101000101101000110110011110101100101 "
" 11000110000111101100101101101110101110010 "
" 10010010011000010010110010100111000001000 "
" 11001111110001110100100001001000111000111 "
" 10011101010000010100110010011111000111000 "
" 11000111100110000010101010100000001000010 "
" 00001111100111001100101111111011110101011 "
" 11000111100111001100101101101101001000011 "
" 10101010001010111000110110001111101111000 "
" 00000000101000111010110010010100000000000 "
" 11111110011111111010110010010010101110101 "
" 00000010101111000100101101101101101110101 "
" 11111010001111001100111011011111101110101 "
" 00001010001110011010100011101101000000101 "
" 11101010110010111010100001100010101111101 "
" 11101010110010111000110010010010100000001 "
" 11101010010010111000111111111111101111111 "
} ,
/* 9*/ { UNICODE_MODE , 2 , 17 , - 1 , " Summer Palace Ticket for 6 June 2015 13:00;2015年6月6日夜01時00分PM頤和園のチケット;2015년6월6일13시오후여름궁전티켓.2015年6月6号下午13:00的颐和园门票; " , 0 , 55 , 55 , " **NOT SAME** as ISO 20830 Draft K.3 Figure K23, different encoding modes; if same encoding modes forced, uses mask pattern 01 instead of pattern 10, but matches pattern 01 example Figure K20 (excluding alternating filler) (forced encoding mode: ttttttttttttttttttttttttttttttttttttttttttttttt1t1t11ttdtt1ttddddddddtttttfftfftffttffffffffffffffffffttttt1t1t111ttttt111111t) " ,
2019-12-09 05:15:34 +13:00
" 1111111001111111111011100100110101101010101100101111111 "
" 1000000000000000001100011000011001000010101111100000001 "
" 1011111011110010101110010110100000111010101101101111101 "
" 1010000001010100001101011100001101100100010100000000101 "
" 1010111000011011001111001000010010110010101010001110101 "
" 1010111011010101001101010100001010011001000110001110101 "
" 1010111001101001001001110010001001100100001001001110101 "
" 0000000011100111101101111010001010001100110011000000000 "
" 0010010101010100001100111100101010101111010001101010101 "
" 1111111011101110101000110010100010000101010101010101010 "
" 1010100111011011001101110110100101100011101000111110110 "
" 0011100111010001101001111011100001001111110010000011001 "
" 0011000100100010101011000001101101010000001010011010000 "
" 1100111101010101001101010101010100010100001110110101000 "
" 0000000100111001001010101100101100000001011111001110100 "
" 1101000010010001001101110001010101101100101110001110111 "
" 0101010101011100001110010001111110101010101010101010101 "
" 0001011000101000101011010011111000010010000011110101100 "
" 1001000100000110001111111111111111111000011101001110001 "
" 0010110011110110100000000000000000001101011101001100000 "
" 1111111100000100100000111011111001001111011001011100101 "
" 1101010101010101010101010100111011001110101010100111101 "
" 1101010011001001100110000001001000101000001011111110000 "
" 1000111001010111001010111111101100101101010000111001101 "
" 1110101100000011001001001011001010101010101010101010101 "
" 1101001110000100101100101011001100001001110111011001000 "
" 1001101010000000001000010010101100001011101001110010101 "
" 1101001100101100100011100010110000101101110100110010110 "
" 1000001010101010101010101010111101001010101100011001100 "
" 1101000101010110010101100101011000101001001000001000001 "
" 1010011101101101010001000111011011101011111010101111001 "
" 1101101100100000010010000011011001001101010101010101010 "
" 1010111000110111100101100011101010001010001001101110011 "
" 1100110000001101010011010000001011101011110011010101001 "
" 1011101111011001101010110111101100101100110001101100101 "
" 1000110111010101010101010101010100001101011110111010101 "
" 1111111111111111111110001011001010101111111111111111111 "
" 0000000000000000001110000010010000000000000000000000001 "
" 0100011110001011001010000111010001001101001001010010101 "
" 0101011111000100101000110110001100101111110100110101001 "
" 0100011010101010101010100110110101100111011001011000101 "
" 1000110011110001101000011011111101100010100001110000101 "
" 1111001110101101101000100011011010001010011000010000001 "
" 0001110000001011001100000011111101010101010101010101001 "
" 1010011101001101001101011101000010010100010000001110101 "
" 1101100101011001101001000100010000001101111001000111001 "
" 1010101010110101101010010110010011001111101011010100100 "
" 0000000000000100001001100011100100010101010101100000000 "
" 1111111000101010101010101110111100111011011111001110101 "
" 0000001000101011001010000100010101001110001111101110101 "
" 1111101000100001101101000001100001001011101001001110101 "
" 0000101001000100101010110010010101010110011001000000101 "
" 1110101010111000101011111101011101111100001110101111101 "
" 1110101011010101001101010101010101000000001010000000001 "
" 1110101011010001001111111111111111101000001110001111111 "
2020-11-28 01:54:44 +13:00
} ,
/* 10*/ { UNICODE_MODE , - 1 , - 1 , - 1 , " 汉信码标准 " , 0 , 23 , 23 , " ISO 20830 Draft Figure 4, **NOT SAME**, uses mask 11 instead of 10 (note figure includes alternating filler) " ,
" 11111110000101001111111 "
" 10000000001000100000001 "
" 10111110110001001111101 "
" 10100000100100000000101 "
" 10101110110011001110101 "
" 10101110111101101110101 "
" 10101110101100101110101 "
" 00000000011001100000000 "
" 00010101110110000010101 "
" 01010010101111101111001 "
" 11110010001011001101110 "
" 01010110010010010011001 "
" 11110011100000000111000 "
" 11100110010101000010101 "
" 10101000010010110101000 "
" 00000000110011000000000 "
" 11111110111011101110101 "
" 00000010101101101110101 "
" 11111010001100101110101 "
" 00001010011111100000101 "
" 11101010011010101111101 "
" 11101010111010000000001 "
" 11101010011010001111111 "
} ,
/* 11*/ { UNICODE_MODE , - 1 , - 1 , 3 < < 8 , " 汉信码标准 " , 0 , 23 , 23 , " ISO 20830 Draft Figure 4, explict mask 10, same " ,
" 11111110100001101111111 "
" 10000000101011100000001 "
" 10111110101110001111101 "
" 10100000010101100000101 "
" 10101110001111001110101 "
" 10101110000101101110101 "
" 10101110111100101110101 "
" 00000000011010100000000 "
" 00010101101110111010101 "
" 00000001111110011110111 "
" 01001100110000101110001 "
" 01101100000010101011110 "
" 11111111000111110110110 "
" 00000101011100100001001 "
" 10101011111111110101000 "
" 00000000101000000000000 "
" 11111110101101101110101 "
" 00000010111111001110101 "
" 11111010001000001110101 "
" 00001010110110000000101 "
" 11101010010111101111101 "
" 11101010101001100000001 "
" 11101010100100101111111 "
} ,
/* 12*/ { UNICODE_MODE | ESCAPE_MODE , - 1 , 4 , - 1 , " 汉信码标准 \015 \012 中国物品编码中心 " , 0 , 29 , 29 , " ISO 20830 Draft Figure 5, **NOT SAME** uses mask 11 instead of 01 " ,
" 11111110000100101110101111111 "
" 10000000101110001001000000001 "
" 10111110111111111110001111101 "
" 10100000100100110100100000101 "
" 10101110001110001100101110101 "
" 10101110101111110111101110101 "
" 10101110111001111001101110101 "
" 00000000001000101101000000000 "
" 00011000111000000111100010101 "
" 10111010011011110000101001011 "
" 11100001011111000101000011011 "
" 10100000100100111100011010000 "
" 11001111001110010000001111100 "
" 11100000010111100111111000100 "
" 11111111111111101010110110101 "
" 00000000000000110101011111100 "
" 01111101011000101100111000101 "
" 01110101111110101110000100110 "
" 00000010111010111000111000110 "
" 00111111000100100010010110111 "
" 10101000100000111111100011000 "
" 00000000011110100101000000000 "
" 11111110100010100000101110101 "
" 00000010111100101101101110101 "
" 11111010101110110010001110101 "
" 00001010100000110011100000101 "
" 11101010011000100111101111101 "
" 11101010010110100010100000001 "
" 11101010111000111111001111111 "
} ,
/* 13*/ { UNICODE_MODE | ESCAPE_MODE , - 1 , 4 , 2 < < 8 , " 汉信码标准 \015 \012 中国物品编码中心 " , 0 , 29 , 29 , " ISO 20830 Draft Figure 5, explicit mask 01, same " ,
" 11111110100010101001101111111 "
" 10000000011100001011100000001 "
" 10111110110101010100101111101 "
" 10100000101001011001100000101 "
" 10101110111100100000101110101 "
" 10101110111101100101001110101 "
" 10101110001010010100001110101 "
" 00000000011010111111100000000 "
" 00011000110101101101010010101 "
" 11110101010110011101000100110 "
" 11010001101010101000110001001 "
" 10110000011110101110001000010 "
" 10100000001010000010011100001 "
" 11110010101111110101101010100 "
" 11111111111111100111011011001 "
" 00000000000000111000110010000 "
" 01000111100000111001010101000 "
" 11101111100110110100010110100 "
" 11100111011100111100101010100 "
" 10101101011100111010000100101 "
" 10101001011000100111100011000 "
" 00000000110000100010000000000 "
" 11111110010010111000001110101 "
" 00000010001100110101101110101 "
" 11111010100000110101101110101 "
" 00001010110010101011100000101 "
" 11101010101010111111101111101 "
" 11101010111010100101000000001 "
" 11101010101010111111101111111 "
} ,
/* 14*/ { UNICODE_MODE | ESCAPE_MODE , - 1 , 24 , - 1 , " 汉信码标准 \015 \012 中国物品编码中心 \015 \012 北京网路畅想科技发展有限公司 \015 \012 张成海、赵楠、黄燕滨、罗秋科、王毅、张铎、王越 \015 \012 施煜、边峥、修兴强 \015 \012 汉信码标准 \015 \012 中国物品编码中心 \015 \012 北京网路畅想科技发展有限公司 " , 0 , 69 , 69 , " ISO 20830 Draft Figure 6 **NOT SAME** different encodation, Region 1 FFE terminators not used in figure " ,
" 111111100000101101011111111111111111111001001110010100100010001111111 "
" 100000001100110100000000000000000010111100110000010001110101000000001 "
" 101111100111100011100101000110011011011110011110101101001000101111101 "
" 101000000010000111011010000110111010111100100011111100110000000000101 "
" 101011100000010010000110101000000011011100101011011111000111101110101 "
" 101011101101000100011000101010101011000000111001000110111100101110101 "
" 101011100010010010100011101010101010101010101010101010101010101110101 "
" 000000001110010000011101101011000011001011100111111010101010000000000 "
" 001011001010010010110100001010101011100110101000001010011011011010101 "
" 110101110101111001111100010010001010101010111011111111010100011010101 "
" 101101010101001001011100011011101010100011111000010100101101111011010 "
" 100101101010101100010100110001110010111010001001010101010101010101010 "
" 101010101000010100100100001011100011111110000101111011010000010011110 "
" 111110111100111000111001011101101011111001011111000111101100011101101 "
" 110010010110011111011010111110110010110010100010100110110101001010101 "
" 100111110010001001001110110110110010000011110011010011011101110001110 "
" 110000111000010110101010101010101010101010101010101011101100011110100 "
" 111111111111111111100101110001010011111111111111111111010100110100001 "
" 000000000000000001011011110011000000000000000000000110101001101000100 "
" 101010000010010001000000101101000011011110101100110111010101010110110 "
" 111000101001110101011100101110011100011100001001100101000011010110110 "
" 011001010011101101111111101011000111010001100010000111111110011110011 "
" 011010101010101001101010101010101010010011001110110101111011100000101 "
" 001111110001111101100000101001100010011110010011110110100000110010000 "
" 011000111100011101000000100010001011111101001110010111001100101001110 "
" 010011110011010101111111110000010010110000111100110111000100111001100 "
" 001010001110010101010000110111001011111001000010100110101010101010101 "
" 010101010000001101000101000000000110111100101101000100101011111000110 "
" 010100111011001001000010110111110010110101010100110100100000110011110 "
" 000110111011111001100011001111011111100010110110000101101111111010000 "
" 011010100001110001000111001000110110100111011010000101000101010010111 "
" 001111101110101101110101010101010101010101011010100101111100111001111 "
" 110001001111100101100010010001100011001111010010110110101101100011011 "
" 000000000010011001001101010111001111101010011001110111100101110111100 "
" 100010010011001001111111111111111111001000001100000111111111111111111 "
" 001000110111000000000000000000000011011111000001010000000000000000001 "
" 110110010101010011111001111011110011101011000100100110001101110000101 "
" 110101010101010101010101100011111011001011101100111000100010110010001 "
" 101111101000111110110100000000110011010100001101101010000000100100101 "
" 110010101010100000110111010011100010000001100010101010101001001100101 "
" 110100011010011000111011011010001010000001101001110000110001100001001 "
" 110001011100001010100111101010100011101001010101010101010101010100101 "
" 110101011110111110001010111011000011010101100010001111110111101001101 "
" 101000001011000111011000011101101010101011110100100110110000001011101 "
" 100000010000100111110110101100010011001010101100001111011010010000001 "
" 111011110101110011110111111110111010101001110101101001100000001100101 "
" 100111001001110010101010101010101010101011010011110101001001000011101 "
" 101010001010111111100110000011010010011110101111001010010110110110101 "
" 100101110111011101100110100001011011110010110001001101000111100001101 "
" 100100101100100101111001011110101011010110010010101000001010110011101 "
" 110010011100000000100100000110100010001010101011010100110010101010100 "
" 111111111111111111010101010101011011111111111111111110100101000000001 "
" 000000000000000001010000101001010000000000000000000101001000011110100 "
" 100000111111111001111001000110000111111100101111010101111001000000010 "
" 111000010111010101100110111110100001011110111111110101101011111010011 "
" 101100001011101001000000110010011011101100010010000111000101011011010 "
" 000100001101010001011010011111111010101010101010100110101011000011111 "
" 001001100001111001101010110100010111101000100001000100100100000000111 "
" 010100001000010101100010001011111010100100100111010111110110001101101 "
" 100000111101011001000100010101101000111111000001010111101110100001001 "
" 101010110100111101010001011011001110111111010011000110000101100110100 "
" 000000000010111101100011010101010101010101010101010101010000100000000 "
" 111111101101011001111010100000101000010101101111010100100100001110101 "
" 000000101101001001101001011100101111001111000000110101010100101110101 "
" 111110101101011001010101110100100010110111111100110111110101001110101 "
" 000010100111111001000111110110011100010110001010110110001110000000101 "
" 111010101001001001100110011111011101010101011011100101100011001111101 "
" 111010100100111101001001010101011000001101010101010101010101100000001 "
" 111010100010101001111111111111111010101010101010100111111111001111111 "
} ,
/* 15*/ { UNICODE_MODE | ESCAPE_MODE , - 1 , 40 , - 1 , " 本标准规定了一种矩阵式二维条码——汉信码的码制以及编译码方法。本标准中对汉信码的码图方案、信息编码方法、纠错编译码算法、信息排布方法、参考译码算法等内容进行了详细的描述, 汉信码可高效表示《GB 18030—2000 信息技术 信息交换用汉字编码字符集基本集的扩充》中的汉字信息,并具有数据容量大、抗畸变和抗污损能力强、外观美观等特点,适合于在我国各行业的广泛应用。 测试文本, 测试人: 施煜, 边峥, 修兴强, 袁娲, 测试目的: 汉字表示, 测试版本: 40 \015 \012 " , 0 , 101 , 101 , " ISO 20830 Draft Figure 7 **NOT SAME** different encodation, Binary mode not used by figure " ,
" 11111110111111111111100010101000011101101011111111111111111110101100101110110110101100011000101111111 "
" 10000000100000000000100101011001001001000000000000000000000011000001111101100010001100010100100000001 "
" 10111110110100010100111000101101010111011101101110011000011010100101110001010110001001010010101111101 "
" 10100000001101100000101100010000001100000111000000110110000010101010000000010011001110101110000000101 "
" 10101110000010000100110111111001010010101001000110010010000011110001011010010101110001001010001110101 "
" 10101110110111101000100011100000001010010101101010001101001010001111001000100001101111110110001110101 "
" 10101110000101010100110000111111110101101010110101000111100010110010010001000101111001110011101110101 "
" 00000000111000000000110111110101101001111101010101101011010011000100101100101111000110010101100000000 "
" 00111100101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101 "
" 01010101010101010100110101010101010101101000101110100000110011000101101010000010101111010100000100001 "
" 10001101000100110010100010000000110000011011010011011001011011000011100100000110110001111011001100000 "
" 00111110111011110000101011100010001000000000110110111110110010101010110110011011010111100010111110100 "
" 10110100100100001000101010100010011011001001110000100101100010010010111001100000000101111110001101010 "
" 00101001001110010010111000011010010010000111100111111010101010100110010011000000000010111010100101010 "
" 01000001111100001100110101000100110000011010001111010010000011001110001111100101001010101000111101010 "
" 10001100100111010100110101010101010101010101010101010101010011010101010101010101010101010101010101010 "
" 10101010101010101010101010101010101010101000000010001100100011001101000100110100110111010100110110000 "
" 11000011000101101010110101100010101110001010010000010001010010000110001101100010010011000000011100010 "
" 10001110110000110000110011011101001110011000000100100011111011100110101011001001011010011010001111010 "
" 00010000101111000010100111011000110001001101101101001011000010011110100111010010011010000011101111100 "
" 10101110000101100110111111111111111111111101001101100111110011111111111111111111100111100011010100101 "
" 00101010011010110110000000000000000000001010111110101100100000000000000000000000101000110011111110100 "
" 10101110110111011101011010011110011001101001011101000111010000010010000000101010101010110011100011001 "
" 11000010111101010101010101010101010101001101010101010101010101010101010101010100110101010101010101010 "
" 10101010101010101010101010101010101001001101111111101110011000011100011101100010101110000001011110011 "
" 10110101101101100001000101101010000111001000111110001001111011011011001001110110110111011110110000110 "
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" 11111101001010110010101100010011011100101011110000000100011110000000110100011110101101001110100011000 "
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" 00000000000000000000100011011101011101000000000000000000000010000001111111100010000000000000000000001 "
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} ,
/* 16*/ { UNICODE_MODE | ESCAPE_MODE , - 1 , 62 , - 1 , " 本标准规定了一种矩阵式二维条码——汉信码的码制以及编译码方法。本标准中对汉信码的码图方案、信息编码方法、纠错编译码算法、信息排布方法、参考译码算法等内容进行了详细的描述, 汉信码可高效表示《GB 18030—2000 信息技术 信息交换用汉字编码字符集基本集的扩充》中的汉字信息,并具有数据容量大、抗畸变和抗污损能力强、外观美观等特点,适合于在我国各行业的广泛应用。 测试文本, 测试人: 施煜, 边峥, 修兴强, 袁娲, 测试目的: 汉字表示, 测试版本: 40 \015 \012 本标准规定了一种矩阵式二维条码——汉信码的码制以及编译码方法。本标准中对汉信码的码图方案、信息编码方法、纠错编译码算法、信息排布方法、参考译码算法等内容进行了详细的描述, 汉信码可高效表示《GB 18030—2000 信息技术 信息交换用汉字编码字符集基本集的扩充》中的汉字信息,并具有数据容量大、抗畸变和抗污损能力强、外观美观等特点,适合于在我国各行业的广泛应用。 测试文本, 测试人: 施煜, 边峥, 修兴强, 袁娲, 测试目的: 汉字表示, 测试版本: 40 \015 \012 本标准规定了一种矩阵式二维条码——汉信码的码制以及编译码方法。本标准中对汉信码的码图方案、信息编码方法、纠错编译码算法RS、信息排布方法、参考译码算法等内容进行了详细的描述, 汉信码可高效表示《GB 18030—2000 信息技术 122 " , 0 , 145 , 145 , " ISO 20830 Draft Figure 8 **NOT SAME** different encodation, Binary mode not used by figure " ,
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} ,
2021-06-24 02:00:49 +12:00
/* 17*/ { UNICODE_MODE | ESCAPE_MODE , - 1 , 84 , - 1 , " 本标准规定了一种矩阵式二维条码——汉信码的码制以及编译码方法。本标准中对汉信码的码图方案、信息编码方法、纠错编译码算法、信息排布方法、参考译码算法等内容进行了详细的描述, 汉信码可高效表示《GB 18030—2000 信息技术 信息交换用汉字编码字符集基本集的扩充》中的汉字信息,并具有数据容量大、抗畸变和抗污损能力强、外观美观等特点,适合于在我国各行业的广泛应用。 测试文本, 测试人: 施煜, 边峥, 修兴强, 袁娲, 测试目的: 汉字表示, 测试版本: 84 \015 \012 本标准规定了一种矩阵式二维条码——汉信码的码制以及编译码方法。本标准中对汉信码的码图方案、信息编码方法、纠错编译码算法、信息排布方法、参考译码算法等内容进行了详细的描述, 汉信码可高效表示《GB 18030—2000 信息技术 信息交换用汉字编码字符集基本集的扩充》中的汉字信息,并具有数据容量大、抗畸变和抗污损能力强、外观美观等特点,适合于在我国各行业的广泛应用。 测试文本, 测试人: 施煜, 边峥, 修兴强, 袁娲, 测试目的: 汉字表示, 测试版本: 84 \015 \012 本标准规定了一种矩阵式二维条码——汉信码的码制以及编译码方法。本标准中对汉信码的码图方案、信息编码方法、纠错编译码算法、信息排布方法、参考译码算法等内容进行了详细的描述, 汉信码可高效表示《GB 18030—2000 信息技术 信息交换用汉字编码字符集基本集的扩充》中的汉字信息,并具有数据容量大、抗畸变和抗污损能力强、外观美观等特点,适合于在我国各行业的广泛应用。 测试文本, 测试人: 施煜, 边峥, 修兴强, 袁娲, 测试目的: 汉字表示, 测试版本: 40本标准规定了一种矩阵式二维条码——汉信码的码制以及编译码方 " " 法。本标准中对汉信码的码图方案、信息编码方法、纠错编译码算法、信息排布方法、参考译码算法等内容进行了详细的描述, 汉信码可高效表示《GB 18030—2000 信息技术 信息交换用汉字编码字符集基本集的扩充》中的汉字信息,并具有数据容量大、抗畸变和抗污损能力强、外观美观等特点,适合于在我国各行业的广泛应用。 测试文本, 测试人: 施煜, 边峥, 修兴强, 袁娲, 测试目的: 汉字表示, 测试版本: 84 \015 \012 " , 0 , 189 , 189 , " ISO 20830 Draft Figure 9 **NOT SAME** different encodation, Binary mode not used by figure " ,
2020-11-28 01:54:44 +13:00
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" 110010101000010100101110011101001000000100000010010010001100100100000000010011101100001100011100010100101011000100010100110001111111011010100010101010100010111000111000101010101010101010101 "
" 010101010101010100110101010101010101010101010101010011010101010101010101010101010101001101010101010101010101010101010100110101010101010101010101010101010011010101010101010101001100111000001 "
" 110010001010101100110001110110001101011011101111110011111000111111000100010011011100101001011000011010101010000001110110110011010000010010011000000110110011000110001110001011100010010011101 "
" 000000000001011110110010110000000010010011010011011011111110111011011001001111011111001111010110001000011011101010110010101111001010101110000101011011000011011110110000010010101111010111101 "
" 001110110010011100101101010101000001110011101001010011000001100101111010101111000110101011010010010100010111011101001010101101001011101100000100000110001011001100010010000000100101000000000 "
" 101001010101000000111111111111111111110111000000111011111111111111111110001011101010001111111111111111110001101101001110111111111111111111010101001100110011111111111111111111110010111011001 "
" 000100001001001110000000000000000001010011100010001000000000000000000101101111000011100000000000000000011001001001110100000000000000000001000111011011000000000000000000000101100100010111100 "
" 110001111000000010011011010001011101001001001111110011001100000001100111110010100001011111100011001101010111011011100001110110111100111001001001001010011111011000111101010111111001111100111 "
" 100110010110001010111110001101000001111111001101110010110000111111110111010111001000111010001011100110010001111110101111000100110001010101010110000011000011000011010001010101100101010010001 "
" 111100000110000110100111011110001001110100111000111011101000001110110100101100001000111011010000101000010001000111101010011110001011100001110011010100110111110011011011010111101000000100001 "
" 101110101000000011111011101101110101000010001001000101010010001001100110100110001011011000000001011000010000001001011010111010000111011101001000100101101101111011000001000110001101101100010 "
" 100011011100010100010111111010111001111010100111000010010101111101100111110001101111001000000101011001010100110001001010110100101010101001001101110001100011100000011011100101110000000110111 "
" 100110111101011101110101101010011001001111000100000111001000010100100111010001001110111111000100110110010100001100011010011010101110011101111001010010110011010000011010110110001001010001101 "
" 100011011111011101000000101001010001101101101110110100111110101010010110111001111101000100010100100101011010000110100111011101100000011101001111100010000101001011110000010111110000101111111 "
" 101100001011111111111111011110010101000001101101101001100101101111100101111000100101010010000001010111010101100101101100100100100011011101101001011010100110100111001100010100011010110010111 "
" 100001001101001011001001110101110001101001010101000101000001110001010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010 "
" 101010101010101010101010101010101001101010101010101010101010101010100110111011001110101101111010011111011000011101111001000111010100111101100001000001110110010010000111010101101010011101011 "
" 101111010011010010000111101101100001100110111110000010001010001101110111000011101001101101011100000001011010101100100110100110110110011101010100011001101101101101010001000100111011110010011 "
" 100110110110110101101010011101101001001011111000110010110111001111000111000011010111011001001001110011011100111110111000100000001110110101100100101001010110000101100111110101000001001001100 "
" 101110111000000100001101001100001101100111001010101001010111000001010101010010000100000111110000110111011110011011001011011000010001010001100110001111110001001010111000110101001011110100111 "
" 101110011100111101100111011000101001010101011100111011010110110110110100110011000101100111111101011011011101011100111011110011010000101101111100001110011101101111110101010111010101111011100 "
" 110111011000010100100010101100010001111001010010011110111111100110000100111001000000111100111001010010010001011100111010011111001001110001111000001011001111010011110100000100011000110010101 "
" 111111111111111111101101110011001101111111111111111111100100010101010111111111111111111001001100110011011111111111111111101010111101010101111111111111111110101111100000000111111111111111111 "
" 000000000000000000110100101011001100000000000000000010010000111000110000000000000000001010111100101111000000000000000000101011010010011100000000000000000011011100101100100000000000000000001 "
" 011001010000110100111010100010100010111100010011001010001110110100001100110001011010001000001010100111111010000001100100101110001101000000111110100011111010111111000110101011011001010111001 "
" 111111110100100000111110010000110000001011111100100010011111010100101000101111000101101111010101001011110101111100111110101100010011111000001001100101101011001101110110101101011110100110001 "
" 110011111011000100101010000111010110101110100000010010011110000110111010011111000011001001000100001010001001011001001000110101010111110111101100110111000010011101101011110010111101011000001 "
" 100011011000011010110111111111100000111001000001101010101111001010111101001011111001001011101101010001010001010110111000101101110101110100010011001011010010111111101101100100110101100001101 "
" 101010100010100110111010110001001110011100011100000010111001000110010011001011111100101110100011110111001001101011010100100110011011001001010001011110000010101000101101111101111010100110101 "
" 011010011100111000110100011110001100101000011110100011010111101100111101101001011010001100110010001110101001000010010110100010101110011111001010111011001011110101010101111011101011100101001 "
" 101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010101 "
" 010001111001111010101111111110110110010110011110000011000001010001101001000001000101001010001010011100001110100011001000101101101101001010001001101010011011001100110111000111011100010110101 "
" 110111101000000110111011010100000011000110110111100011101100101001001011000111001111001010001011010101001010100011011100100001110110111011110101001111010010101011001101011111111101011000101 "
" 101111111100000110111101010011001000010111001000001011111010001011111011111100001100101110100000001010101011010110000110111001001001001000001110010100011010110101010010101001000000111001001 "
" 000000111010010100111110000011011011111000011111010011011011011100111111010011111000001011110001100101010110000011010010111100011100101101011000010000010010001110111010111110011110110111001 "
" 111011010111101110101111010111100110101100101100000011100000010000110110000011100101001011111011000011100100000110111010110010110001010110010010111001010011101010010000111000101110010001101 "
" 101100010010011110111101111010011001011010001111011011000000001101110111111001110001001101101111101110001100111010110100110111011000011110001000011001001011110110111011000100100000101110101 "
" 111000001010001000101010001111011001010000000101000011100011111011011100101011011110101100100010101111101000011000100100111000100111100110000000000011110010000110111010011000010110110000101 "
" 001000011000001100101110100010101100000001000111010011101010001011000100111001101010101101000101110111001110101010110100100100011000011010010000110011010011111011000010111000100100100101100 "
" 101100010100000000111111111111111111111010001101110011111111111111111101111101001111101111111111111111110101011100010110111111111111111111101000100000100011111111111111111100101110101101101 "
" 000001010101000110000000000000000001100100010010000000000000000000000101110010111111000000000000000000010011000101010100000000000000000001111011011000010000000000000000000100101100001011000 "
" 101101111001000111000000001100010101010100110111101010011000000010100111011011010010101000100101001001010101111100001001000111101100100101100100110011011001111101111001110101111111111011011 "
" 101000011100011010000001001011010001100010100010111001010001010100010100101010111111001001100100101010010110110110111100011001010001011001011110011001101010110001000010010111010011011010001 "
" 100001101000100111001000000101000001100111110110101110001100111101000111000010001111101100111110001100010101011010011010110010000101111001110111111111111001001011101000010111010011100110110 "
" 101011101110001000100101101011000101011001111010001110000001011010100110000010101000100110101010101010011010101010101010101010101010101001101010101010101010101010101010100110101010101010101 "
" 110101010101010101010101010101010101010101010101010101010101010101010101010101010101010101010110110111011100011010111110101100111001111101110010001100101011100111100111100100010101000100110 "
" 110010010101111101010000111010101001001101001011110001110011001100010110011100010110000101001100010110011100111101110101000110100101011001100101101100111010000101010101010100110110001100110 "
" 100010010010010111011011100100100001100010011001111111100111101000110111000000110101110101111001000010010111101010110101111000001101110101100000111010100101001011001000100110101001101111001 "
" 100100011001011101110111110001000001110011010111000101100110011010000100101001010101011001001001110010011101010011001111000000000110001101011011000011000001001001000111100110110111010101110 "
" 111000100101101001011110010110111101001111111000001011101010111110110101010001101001011000000110000100011000101110011000110110000011111101001001101010101011110110100101000101101111100110010 "
" 100011101100111001101001110100011001101111001111110011100111011110110100000001111010111010100000011001011100110010001110001011011010011101010101100111100011001100010111010101011001101011010 "
" 110010110010011111001010000001110001100010100010010001010010001000100101101001011101000010000110101011010100010011101100111110100011111101010111001100000000110011101001000111001010000011111 "
" 101111010010111011101011110000011001100010000010100101100111000010000101000000101011110100010010110101010100100110101001100100111011010101111111111000111100001001001011110100100101101100101 "
" 111100011100001101101111110100011001010011110001011110111001011001100101111111101000001001010000010110010110101001110010001001110101111101110110011010011011010001000011010100101000101100000 "
" 111011010001111000101101000110010101101111001010010011101111110101000111100101000110000100010011111111011001110010101000001000011000111001110011111000111111000111111001010111011010011100011 "
" 100111000001100000110010000000110101111000101001100010101111001111010100110011011110010111010101110110011110111110100011111111011111001001111110000100000111010000011000100110010110100001101 "
" 111111111111111111101001100101100001111111111111111111101000011111010111111111111111111010101011110001011111111111111111110111000100111101111111111111111111101100111010100111111111111111111 "
" 000000000000000000110100100110110100000000000000000011010100001001010000000000000000001101011011000111000000000000000000101000001010000100000000000000000010101100100101010000000000000000001 "
" 111100001011101000101100111111110010000000011110110011010001101011110111010111110110101100101001101100101000000110010100101111110100101001000100101001010010000111100111001010111011101101001 "
" 110000101110010100110101010101010101010101010101010011010101010101010101010101010101001101010101010101010101010101010100110101010101010101010101010101010011010101010101010101010101010101001 "
" 101010101010101010101110000000010001110100101101111011000011010000111001000001101010001100001110010100110101100110101110100001110110110001111001000110111011010110110011000101011001111110001 "
" 111110000010100010110101110110101101011010010000101010101100011011100011001101100101001111001100100001000010101111111010110001001111100111011010010001110011001001000100001100111010001111001 "
" 111111001011011000111011101011100111000011000111101011111111111001111110011110010110101001110010011000111001000001100000101111100110010101010110001011000011010101000101111000001010010110101 "
" 001010101100100110110001000001101000110011011000100010101110110111101111001010101011101011010010111000000110010100000110100000001001001101011001100010011010101011000010001101100100000000001 "
" 001110001001110000100110110001000110010001000111110010110011000001011100111101100110001001010011001110111100011111010110111011011010010100100000001001001010000101100110010010000011101001001 "
" 101000110011001110110100111000000111011001011011011011010111000001011101000011111000101010101100011010111110010011110010110001010010111010100111110111111010111100110000100101111001000001101 "
" 101010100101110000100000101111000100100011010101001011010010001100001000110000111011101111101010111000111011101110010010110110110001010010011001111001101010001011100000110011011110100010110 "
" 000000001100001110111001010000001011001011000010000011100111101000000110011001111110101010000001100010111110000001000100111101110011100000010110010100100010101011111011110101000000100000000 "
" 111111101111100110101011101111100101011100001000111011011010010110001011010100000101101111000110100111001111111011011010110111000000110010100001010101010010110100101100010100000011001110101 "
" 000000101010100010110000100011101010110011110001100010010111100010001010111010100000101001010011111100101110101000101110110101000101000011101101110111000011100100111100110010100111101110101 "
" 111110100001101010101001011111100101000001111101011010001111001001010110100100100100101000100010111011110110001100110010101101001101001110100100011011000011001110101001010111111001001110101 "
" 000010101101100110111111000100110100010111110000111011010010011101000001111111101111001010001100100100000011011110100000100010111101011100010101000000100010011100111100000010000010000000101 "
" 111010100010101100100001000111011001111101000101100010010010110010011100110011010010101111011001001011011110011110101010101110111100011111011000001001101011010100101111100010111011001111101 "
" 111010101011011100110101010010111000001100010010111011010101010101010001010101010101001101010101010101000101010101010100110101010101010100010101010101010011010101010101010001010101100000001 "
" 111010101010101010111111111111111101001010101010101011111111111111110100101010101010101111111111111111010010101010101010111111111111111101001010101010101011111111111111110100101010001111111 "
} ,
/* 18*/ { UNICODE_MODE | ESCAPE_MODE , - 1 , - 1 , 4 < < 8 , " 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。它的主要技术特色是: 1. 具有高度的汉字表示能力和汉字压缩效率。2. 信息容量大。 3. 编码范围广, 可以将照片、指纹、掌纹、签字、声音、文字等凡可数字化的信息进行编码。4. 支持加密技术。5. 抗污损和畸变能力强。6. 修正错误能力强。7 . 可供用户选择的纠错能力。8. 容易制作且成本低。9. 汉信码支持84个版本, 可以由用户自主进行选择, 最小码仅有指甲大小。10. 外形美观。 " , 0 , 67 , 67 , " Previous draft Figure 1 **NOT SAME** different encodation, Binary mode not used by figure " ,
" 1111111000010101011111111111111110001011011110010101111111001111111 "
" 1000000010000100000000000000000010100011101001010001101110000000001 "
" 1011111001100100110100001101111011111100101010000111111111101111101 "
" 1010000011010001001000011101000011111110111001011111100101000000101 "
" 1010111000011101100100100001110011111101011101101011011111101110101 "
" 1010111011110000000100000101110011100011100011100011110100101110101 "
" 1010111011000110000011001011001011110110001010100101101111001110101 "
" 0000000000010011100110010011011011000111101101001111111101000000000 "
" 0010101100110010001100111111010011001110010110000110100100111010101 "
" 1100010010001111111101001101001011111010010100110011001010010001100 "
" 1110001011001110000010010100101010110010010010111010001000000101000 "
" 1000010011000111111001000011111011101100011010010111110011110110111 "
" 1011101100011011001010101101100011111000011110101001011101101100100 "
" 1010101100001100101111110100010010110010011100000101100110011010100 "
" 1011100110100101010000001101011011001111001001011101101001010000010 "
" 1000110001000110010011101001111010011100010101100010001100001100000 "
" 1110111000011000010011111001000010011001001000111000000010000011100 "
" 1111111111111111011111011011011011111111111111111110101001010000101 "
" 0000000000000001101010110001000000000000000000000101110111011010000 "
" 1011000000111001101001011111000001001110001001110101011111101010000 "
" 1101111001111001101011110110000111101111111001110100111100001000111 "
" 0000010100000001111111001100011100100000001100100100111010110101000 "
" 0000000001011001010101010111101100010011010110110111100001001001001 "
" 1111100011110001010010111011111001010010000100100110111001111001110 "
" 0111000001000001101111001001110101001011111111000111000100111101001 "
" 0110100011111001110101110000010111101100110011110100101111011100011 "
" 1100110110011101000101011100101101010011100101010100100010100001100 "
" 1110000110010001001110011101110000011010100011110101011000011110111 "
" 0110111001111001000110110111100110111011101011100111111110110111010 "
" 0110001110100001000001011100011110101111101000000101000110011100000 "
" 0011100000010001010111100100001001111100101000110101001000101100001 "
" 0011001100010101010010000111000011110111000111100100001110000111110 "
" 0000101111100101010011001110010001011000000011100111010010111000010 "
" 0011101110110001011110110110000111011001000111100110101000000000100 "
" 1001100100000001111111111111111110111001100101110111111111111111111 "
" 0001010111111100000000000000000010011111111111110000000000000000001 "
" 1001000011000011000000100100011011100110100001010101100010010001101 "
" 1111010101001110010000110000000010110110001100111011001001000101001 "
" 1110010110101110101100101001001011000100000101010100000110111011001 "
" 1010100110000000010001111110110010111101101100000110110011110001001 "
" 1000111010101011001100101101010011100010110100111011110001100000001 "
" 1001000011100101100000001010111010001110110110100110100100000100101 "
" 1000111011000001101101100011001011101111110100010100101011110011001 "
" 1011111101100010000011100110111011111110110011100010011011101110001 "
" 1011000000001111011100100110011011010010111110000100100011100010001 "
" 1101100010000101111010111000100011110100101010110111011010110001001 "
" 1001000011001110100101100010101010111100101100011100010100111010101 "
" 1000000011010101101010100011111010011000011111111010100001101011001 "
" 1101000110100100011111001110111011001000000100100000111110010110001 "
" 1111110100001111111101100110111011010110010100000001101011010010101 "
" 1000001100001001001110011110111010001100000011011100101100100011000 "
" 1111111111111111111011011001111011111111111111111111100111000010001 "
" 0000000000000001011000100101010000000000000000000110011010110100100 "
" 0001110001101101011100101111100111111000010010000101000001011100110 "
" 0111010100110001000010100001101000001001010110000111111101100011100 "
" 0011011001010101001111011111001101101100101101010100101111001111110 "
" 0001101100100101011100001110111010011110010010100100100001000101001 "
" 1001011100010001101010010110011000110110111100000101110110000010000 "
" 1010101111000101011011011010010110000010111000110100011001011010100 "
" 0000000001101101011110101100001101100101100001110110110111000000000 "
" 1111111000111101000010111100100101111011111010010110011101101110101 "
" 0000001010111001111001001100110011010101111100110100010010101110101 "
" 1111101011100101001111011101111011001000100010100111101010001110101 "
" 0000101000011101111001100110101001011110101110010110100010100000101 "
" 1110101010010101000111011101001011100010000001100100010100001111101 "
" 1110101001101001000100110010101000000101000110010110110110100000001 "
" 1110101000010001111111111111111010010111110110110111111111001111111 "
} ,
/* 19*/ { DATA_MODE , - 1 , - 1 , ZINT_FULL_MULTIBYTE , " é " , 0 , 23 , 23 , " Mask automatic (01) " ,
" 11111110100010101111111 "
" 10000000001010000000001 "
" 10111110111010001111101 "
" 10100000100101000000101 "
" 10101110001111101110101 "
" 10101110110100101110101 "
" 10101110011101001110101 "
" 00000000101010100000000 "
" 00010101101101001010101 "
" 00001011010010000111010 "
" 10100010010010101010010 "
" 10110101010101100010110 "
" 10101000010110101010100 "
" 10011111000110000101000 "
" 10101010000001110101000 "
" 00000000101001100000000 "
" 11111110001000001110101 "
" 00000010110000101110101 "
" 11111010110001001110101 "
" 00001010010000100000101 "
" 11101010010100101111101 "
" 11101010001001000000001 "
" 11101010101010101111111 "
} ,
/* 20*/ { DATA_MODE , - 1 , - 1 , ZINT_FULL_MULTIBYTE | ( 1 < < 8 ) , " é " , 0 , 23 , 23 , " Mask 00 " ,
" 11111110001000001111111 "
" 10000000111111000000001 "
" 10111110110000001111101 "
" 10100000010000100000101 "
" 10101110100101101110101 "
" 10101110000001101110101 "
" 10101110010111001110101 "
" 00000000111111100000000 "
" 00010101100111110010101 "
" 01011110000111010010000 "
" 00001000111000000000111 "
" 11100000000000110111100 "
" 00000010111100000000001 "
" 11001010010011010000010 "
" 10101001101011110101000 "
" 00000000111100100000000 "
" 11111110000010001110101 "
" 00000010100101001110101 "
" 11111010111011101110101 "
" 00001010100101000000101 "
" 11101010011110101111101 "
" 11101010011100100000001 "
" 11101010000000001111111 "
} ,
/* 21*/ { DATA_MODE , - 1 , - 1 , ZINT_FULL_MULTIBYTE | ( 4 < < 8 ) , " é " , 0 , 23 , 23 , " Mask 11 " ,
" 11111110000101101111111 "
" 10000000111000100000001 "
" 10111110110000101111101 "
" 10100000101000000000101 "
" 10101110111101101110101 "
" 10101110100110001110101 "
" 10101110101110101110101 "
" 00000000111000000000000 "
" 00010101100000111010101 "
" 01000100011111101010111 "
" 10010010100111000111100 "
" 00100101101111110000100 "
" 01000111010010111000110 "
" 00001101111110010111010 "
" 10101011111001110101000 "
" 00000000001110100000000 "
" 11111110110000101110101 "
" 00000010001000101110101 "
" 11111010110110101110101 "
" 00001010001000100000101 "
" 11101010101100101111101 "
" 11101010100110100000001 "
" 11101010111010001111111 "
} ,
/* 22*/ { DATA_MODE , - 1 , - 1 , ZINT_FULL_MULTIBYTE | ( 5 < < 8 ) , " é " , 0 , 23 , 23 , " Mask > 11 ignored " ,
" 11111110100010101111111 "
" 10000000001010000000001 "
" 10111110111010001111101 "
" 10100000100101000000101 "
" 10101110001111101110101 "
" 10101110110100101110101 "
" 10101110011101001110101 "
" 00000000101010100000000 "
" 00010101101101001010101 "
" 00001011010010000111010 "
" 10100010010010101010010 "
" 10110101010101100010110 "
" 10101000010110101010100 "
" 10011111000110000101000 "
" 10101010000001110101000 "
" 00000000101001100000000 "
" 11111110001000001110101 "
" 00000010110000101110101 "
" 11111010110001001110101 "
" 00001010010000100000101 "
" 11101010010100101111101 "
" 11101010001001000000001 "
" 11101010101010101111111 "
} ,
2019-12-09 05:15:34 +13:00
} ;
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int data_size = ARRAY_SIZE ( data ) ;
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int i , length , ret ;
struct zint_symbol * symbol ;
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char escaped [ 8192 ] ;
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testStart ( " test_encode " ) ;
for ( i = 0 ; i < data_size ; i + + ) {
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if ( index ! = - 1 & & i ! = index ) continue ;
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symbol = ZBarcode_Create ( ) ;
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assert_nonnull ( symbol , " Symbol not created \n " ) ;
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length = testUtilSetSymbol ( symbol , BARCODE_HANXIN , data [ i ] . input_mode , - 1 /*eci*/ , data [ i ] . option_1 , data [ i ] . option_2 , data [ i ] . option_3 , - 1 /*output_options*/ , data [ i ] . data , - 1 , debug ) ;
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ret = ZBarcode_Encode ( symbol , ( unsigned char * ) data [ i ] . data , length ) ;
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assert_equal ( ret , data [ i ] . ret , " i:%d ZBarcode_Encode ret %d != %d (%s) \n " , i , ret , data [ i ] . ret , symbol - > errtxt ) ;
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if ( generate ) {
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printf ( " /*%3d*/ { %s, %d, %d, %s, \" %s \" , %s, %d, %d, \" %s \" , \n " ,
i , testUtilInputModeName ( data [ i ] . input_mode ) , data [ i ] . option_1 , data [ i ] . option_2 , testUtilOption3Name ( data [ i ] . option_3 ) ,
testUtilEscape ( data [ i ] . data , length , escaped , sizeof ( escaped ) ) , testUtilErrorName ( data [ i ] . ret ) ,
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symbol - > rows , symbol - > width , data [ i ] . comment ) ;
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testUtilModulesPrint ( symbol , " " , " \n " ) ;
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printf ( " }, \n " ) ;
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} else {
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if ( ret < ZINT_ERROR ) {
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int width , row ;
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assert_equal ( symbol - > rows , data [ i ] . expected_rows , " i:%d symbol->rows %d != %d (%s) \n " , i , symbol - > rows , data [ i ] . expected_rows , data [ i ] . data ) ;
assert_equal ( symbol - > width , data [ i ] . expected_width , " i:%d symbol->width %d != %d (%s) \n " , i , symbol - > width , data [ i ] . expected_width , data [ i ] . data ) ;
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ret = testUtilModulesCmp ( symbol , data [ i ] . expected , & width , & row ) ;
assert_zero ( ret , " i:%d testUtilModulesCmp ret %d != 0 width %d row %d (%s) \n " , i , ret , width , row , data [ i ] . data ) ;
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}
}
ZBarcode_Delete ( symbol ) ;
}
testFinish ( ) ;
}
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# include <time.h>
# define TEST_PERF_ITERATIONS 1000
// Not a real test, just performance indicator
static void test_perf ( int index , int debug ) {
struct item {
int symbology ;
int input_mode ;
int option_1 ;
int option_2 ;
char * data ;
int ret ;
int expected_rows ;
int expected_width ;
char * comment ;
} ;
struct item data [ ] = {
/* 0*/ { BARCODE_HANXIN , UNICODE_MODE , - 1 , - 1 ,
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 " ,
0 , 43 , 43 , " 98 chars, Region 1 and Text " } ,
/* 1*/ { BARCODE_HANXIN , UNICODE_MODE , - 1 , - 1 ,
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 " ,
0 , 121 , 121 , " 980 chars, Region 1 and Text " } ,
/* 2*/ { BARCODE_HANXIN , UNICODE_MODE , - 1 , - 1 ,
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 "
" 汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。汉信码(Chinese-Sensible Code)是一种能够有效表示汉字、图像等信息的二维条码。 " ,
0 , 147 , 147 , " 1470 chars, Region 1 and Text " } ,
} ;
int data_size = ARRAY_SIZE ( data ) ;
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int i , length , ret ;
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clock_t start , total_encode = 0 , total_buffer = 0 , diff_encode , diff_buffer ;
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if ( ! ( debug & ZINT_DEBUG_TEST_PERFORMANCE ) ) { /* -d 256 */
return ;
}
for ( i = 0 ; i < data_size ; i + + ) {
int j ;
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if ( index ! = - 1 & & i ! = index ) continue ;
diff_encode = diff_buffer = 0 ;
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for ( j = 0 ; j < TEST_PERF_ITERATIONS ; j + + ) {
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struct zint_symbol * symbol = ZBarcode_Create ( ) ;
assert_nonnull ( symbol , " Symbol not created \n " ) ;
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length = testUtilSetSymbol ( symbol , data [ i ] . symbology , data [ i ] . input_mode , - 1 /*eci*/ , data [ i ] . option_1 , data [ i ] . option_2 , - 1 , - 1 /*output_options*/ , data [ i ] . data , - 1 , debug ) ;
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start = clock ( ) ;
ret = ZBarcode_Encode ( symbol , ( unsigned char * ) data [ i ] . data , length ) ;
diff_encode + = clock ( ) - start ;
assert_equal ( ret , data [ i ] . ret , " i:%d ZBarcode_Encode ret %d != %d (%s) \n " , i , ret , data [ i ] . ret , symbol - > errtxt ) ;
assert_equal ( symbol - > rows , data [ i ] . expected_rows , " i:%d symbol->rows %d != %d (%s) \n " , i , symbol - > rows , data [ i ] . expected_rows , data [ i ] . data ) ;
assert_equal ( symbol - > width , data [ i ] . expected_width , " i:%d symbol->width %d != %d (%s) \n " , i , symbol - > width , data [ i ] . expected_width , data [ i ] . data ) ;
start = clock ( ) ;
ret = ZBarcode_Buffer ( symbol , 0 /*rotate_angle*/ ) ;
diff_buffer + = clock ( ) - start ;
assert_zero ( ret , " i:%d ZBarcode_Buffer ret %d != 0 (%s) \n " , i , ret , symbol - > errtxt ) ;
ZBarcode_Delete ( symbol ) ;
}
printf ( " %s: diff_encode %gms, diff_buffer %gms \n " , data [ i ] . comment , diff_encode * 1000.0 / CLOCKS_PER_SEC , diff_buffer * 1000.0 / CLOCKS_PER_SEC ) ;
total_encode + = diff_encode ;
total_buffer + = diff_buffer ;
}
if ( index ! = - 1 ) {
printf ( " totals: encode %gms, buffer %gms \n " , total_encode * 1000.0 / CLOCKS_PER_SEC , total_buffer * 1000.0 / CLOCKS_PER_SEC ) ;
}
}
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int main ( int argc , char * argv [ ] ) {
testFunction funcs [ ] = { /* name, func, has_index, has_generate, has_debug */
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{ " test_large " , test_large , 1 , 0 , 1 } ,
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{ " test_options " , test_options , 1 , 0 , 1 } ,
{ " test_input " , test_input , 1 , 1 , 1 } ,
{ " test_encode " , test_encode , 1 , 1 , 1 } ,
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{ " test_perf " , test_perf , 1 , 0 , 1 } ,
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} ;
testRun ( argc , argv , funcs , ARRAY_SIZE ( funcs ) ) ;
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testReport ( ) ;
return 0 ;
}