@ -14521,6 +14521,677 @@ static const struct cipher_testvec speck64_dec_tv_template[] = {
} ,
} ;
/*
* Speck64 - XTS test vectors , taken from the AES - XTS test vectors with the result
* recomputed with Speck64 as the cipher , and key lengths adjusted
*/
static const struct cipher_testvec speck64_xts_enc_tv_template [ ] = {
{
. key = " \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. klen = 24 ,
. iv = " \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. input = " \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. ilen = 32 ,
. result = " \x84 \xaf \x54 \x07 \x19 \xd4 \x7c \xa6 "
" \xe4 \xfe \xdf \xc4 \x1f \x34 \xc3 \xc2 "
" \x80 \xf5 \x72 \xe7 \xcd \xf0 \x99 \x22 "
" \x35 \xa7 \x2f \x06 \xef \xdc \x51 \xaa " ,
. rlen = 32 ,
} , {
. key = " \x11 \x11 \x11 \x11 \x11 \x11 \x11 \x11 "
" \x11 \x11 \x11 \x11 \x11 \x11 \x11 \x11 "
" \x22 \x22 \x22 \x22 \x22 \x22 \x22 \x22 " ,
. klen = 24 ,
. iv = " \x33 \x33 \x33 \x33 \x33 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. input = " \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 " ,
. ilen = 32 ,
. result = " \x12 \x56 \x73 \xcd \x15 \x87 \xa8 \x59 "
" \xcf \x84 \xae \xd9 \x1c \x66 \xd6 \x9f "
" \xb3 \x12 \x69 \x7e \x36 \xeb \x52 \xff "
" \x62 \xdd \xba \x90 \xb3 \xe1 \xee \x99 " ,
. rlen = 32 ,
} , {
. key = " \xff \xfe \xfd \xfc \xfb \xfa \xf9 \xf8 "
" \xf7 \xf6 \xf5 \xf4 \xf3 \xf2 \xf1 \xf0 "
" \x22 \x22 \x22 \x22 \x22 \x22 \x22 \x22 " ,
. klen = 24 ,
. iv = " \x33 \x33 \x33 \x33 \x33 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. input = " \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 " ,
. ilen = 32 ,
. result = " \x15 \x1b \xe4 \x2c \xa2 \x5a \x2d \x2c "
" \x27 \x36 \xc0 \xbf \x5d \xea \x36 \x37 "
" \x2d \x1a \x88 \xbc \x66 \xb5 \xd0 \x0b "
" \xa1 \xbc \x19 \xb2 \x0f \x3b \x75 \x34 " ,
. rlen = 32 ,
} , {
. key = " \x27 \x18 \x28 \x18 \x28 \x45 \x90 \x45 "
" \x23 \x53 \x60 \x28 \x74 \x71 \x35 \x26 "
" \x31 \x41 \x59 \x26 \x53 \x58 \x97 \x93 " ,
. klen = 24 ,
. iv = " \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. input = " \x00 \x01 \x02 \x03 \x04 \x05 \x06 \x07 "
" \x08 \x09 \x0a \x0b \x0c \x0d \x0e \x0f "
" \x10 \x11 \x12 \x13 \x14 \x15 \x16 \x17 "
" \x18 \x19 \x1a \x1b \x1c \x1d \x1e \x1f "
" \x20 \x21 \x22 \x23 \x24 \x25 \x26 \x27 "
" \x28 \x29 \x2a \x2b \x2c \x2d \x2e \x2f "
" \x30 \x31 \x32 \x33 \x34 \x35 \x36 \x37 "
" \x38 \x39 \x3a \x3b \x3c \x3d \x3e \x3f "
" \x40 \x41 \x42 \x43 \x44 \x45 \x46 \x47 "
" \x48 \x49 \x4a \x4b \x4c \x4d \x4e \x4f "
" \x50 \x51 \x52 \x53 \x54 \x55 \x56 \x57 "
" \x58 \x59 \x5a \x5b \x5c \x5d \x5e \x5f "
" \x60 \x61 \x62 \x63 \x64 \x65 \x66 \x67 "
" \x68 \x69 \x6a \x6b \x6c \x6d \x6e \x6f "
" \x70 \x71 \x72 \x73 \x74 \x75 \x76 \x77 "
" \x78 \x79 \x7a \x7b \x7c \x7d \x7e \x7f "
" \x80 \x81 \x82 \x83 \x84 \x85 \x86 \x87 "
" \x88 \x89 \x8a \x8b \x8c \x8d \x8e \x8f "
" \x90 \x91 \x92 \x93 \x94 \x95 \x96 \x97 "
" \x98 \x99 \x9a \x9b \x9c \x9d \x9e \x9f "
" \xa0 \xa1 \xa2 \xa3 \xa4 \xa5 \xa6 \xa7 "
" \xa8 \xa9 \xaa \xab \xac \xad \xae \xaf "
" \xb0 \xb1 \xb2 \xb3 \xb4 \xb5 \xb6 \xb7 "
" \xb8 \xb9 \xba \xbb \xbc \xbd \xbe \xbf "
" \xc0 \xc1 \xc2 \xc3 \xc4 \xc5 \xc6 \xc7 "
" \xc8 \xc9 \xca \xcb \xcc \xcd \xce \xcf "
" \xd0 \xd1 \xd2 \xd3 \xd4 \xd5 \xd6 \xd7 "
" \xd8 \xd9 \xda \xdb \xdc \xdd \xde \xdf "
" \xe0 \xe1 \xe2 \xe3 \xe4 \xe5 \xe6 \xe7 "
" \xe8 \xe9 \xea \xeb \xec \xed \xee \xef "
" \xf0 \xf1 \xf2 \xf3 \xf4 \xf5 \xf6 \xf7 "
" \xf8 \xf9 \xfa \xfb \xfc \xfd \xfe \xff "
" \x00 \x01 \x02 \x03 \x04 \x05 \x06 \x07 "
" \x08 \x09 \x0a \x0b \x0c \x0d \x0e \x0f "
" \x10 \x11 \x12 \x13 \x14 \x15 \x16 \x17 "
" \x18 \x19 \x1a \x1b \x1c \x1d \x1e \x1f "
" \x20 \x21 \x22 \x23 \x24 \x25 \x26 \x27 "
" \x28 \x29 \x2a \x2b \x2c \x2d \x2e \x2f "
" \x30 \x31 \x32 \x33 \x34 \x35 \x36 \x37 "
" \x38 \x39 \x3a \x3b \x3c \x3d \x3e \x3f "
" \x40 \x41 \x42 \x43 \x44 \x45 \x46 \x47 "
" \x48 \x49 \x4a \x4b \x4c \x4d \x4e \x4f "
" \x50 \x51 \x52 \x53 \x54 \x55 \x56 \x57 "
" \x58 \x59 \x5a \x5b \x5c \x5d \x5e \x5f "
" \x60 \x61 \x62 \x63 \x64 \x65 \x66 \x67 "
" \x68 \x69 \x6a \x6b \x6c \x6d \x6e \x6f "
" \x70 \x71 \x72 \x73 \x74 \x75 \x76 \x77 "
" \x78 \x79 \x7a \x7b \x7c \x7d \x7e \x7f "
" \x80 \x81 \x82 \x83 \x84 \x85 \x86 \x87 "
" \x88 \x89 \x8a \x8b \x8c \x8d \x8e \x8f "
" \x90 \x91 \x92 \x93 \x94 \x95 \x96 \x97 "
" \x98 \x99 \x9a \x9b \x9c \x9d \x9e \x9f "
" \xa0 \xa1 \xa2 \xa3 \xa4 \xa5 \xa6 \xa7 "
" \xa8 \xa9 \xaa \xab \xac \xad \xae \xaf "
" \xb0 \xb1 \xb2 \xb3 \xb4 \xb5 \xb6 \xb7 "
" \xb8 \xb9 \xba \xbb \xbc \xbd \xbe \xbf "
" \xc0 \xc1 \xc2 \xc3 \xc4 \xc5 \xc6 \xc7 "
" \xc8 \xc9 \xca \xcb \xcc \xcd \xce \xcf "
" \xd0 \xd1 \xd2 \xd3 \xd4 \xd5 \xd6 \xd7 "
" \xd8 \xd9 \xda \xdb \xdc \xdd \xde \xdf "
" \xe0 \xe1 \xe2 \xe3 \xe4 \xe5 \xe6 \xe7 "
" \xe8 \xe9 \xea \xeb \xec \xed \xee \xef "
" \xf0 \xf1 \xf2 \xf3 \xf4 \xf5 \xf6 \xf7 "
" \xf8 \xf9 \xfa \xfb \xfc \xfd \xfe \xff " ,
. ilen = 512 ,
. result = " \xaf \xa1 \x81 \xa6 \x32 \xbb \x15 \x8e "
" \xf8 \x95 \x2e \xd3 \xe6 \xee \x7e \x09 "
" \x0c \x1a \xf5 \x02 \x97 \x8b \xe3 \xb3 "
" \x11 \xc7 \x39 \x96 \xd0 \x95 \xf4 \x56 "
" \xf4 \xdd \x03 \x38 \x01 \x44 \x2c \xcf "
" \x88 \xae \x8e \x3c \xcd \xe7 \xaa \x66 "
" \xfe \x3d \xc6 \xfb \x01 \x23 \x51 \x43 "
" \xd5 \xd2 \x13 \x86 \x94 \x34 \xe9 \x62 "
" \xf9 \x89 \xe3 \xd1 \x7b \xbe \xf8 \xef "
" \x76 \x35 \x04 \x3f \xdb \x23 \x9d \x0b "
" \x85 \x42 \xb9 \x02 \xd6 \xcc \xdb \x96 "
" \xa7 \x6b \x27 \xb6 \xd4 \x45 \x8f \x7d "
" \xae \xd2 \x04 \xd5 \xda \xc1 \x7e \x24 "
" \x8c \x73 \xbe \x48 \x7e \xcf \x65 \x28 "
" \x29 \xe5 \xbe \x54 \x30 \xcb \x46 \x95 "
" \x4f \x2e \x8a \x36 \xc8 \x27 \xc5 \xbe "
" \xd0 \x1a \xaf \xab \x26 \xcd \x9e \x69 "
" \xa1 \x09 \x95 \x71 \x26 \xe9 \xc4 \xdf "
" \xe6 \x31 \xc3 \x46 \xda \xaf \x0b \x41 "
" \x1f \xab \xb1 \x8e \xd6 \xfc \x0b \xb3 "
" \x82 \xc0 \x37 \x27 \xfc \x91 \xa7 \x05 "
" \xfb \xc5 \xdc \x2b \x74 \x96 \x48 \x43 "
" \x5d \x9c \x19 \x0f \x60 \x63 \x3a \x1f "
" \x6f \xf0 \x03 \xbe \x4d \xfd \xc8 \x4a "
" \xc6 \xa4 \x81 \x6d \xc3 \x12 \x2a \x5c "
" \x07 \xff \xf3 \x72 \x74 \x48 \xb5 \x40 "
" \x50 \xb5 \xdd \x90 \x43 \x31 \x18 \x15 "
" \x7b \xf2 \xa6 \xdb \x83 \xc8 \x4b \x4a "
" \x29 \x93 \x90 \x8b \xda \x07 \xf0 \x35 "
" \x6d \x90 \x88 \x09 \x4e \x83 \xf5 \x5b "
" \x94 \x12 \xbb \x33 \x27 \x1d \x3f \x23 "
" \x51 \xa8 \x7c \x07 \xa2 \xae \x77 \xa6 "
" \x50 \xfd \xcc \xc0 \x4f \x80 \x7a \x9f "
" \x66 \xdd \xcd \x75 \x24 \x8b \x33 \xf7 "
" \x20 \xdb \x83 \x9b \x4f \x11 \x63 \x6e "
" \xcf \x37 \xef \xc9 \x11 \x01 \x5c \x45 "
" \x32 \x99 \x7c \x3c \x9e \x42 \x89 \xe3 "
" \x70 \x6d \x15 \x9f \xb1 \xe6 \xb6 \x05 "
" \xfe \x0c \xb9 \x49 \x2d \x90 \x6d \xcc "
" \x5d \x3f \xc1 \xfe \x89 \x0a \x2e \x2d "
" \xa0 \xa8 \x89 \x3b \x73 \x39 \xa5 \x94 "
" \x4c \xa4 \xa6 \xbb \xa7 \x14 \x46 \x89 "
" \x10 \xff \xaf \xef \xca \xdd \x4f \x80 "
" \xb3 \xdf \x3b \xab \xd4 \xe5 \x5a \xc7 "
" \x33 \xca \x00 \x8b \x8b \x3f \xea \xec "
" \x68 \x8a \xc2 \x6d \xfd \xd4 \x67 \x0f "
" \x22 \x31 \xe1 \x0e \xfe \x5a \x04 \xd5 "
" \x64 \xa3 \xf1 \x1a \x76 \x28 \xcc \x35 "
" \x36 \xa7 \x0a \x74 \xf7 \x1c \x44 \x9b "
" \xc7 \x1b \x53 \x17 \x02 \xea \xd1 \xad "
" \x13 \x51 \x73 \xc0 \xa0 \xb2 \x05 \x32 "
" \xa8 \xa2 \x37 \x2e \xe1 \x7a \x3a \x19 "
" \x26 \xb4 \x6c \x62 \x5d \xb3 \x1a \x1d "
" \x59 \xda \xee \x1a \x22 \x18 \xda \x0d "
" \x88 \x0f \x55 \x8b \x72 \x62 \xfd \xc1 "
" \x69 \x13 \xcd \x0d \x5f \xc1 \x09 \x52 "
" \xee \xd6 \xe3 \x84 \x4d \xee \xf6 \x88 "
" \xaf \x83 \xdc \x76 \xf4 \xc0 \x93 \x3f "
" \x4a \x75 \x2f \xb0 \x0b \x3e \xc4 \x54 "
" \x7d \x69 \x8d \x00 \x62 \x77 \x0d \x14 "
" \xbe \x7c \xa6 \x7d \xc5 \x24 \x4f \xf3 "
" \x50 \xf7 \x5f \xf4 \xc2 \xca \x41 \x97 "
" \x37 \xbe \x75 \x74 \xcd \xf0 \x75 \x6e "
" \x25 \x23 \x94 \xbd \xda \x8d \xb0 \xd4 " ,
. rlen = 512 ,
} , {
. key = " \x27 \x18 \x28 \x18 \x28 \x45 \x90 \x45 "
" \x23 \x53 \x60 \x28 \x74 \x71 \x35 \x26 "
" \x62 \x49 \x77 \x57 \x24 \x70 \x93 \x69 "
" \x99 \x59 \x57 \x49 \x66 \x96 \x76 \x27 " ,
. klen = 32 ,
. iv = " \xff \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. input = " \x00 \x01 \x02 \x03 \x04 \x05 \x06 \x07 "
" \x08 \x09 \x0a \x0b \x0c \x0d \x0e \x0f "
" \x10 \x11 \x12 \x13 \x14 \x15 \x16 \x17 "
" \x18 \x19 \x1a \x1b \x1c \x1d \x1e \x1f "
" \x20 \x21 \x22 \x23 \x24 \x25 \x26 \x27 "
" \x28 \x29 \x2a \x2b \x2c \x2d \x2e \x2f "
" \x30 \x31 \x32 \x33 \x34 \x35 \x36 \x37 "
" \x38 \x39 \x3a \x3b \x3c \x3d \x3e \x3f "
" \x40 \x41 \x42 \x43 \x44 \x45 \x46 \x47 "
" \x48 \x49 \x4a \x4b \x4c \x4d \x4e \x4f "
" \x50 \x51 \x52 \x53 \x54 \x55 \x56 \x57 "
" \x58 \x59 \x5a \x5b \x5c \x5d \x5e \x5f "
" \x60 \x61 \x62 \x63 \x64 \x65 \x66 \x67 "
" \x68 \x69 \x6a \x6b \x6c \x6d \x6e \x6f "
" \x70 \x71 \x72 \x73 \x74 \x75 \x76 \x77 "
" \x78 \x79 \x7a \x7b \x7c \x7d \x7e \x7f "
" \x80 \x81 \x82 \x83 \x84 \x85 \x86 \x87 "
" \x88 \x89 \x8a \x8b \x8c \x8d \x8e \x8f "
" \x90 \x91 \x92 \x93 \x94 \x95 \x96 \x97 "
" \x98 \x99 \x9a \x9b \x9c \x9d \x9e \x9f "
" \xa0 \xa1 \xa2 \xa3 \xa4 \xa5 \xa6 \xa7 "
" \xa8 \xa9 \xaa \xab \xac \xad \xae \xaf "
" \xb0 \xb1 \xb2 \xb3 \xb4 \xb5 \xb6 \xb7 "
" \xb8 \xb9 \xba \xbb \xbc \xbd \xbe \xbf "
" \xc0 \xc1 \xc2 \xc3 \xc4 \xc5 \xc6 \xc7 "
" \xc8 \xc9 \xca \xcb \xcc \xcd \xce \xcf "
" \xd0 \xd1 \xd2 \xd3 \xd4 \xd5 \xd6 \xd7 "
" \xd8 \xd9 \xda \xdb \xdc \xdd \xde \xdf "
" \xe0 \xe1 \xe2 \xe3 \xe4 \xe5 \xe6 \xe7 "
" \xe8 \xe9 \xea \xeb \xec \xed \xee \xef "
" \xf0 \xf1 \xf2 \xf3 \xf4 \xf5 \xf6 \xf7 "
" \xf8 \xf9 \xfa \xfb \xfc \xfd \xfe \xff "
" \x00 \x01 \x02 \x03 \x04 \x05 \x06 \x07 "
" \x08 \x09 \x0a \x0b \x0c \x0d \x0e \x0f "
" \x10 \x11 \x12 \x13 \x14 \x15 \x16 \x17 "
" \x18 \x19 \x1a \x1b \x1c \x1d \x1e \x1f "
" \x20 \x21 \x22 \x23 \x24 \x25 \x26 \x27 "
" \x28 \x29 \x2a \x2b \x2c \x2d \x2e \x2f "
" \x30 \x31 \x32 \x33 \x34 \x35 \x36 \x37 "
" \x38 \x39 \x3a \x3b \x3c \x3d \x3e \x3f "
" \x40 \x41 \x42 \x43 \x44 \x45 \x46 \x47 "
" \x48 \x49 \x4a \x4b \x4c \x4d \x4e \x4f "
" \x50 \x51 \x52 \x53 \x54 \x55 \x56 \x57 "
" \x58 \x59 \x5a \x5b \x5c \x5d \x5e \x5f "
" \x60 \x61 \x62 \x63 \x64 \x65 \x66 \x67 "
" \x68 \x69 \x6a \x6b \x6c \x6d \x6e \x6f "
" \x70 \x71 \x72 \x73 \x74 \x75 \x76 \x77 "
" \x78 \x79 \x7a \x7b \x7c \x7d \x7e \x7f "
" \x80 \x81 \x82 \x83 \x84 \x85 \x86 \x87 "
" \x88 \x89 \x8a \x8b \x8c \x8d \x8e \x8f "
" \x90 \x91 \x92 \x93 \x94 \x95 \x96 \x97 "
" \x98 \x99 \x9a \x9b \x9c \x9d \x9e \x9f "
" \xa0 \xa1 \xa2 \xa3 \xa4 \xa5 \xa6 \xa7 "
" \xa8 \xa9 \xaa \xab \xac \xad \xae \xaf "
" \xb0 \xb1 \xb2 \xb3 \xb4 \xb5 \xb6 \xb7 "
" \xb8 \xb9 \xba \xbb \xbc \xbd \xbe \xbf "
" \xc0 \xc1 \xc2 \xc3 \xc4 \xc5 \xc6 \xc7 "
" \xc8 \xc9 \xca \xcb \xcc \xcd \xce \xcf "
" \xd0 \xd1 \xd2 \xd3 \xd4 \xd5 \xd6 \xd7 "
" \xd8 \xd9 \xda \xdb \xdc \xdd \xde \xdf "
" \xe0 \xe1 \xe2 \xe3 \xe4 \xe5 \xe6 \xe7 "
" \xe8 \xe9 \xea \xeb \xec \xed \xee \xef "
" \xf0 \xf1 \xf2 \xf3 \xf4 \xf5 \xf6 \xf7 "
" \xf8 \xf9 \xfa \xfb \xfc \xfd \xfe \xff " ,
. ilen = 512 ,
. result = " \x55 \xed \x71 \xd3 \x02 \x8e \x15 \x3b "
" \xc6 \x71 \x29 \x2d \x3e \x89 \x9f \x59 "
" \x68 \x6a \xcc \x8a \x56 \x97 \xf3 \x95 "
" \x4e \x51 \x08 \xda \x2a \xf8 \x6f \x3c "
" \x78 \x16 \xea \x80 \xdb \x33 \x75 \x94 "
" \xf9 \x29 \xc4 \x2b \x76 \x75 \x97 \xc7 "
" \xf2 \x98 \x2c \xf9 \xff \xc8 \xd5 \x2b "
" \x18 \xf1 \xaf \xcf \x7c \xc5 \x0b \xee "
" \xad \x3c \x76 \x7c \xe6 \x27 \xa2 \x2a "
" \xe4 \x66 \xe1 \xab \xa2 \x39 \xfc \x7c "
" \xf5 \xec \x32 \x74 \xa3 \xb8 \x03 \x88 "
" \x52 \xfc \x2e \x56 \x3f \xa1 \xf0 \x9f "
" \x84 \x5e \x46 \xed \x20 \x89 \xb6 \x44 "
" \x8d \xd0 \xed \x54 \x47 \x16 \xbe \x95 "
" \x8a \xb3 \x6b \x72 \xc4 \x32 \x52 \x13 "
" \x1b \xb0 \x82 \xbe \xac \xf9 \x70 \xa6 "
" \x44 \x18 \xdd \x8c \x6e \xca \x6e \x45 "
" \x8f \x1e \x10 \x07 \x57 \x25 \x98 \x7b "
" \x17 \x8c \x78 \xdd \x80 \xa7 \xd9 \xd8 "
" \x63 \xaf \xb9 \x67 \x57 \xfd \xbc \xdb "
" \x44 \xe9 \xc5 \x65 \xd1 \xc7 \x3b \xff "
" \x20 \xa0 \x80 \x1a \xc3 \x9a \xad \x5e "
" \x5d \x3b \xd3 \x07 \xd9 \xf5 \xfd \x3d "
" \x4a \x8b \xa8 \xd2 \x6e \x7a \x51 \x65 "
" \x6c \x8e \x95 \xe0 \x45 \xc9 \x5f \x4a "
" \x09 \x3c \x3d \x71 \x7f \x0c \x84 \x2a "
" \xc8 \x48 \x52 \x1a \xc2 \xd5 \xd6 \x78 "
" \x92 \x1e \xa0 \x90 \x2e \xea \xf0 \xf3 "
" \xdc \x0f \xb1 \xaf \x0d \x9b \x06 \x2e "
" \x35 \x10 \x30 \x82 \x0d \xe7 \xc5 \x9b "
" \xde \x44 \x18 \xbd \x9f \xd1 \x45 \xa9 "
" \x7b \x7a \x4a \xad \x35 \x65 \x27 \xca "
" \xb2 \xc3 \xd4 \x9b \x71 \x86 \x70 \xee "
" \xf1 \x89 \x3b \x85 \x4b \x5b \xaa \xaf "
" \xfc \x42 \xc8 \x31 \x59 \xbe \x16 \x60 "
" \x4f \xf9 \xfa \x12 \xea \xd0 \xa7 \x14 "
" \xf0 \x7a \xf3 \xd5 \x8d \xbd \x81 \xef "
" \x52 \x7f \x29 \x51 \x94 \x20 \x67 \x3c "
" \xd1 \xaf \x77 \x9f \x22 \x5a \x4e \x63 "
" \xe7 \xff \x73 \x25 \xd1 \xdd \x96 \x8a "
" \x98 \x52 \x6d \xf3 \xac \x3e \xf2 \x18 "
" \x6d \xf6 \x0a \x29 \xa6 \x34 \x3d \xed "
" \xe3 \x27 \x0d \x9d \x0a \x02 \x44 \x7e "
" \x5a \x7e \x67 \x0f \x0a \x9e \xd6 \xad "
" \x91 \xe6 \x4d \x81 \x8c \x5c \x59 \xaa "
" \xfb \xeb \x56 \x53 \xd2 \x7d \x4c \x81 "
" \x65 \x53 \x0f \x41 \x11 \xbd \x98 \x99 "
" \xf9 \xc6 \xfa \x51 \x2e \xa3 \xdd \x8d "
" \x84 \x98 \xf9 \x34 \xed \x33 \x2a \x1f "
" \x82 \xed \xc1 \x73 \x98 \xd3 \x02 \xdc "
" \xe6 \xc2 \x33 \x1d \xa2 \xb4 \xca \x76 "
" \x63 \x51 \x34 \x9d \x96 \x12 \xae \xce "
" \x83 \xc9 \x76 \x5e \xa4 \x1b \x53 \x37 "
" \x17 \xd5 \xc0 \x80 \x1d \x62 \xf8 \x3d "
" \x54 \x27 \x74 \xbb \x10 \x86 \x57 \x46 "
" \x68 \xe1 \xed \x14 \xe7 \x9d \xfc \x84 "
" \x47 \xbc \xc2 \xf8 \x19 \x4b \x99 \xcf "
" \x7a \xe9 \xc4 \xb8 \x8c \x82 \x72 \x4d "
" \x7b \x4f \x38 \x55 \x36 \x71 \x64 \xc1 "
" \xfc \x5c \x75 \x52 \x33 \x02 \x18 \xf8 "
" \x17 \xe1 \x2b \xc2 \x43 \x39 \xbd \x76 "
" \x9b \x63 \x76 \x32 \x2f \x19 \x72 \x10 "
" \x9f \x21 \x0c \xf1 \x66 \x50 \x7f \xa5 "
" \x0d \x1f \x46 \xe0 \xba \xd3 \x2f \x3c " ,
. rlen = 512 ,
. also_non_np = 1 ,
. np = 3 ,
. tap = { 512 - 20 , 4 , 16 } ,
}
} ;
static const struct cipher_testvec speck64_xts_dec_tv_template [ ] = {
{
. key = " \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. klen = 24 ,
. iv = " \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. input = " \x84 \xaf \x54 \x07 \x19 \xd4 \x7c \xa6 "
" \xe4 \xfe \xdf \xc4 \x1f \x34 \xc3 \xc2 "
" \x80 \xf5 \x72 \xe7 \xcd \xf0 \x99 \x22 "
" \x35 \xa7 \x2f \x06 \xef \xdc \x51 \xaa " ,
. ilen = 32 ,
. result = " \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. rlen = 32 ,
} , {
. key = " \x11 \x11 \x11 \x11 \x11 \x11 \x11 \x11 "
" \x11 \x11 \x11 \x11 \x11 \x11 \x11 \x11 "
" \x22 \x22 \x22 \x22 \x22 \x22 \x22 \x22 " ,
. klen = 24 ,
. iv = " \x33 \x33 \x33 \x33 \x33 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. input = " \x12 \x56 \x73 \xcd \x15 \x87 \xa8 \x59 "
" \xcf \x84 \xae \xd9 \x1c \x66 \xd6 \x9f "
" \xb3 \x12 \x69 \x7e \x36 \xeb \x52 \xff "
" \x62 \xdd \xba \x90 \xb3 \xe1 \xee \x99 " ,
. ilen = 32 ,
. result = " \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 " ,
. rlen = 32 ,
} , {
. key = " \xff \xfe \xfd \xfc \xfb \xfa \xf9 \xf8 "
" \xf7 \xf6 \xf5 \xf4 \xf3 \xf2 \xf1 \xf0 "
" \x22 \x22 \x22 \x22 \x22 \x22 \x22 \x22 " ,
. klen = 24 ,
. iv = " \x33 \x33 \x33 \x33 \x33 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. input = " \x15 \x1b \xe4 \x2c \xa2 \x5a \x2d \x2c "
" \x27 \x36 \xc0 \xbf \x5d \xea \x36 \x37 "
" \x2d \x1a \x88 \xbc \x66 \xb5 \xd0 \x0b "
" \xa1 \xbc \x19 \xb2 \x0f \x3b \x75 \x34 " ,
. ilen = 32 ,
. result = " \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 "
" \x44 \x44 \x44 \x44 \x44 \x44 \x44 \x44 " ,
. rlen = 32 ,
} , {
. key = " \x27 \x18 \x28 \x18 \x28 \x45 \x90 \x45 "
" \x23 \x53 \x60 \x28 \x74 \x71 \x35 \x26 "
" \x31 \x41 \x59 \x26 \x53 \x58 \x97 \x93 " ,
. klen = 24 ,
. iv = " \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. input = " \xaf \xa1 \x81 \xa6 \x32 \xbb \x15 \x8e "
" \xf8 \x95 \x2e \xd3 \xe6 \xee \x7e \x09 "
" \x0c \x1a \xf5 \x02 \x97 \x8b \xe3 \xb3 "
" \x11 \xc7 \x39 \x96 \xd0 \x95 \xf4 \x56 "
" \xf4 \xdd \x03 \x38 \x01 \x44 \x2c \xcf "
" \x88 \xae \x8e \x3c \xcd \xe7 \xaa \x66 "
" \xfe \x3d \xc6 \xfb \x01 \x23 \x51 \x43 "
" \xd5 \xd2 \x13 \x86 \x94 \x34 \xe9 \x62 "
" \xf9 \x89 \xe3 \xd1 \x7b \xbe \xf8 \xef "
" \x76 \x35 \x04 \x3f \xdb \x23 \x9d \x0b "
" \x85 \x42 \xb9 \x02 \xd6 \xcc \xdb \x96 "
" \xa7 \x6b \x27 \xb6 \xd4 \x45 \x8f \x7d "
" \xae \xd2 \x04 \xd5 \xda \xc1 \x7e \x24 "
" \x8c \x73 \xbe \x48 \x7e \xcf \x65 \x28 "
" \x29 \xe5 \xbe \x54 \x30 \xcb \x46 \x95 "
" \x4f \x2e \x8a \x36 \xc8 \x27 \xc5 \xbe "
" \xd0 \x1a \xaf \xab \x26 \xcd \x9e \x69 "
" \xa1 \x09 \x95 \x71 \x26 \xe9 \xc4 \xdf "
" \xe6 \x31 \xc3 \x46 \xda \xaf \x0b \x41 "
" \x1f \xab \xb1 \x8e \xd6 \xfc \x0b \xb3 "
" \x82 \xc0 \x37 \x27 \xfc \x91 \xa7 \x05 "
" \xfb \xc5 \xdc \x2b \x74 \x96 \x48 \x43 "
" \x5d \x9c \x19 \x0f \x60 \x63 \x3a \x1f "
" \x6f \xf0 \x03 \xbe \x4d \xfd \xc8 \x4a "
" \xc6 \xa4 \x81 \x6d \xc3 \x12 \x2a \x5c "
" \x07 \xff \xf3 \x72 \x74 \x48 \xb5 \x40 "
" \x50 \xb5 \xdd \x90 \x43 \x31 \x18 \x15 "
" \x7b \xf2 \xa6 \xdb \x83 \xc8 \x4b \x4a "
" \x29 \x93 \x90 \x8b \xda \x07 \xf0 \x35 "
" \x6d \x90 \x88 \x09 \x4e \x83 \xf5 \x5b "
" \x94 \x12 \xbb \x33 \x27 \x1d \x3f \x23 "
" \x51 \xa8 \x7c \x07 \xa2 \xae \x77 \xa6 "
" \x50 \xfd \xcc \xc0 \x4f \x80 \x7a \x9f "
" \x66 \xdd \xcd \x75 \x24 \x8b \x33 \xf7 "
" \x20 \xdb \x83 \x9b \x4f \x11 \x63 \x6e "
" \xcf \x37 \xef \xc9 \x11 \x01 \x5c \x45 "
" \x32 \x99 \x7c \x3c \x9e \x42 \x89 \xe3 "
" \x70 \x6d \x15 \x9f \xb1 \xe6 \xb6 \x05 "
" \xfe \x0c \xb9 \x49 \x2d \x90 \x6d \xcc "
" \x5d \x3f \xc1 \xfe \x89 \x0a \x2e \x2d "
" \xa0 \xa8 \x89 \x3b \x73 \x39 \xa5 \x94 "
" \x4c \xa4 \xa6 \xbb \xa7 \x14 \x46 \x89 "
" \x10 \xff \xaf \xef \xca \xdd \x4f \x80 "
" \xb3 \xdf \x3b \xab \xd4 \xe5 \x5a \xc7 "
" \x33 \xca \x00 \x8b \x8b \x3f \xea \xec "
" \x68 \x8a \xc2 \x6d \xfd \xd4 \x67 \x0f "
" \x22 \x31 \xe1 \x0e \xfe \x5a \x04 \xd5 "
" \x64 \xa3 \xf1 \x1a \x76 \x28 \xcc \x35 "
" \x36 \xa7 \x0a \x74 \xf7 \x1c \x44 \x9b "
" \xc7 \x1b \x53 \x17 \x02 \xea \xd1 \xad "
" \x13 \x51 \x73 \xc0 \xa0 \xb2 \x05 \x32 "
" \xa8 \xa2 \x37 \x2e \xe1 \x7a \x3a \x19 "
" \x26 \xb4 \x6c \x62 \x5d \xb3 \x1a \x1d "
" \x59 \xda \xee \x1a \x22 \x18 \xda \x0d "
" \x88 \x0f \x55 \x8b \x72 \x62 \xfd \xc1 "
" \x69 \x13 \xcd \x0d \x5f \xc1 \x09 \x52 "
" \xee \xd6 \xe3 \x84 \x4d \xee \xf6 \x88 "
" \xaf \x83 \xdc \x76 \xf4 \xc0 \x93 \x3f "
" \x4a \x75 \x2f \xb0 \x0b \x3e \xc4 \x54 "
" \x7d \x69 \x8d \x00 \x62 \x77 \x0d \x14 "
" \xbe \x7c \xa6 \x7d \xc5 \x24 \x4f \xf3 "
" \x50 \xf7 \x5f \xf4 \xc2 \xca \x41 \x97 "
" \x37 \xbe \x75 \x74 \xcd \xf0 \x75 \x6e "
" \x25 \x23 \x94 \xbd \xda \x8d \xb0 \xd4 " ,
. ilen = 512 ,
. result = " \x00 \x01 \x02 \x03 \x04 \x05 \x06 \x07 "
" \x08 \x09 \x0a \x0b \x0c \x0d \x0e \x0f "
" \x10 \x11 \x12 \x13 \x14 \x15 \x16 \x17 "
" \x18 \x19 \x1a \x1b \x1c \x1d \x1e \x1f "
" \x20 \x21 \x22 \x23 \x24 \x25 \x26 \x27 "
" \x28 \x29 \x2a \x2b \x2c \x2d \x2e \x2f "
" \x30 \x31 \x32 \x33 \x34 \x35 \x36 \x37 "
" \x38 \x39 \x3a \x3b \x3c \x3d \x3e \x3f "
" \x40 \x41 \x42 \x43 \x44 \x45 \x46 \x47 "
" \x48 \x49 \x4a \x4b \x4c \x4d \x4e \x4f "
" \x50 \x51 \x52 \x53 \x54 \x55 \x56 \x57 "
" \x58 \x59 \x5a \x5b \x5c \x5d \x5e \x5f "
" \x60 \x61 \x62 \x63 \x64 \x65 \x66 \x67 "
" \x68 \x69 \x6a \x6b \x6c \x6d \x6e \x6f "
" \x70 \x71 \x72 \x73 \x74 \x75 \x76 \x77 "
" \x78 \x79 \x7a \x7b \x7c \x7d \x7e \x7f "
" \x80 \x81 \x82 \x83 \x84 \x85 \x86 \x87 "
" \x88 \x89 \x8a \x8b \x8c \x8d \x8e \x8f "
" \x90 \x91 \x92 \x93 \x94 \x95 \x96 \x97 "
" \x98 \x99 \x9a \x9b \x9c \x9d \x9e \x9f "
" \xa0 \xa1 \xa2 \xa3 \xa4 \xa5 \xa6 \xa7 "
" \xa8 \xa9 \xaa \xab \xac \xad \xae \xaf "
" \xb0 \xb1 \xb2 \xb3 \xb4 \xb5 \xb6 \xb7 "
" \xb8 \xb9 \xba \xbb \xbc \xbd \xbe \xbf "
" \xc0 \xc1 \xc2 \xc3 \xc4 \xc5 \xc6 \xc7 "
" \xc8 \xc9 \xca \xcb \xcc \xcd \xce \xcf "
" \xd0 \xd1 \xd2 \xd3 \xd4 \xd5 \xd6 \xd7 "
" \xd8 \xd9 \xda \xdb \xdc \xdd \xde \xdf "
" \xe0 \xe1 \xe2 \xe3 \xe4 \xe5 \xe6 \xe7 "
" \xe8 \xe9 \xea \xeb \xec \xed \xee \xef "
" \xf0 \xf1 \xf2 \xf3 \xf4 \xf5 \xf6 \xf7 "
" \xf8 \xf9 \xfa \xfb \xfc \xfd \xfe \xff "
" \x00 \x01 \x02 \x03 \x04 \x05 \x06 \x07 "
" \x08 \x09 \x0a \x0b \x0c \x0d \x0e \x0f "
" \x10 \x11 \x12 \x13 \x14 \x15 \x16 \x17 "
" \x18 \x19 \x1a \x1b \x1c \x1d \x1e \x1f "
" \x20 \x21 \x22 \x23 \x24 \x25 \x26 \x27 "
" \x28 \x29 \x2a \x2b \x2c \x2d \x2e \x2f "
" \x30 \x31 \x32 \x33 \x34 \x35 \x36 \x37 "
" \x38 \x39 \x3a \x3b \x3c \x3d \x3e \x3f "
" \x40 \x41 \x42 \x43 \x44 \x45 \x46 \x47 "
" \x48 \x49 \x4a \x4b \x4c \x4d \x4e \x4f "
" \x50 \x51 \x52 \x53 \x54 \x55 \x56 \x57 "
" \x58 \x59 \x5a \x5b \x5c \x5d \x5e \x5f "
" \x60 \x61 \x62 \x63 \x64 \x65 \x66 \x67 "
" \x68 \x69 \x6a \x6b \x6c \x6d \x6e \x6f "
" \x70 \x71 \x72 \x73 \x74 \x75 \x76 \x77 "
" \x78 \x79 \x7a \x7b \x7c \x7d \x7e \x7f "
" \x80 \x81 \x82 \x83 \x84 \x85 \x86 \x87 "
" \x88 \x89 \x8a \x8b \x8c \x8d \x8e \x8f "
" \x90 \x91 \x92 \x93 \x94 \x95 \x96 \x97 "
" \x98 \x99 \x9a \x9b \x9c \x9d \x9e \x9f "
" \xa0 \xa1 \xa2 \xa3 \xa4 \xa5 \xa6 \xa7 "
" \xa8 \xa9 \xaa \xab \xac \xad \xae \xaf "
" \xb0 \xb1 \xb2 \xb3 \xb4 \xb5 \xb6 \xb7 "
" \xb8 \xb9 \xba \xbb \xbc \xbd \xbe \xbf "
" \xc0 \xc1 \xc2 \xc3 \xc4 \xc5 \xc6 \xc7 "
" \xc8 \xc9 \xca \xcb \xcc \xcd \xce \xcf "
" \xd0 \xd1 \xd2 \xd3 \xd4 \xd5 \xd6 \xd7 "
" \xd8 \xd9 \xda \xdb \xdc \xdd \xde \xdf "
" \xe0 \xe1 \xe2 \xe3 \xe4 \xe5 \xe6 \xe7 "
" \xe8 \xe9 \xea \xeb \xec \xed \xee \xef "
" \xf0 \xf1 \xf2 \xf3 \xf4 \xf5 \xf6 \xf7 "
" \xf8 \xf9 \xfa \xfb \xfc \xfd \xfe \xff " ,
. rlen = 512 ,
} , {
. key = " \x27 \x18 \x28 \x18 \x28 \x45 \x90 \x45 "
" \x23 \x53 \x60 \x28 \x74 \x71 \x35 \x26 "
" \x62 \x49 \x77 \x57 \x24 \x70 \x93 \x69 "
" \x99 \x59 \x57 \x49 \x66 \x96 \x76 \x27 " ,
. klen = 32 ,
. iv = " \xff \x00 \x00 \x00 \x00 \x00 \x00 \x00 "
" \x00 \x00 \x00 \x00 \x00 \x00 \x00 \x00 " ,
. input = " \x55 \xed \x71 \xd3 \x02 \x8e \x15 \x3b "
" \xc6 \x71 \x29 \x2d \x3e \x89 \x9f \x59 "
" \x68 \x6a \xcc \x8a \x56 \x97 \xf3 \x95 "
" \x4e \x51 \x08 \xda \x2a \xf8 \x6f \x3c "
" \x78 \x16 \xea \x80 \xdb \x33 \x75 \x94 "
" \xf9 \x29 \xc4 \x2b \x76 \x75 \x97 \xc7 "
" \xf2 \x98 \x2c \xf9 \xff \xc8 \xd5 \x2b "
" \x18 \xf1 \xaf \xcf \x7c \xc5 \x0b \xee "
" \xad \x3c \x76 \x7c \xe6 \x27 \xa2 \x2a "
" \xe4 \x66 \xe1 \xab \xa2 \x39 \xfc \x7c "
" \xf5 \xec \x32 \x74 \xa3 \xb8 \x03 \x88 "
" \x52 \xfc \x2e \x56 \x3f \xa1 \xf0 \x9f "
" \x84 \x5e \x46 \xed \x20 \x89 \xb6 \x44 "
" \x8d \xd0 \xed \x54 \x47 \x16 \xbe \x95 "
" \x8a \xb3 \x6b \x72 \xc4 \x32 \x52 \x13 "
" \x1b \xb0 \x82 \xbe \xac \xf9 \x70 \xa6 "
" \x44 \x18 \xdd \x8c \x6e \xca \x6e \x45 "
" \x8f \x1e \x10 \x07 \x57 \x25 \x98 \x7b "
" \x17 \x8c \x78 \xdd \x80 \xa7 \xd9 \xd8 "
" \x63 \xaf \xb9 \x67 \x57 \xfd \xbc \xdb "
" \x44 \xe9 \xc5 \x65 \xd1 \xc7 \x3b \xff "
" \x20 \xa0 \x80 \x1a \xc3 \x9a \xad \x5e "
" \x5d \x3b \xd3 \x07 \xd9 \xf5 \xfd \x3d "
" \x4a \x8b \xa8 \xd2 \x6e \x7a \x51 \x65 "
" \x6c \x8e \x95 \xe0 \x45 \xc9 \x5f \x4a "
" \x09 \x3c \x3d \x71 \x7f \x0c \x84 \x2a "
" \xc8 \x48 \x52 \x1a \xc2 \xd5 \xd6 \x78 "
" \x92 \x1e \xa0 \x90 \x2e \xea \xf0 \xf3 "
" \xdc \x0f \xb1 \xaf \x0d \x9b \x06 \x2e "
" \x35 \x10 \x30 \x82 \x0d \xe7 \xc5 \x9b "
" \xde \x44 \x18 \xbd \x9f \xd1 \x45 \xa9 "
" \x7b \x7a \x4a \xad \x35 \x65 \x27 \xca "
" \xb2 \xc3 \xd4 \x9b \x71 \x86 \x70 \xee "
" \xf1 \x89 \x3b \x85 \x4b \x5b \xaa \xaf "
" \xfc \x42 \xc8 \x31 \x59 \xbe \x16 \x60 "
" \x4f \xf9 \xfa \x12 \xea \xd0 \xa7 \x14 "
" \xf0 \x7a \xf3 \xd5 \x8d \xbd \x81 \xef "
" \x52 \x7f \x29 \x51 \x94 \x20 \x67 \x3c "
" \xd1 \xaf \x77 \x9f \x22 \x5a \x4e \x63 "
" \xe7 \xff \x73 \x25 \xd1 \xdd \x96 \x8a "
" \x98 \x52 \x6d \xf3 \xac \x3e \xf2 \x18 "
" \x6d \xf6 \x0a \x29 \xa6 \x34 \x3d \xed "
" \xe3 \x27 \x0d \x9d \x0a \x02 \x44 \x7e "
" \x5a \x7e \x67 \x0f \x0a \x9e \xd6 \xad "
" \x91 \xe6 \x4d \x81 \x8c \x5c \x59 \xaa "
" \xfb \xeb \x56 \x53 \xd2 \x7d \x4c \x81 "
" \x65 \x53 \x0f \x41 \x11 \xbd \x98 \x99 "
" \xf9 \xc6 \xfa \x51 \x2e \xa3 \xdd \x8d "
" \x84 \x98 \xf9 \x34 \xed \x33 \x2a \x1f "
" \x82 \xed \xc1 \x73 \x98 \xd3 \x02 \xdc "
" \xe6 \xc2 \x33 \x1d \xa2 \xb4 \xca \x76 "
" \x63 \x51 \x34 \x9d \x96 \x12 \xae \xce "
" \x83 \xc9 \x76 \x5e \xa4 \x1b \x53 \x37 "
" \x17 \xd5 \xc0 \x80 \x1d \x62 \xf8 \x3d "
" \x54 \x27 \x74 \xbb \x10 \x86 \x57 \x46 "
" \x68 \xe1 \xed \x14 \xe7 \x9d \xfc \x84 "
" \x47 \xbc \xc2 \xf8 \x19 \x4b \x99 \xcf "
" \x7a \xe9 \xc4 \xb8 \x8c \x82 \x72 \x4d "
" \x7b \x4f \x38 \x55 \x36 \x71 \x64 \xc1 "
" \xfc \x5c \x75 \x52 \x33 \x02 \x18 \xf8 "
" \x17 \xe1 \x2b \xc2 \x43 \x39 \xbd \x76 "
" \x9b \x63 \x76 \x32 \x2f \x19 \x72 \x10 "
" \x9f \x21 \x0c \xf1 \x66 \x50 \x7f \xa5 "
" \x0d \x1f \x46 \xe0 \xba \xd3 \x2f \x3c " ,
. ilen = 512 ,
. result = " \x00 \x01 \x02 \x03 \x04 \x05 \x06 \x07 "
" \x08 \x09 \x0a \x0b \x0c \x0d \x0e \x0f "
" \x10 \x11 \x12 \x13 \x14 \x15 \x16 \x17 "
" \x18 \x19 \x1a \x1b \x1c \x1d \x1e \x1f "
" \x20 \x21 \x22 \x23 \x24 \x25 \x26 \x27 "
" \x28 \x29 \x2a \x2b \x2c \x2d \x2e \x2f "
" \x30 \x31 \x32 \x33 \x34 \x35 \x36 \x37 "
" \x38 \x39 \x3a \x3b \x3c \x3d \x3e \x3f "
" \x40 \x41 \x42 \x43 \x44 \x45 \x46 \x47 "
" \x48 \x49 \x4a \x4b \x4c \x4d \x4e \x4f "
" \x50 \x51 \x52 \x53 \x54 \x55 \x56 \x57 "
" \x58 \x59 \x5a \x5b \x5c \x5d \x5e \x5f "
" \x60 \x61 \x62 \x63 \x64 \x65 \x66 \x67 "
" \x68 \x69 \x6a \x6b \x6c \x6d \x6e \x6f "
" \x70 \x71 \x72 \x73 \x74 \x75 \x76 \x77 "
" \x78 \x79 \x7a \x7b \x7c \x7d \x7e \x7f "
" \x80 \x81 \x82 \x83 \x84 \x85 \x86 \x87 "
" \x88 \x89 \x8a \x8b \x8c \x8d \x8e \x8f "
" \x90 \x91 \x92 \x93 \x94 \x95 \x96 \x97 "
" \x98 \x99 \x9a \x9b \x9c \x9d \x9e \x9f "
" \xa0 \xa1 \xa2 \xa3 \xa4 \xa5 \xa6 \xa7 "
" \xa8 \xa9 \xaa \xab \xac \xad \xae \xaf "
" \xb0 \xb1 \xb2 \xb3 \xb4 \xb5 \xb6 \xb7 "
" \xb8 \xb9 \xba \xbb \xbc \xbd \xbe \xbf "
" \xc0 \xc1 \xc2 \xc3 \xc4 \xc5 \xc6 \xc7 "
" \xc8 \xc9 \xca \xcb \xcc \xcd \xce \xcf "
" \xd0 \xd1 \xd2 \xd3 \xd4 \xd5 \xd6 \xd7 "
" \xd8 \xd9 \xda \xdb \xdc \xdd \xde \xdf "
" \xe0 \xe1 \xe2 \xe3 \xe4 \xe5 \xe6 \xe7 "
" \xe8 \xe9 \xea \xeb \xec \xed \xee \xef "
" \xf0 \xf1 \xf2 \xf3 \xf4 \xf5 \xf6 \xf7 "
" \xf8 \xf9 \xfa \xfb \xfc \xfd \xfe \xff "
" \x00 \x01 \x02 \x03 \x04 \x05 \x06 \x07 "
" \x08 \x09 \x0a \x0b \x0c \x0d \x0e \x0f "
" \x10 \x11 \x12 \x13 \x14 \x15 \x16 \x17 "
" \x18 \x19 \x1a \x1b \x1c \x1d \x1e \x1f "
" \x20 \x21 \x22 \x23 \x24 \x25 \x26 \x27 "
" \x28 \x29 \x2a \x2b \x2c \x2d \x2e \x2f "
" \x30 \x31 \x32 \x33 \x34 \x35 \x36 \x37 "
" \x38 \x39 \x3a \x3b \x3c \x3d \x3e \x3f "
" \x40 \x41 \x42 \x43 \x44 \x45 \x46 \x47 "
" \x48 \x49 \x4a \x4b \x4c \x4d \x4e \x4f "
" \x50 \x51 \x52 \x53 \x54 \x55 \x56 \x57 "
" \x58 \x59 \x5a \x5b \x5c \x5d \x5e \x5f "
" \x60 \x61 \x62 \x63 \x64 \x65 \x66 \x67 "
" \x68 \x69 \x6a \x6b \x6c \x6d \x6e \x6f "
" \x70 \x71 \x72 \x73 \x74 \x75 \x76 \x77 "
" \x78 \x79 \x7a \x7b \x7c \x7d \x7e \x7f "
" \x80 \x81 \x82 \x83 \x84 \x85 \x86 \x87 "
" \x88 \x89 \x8a \x8b \x8c \x8d \x8e \x8f "
" \x90 \x91 \x92 \x93 \x94 \x95 \x96 \x97 "
" \x98 \x99 \x9a \x9b \x9c \x9d \x9e \x9f "
" \xa0 \xa1 \xa2 \xa3 \xa4 \xa5 \xa6 \xa7 "
" \xa8 \xa9 \xaa \xab \xac \xad \xae \xaf "
" \xb0 \xb1 \xb2 \xb3 \xb4 \xb5 \xb6 \xb7 "
" \xb8 \xb9 \xba \xbb \xbc \xbd \xbe \xbf "
" \xc0 \xc1 \xc2 \xc3 \xc4 \xc5 \xc6 \xc7 "
" \xc8 \xc9 \xca \xcb \xcc \xcd \xce \xcf "
" \xd0 \xd1 \xd2 \xd3 \xd4 \xd5 \xd6 \xd7 "
" \xd8 \xd9 \xda \xdb \xdc \xdd \xde \xdf "
" \xe0 \xe1 \xe2 \xe3 \xe4 \xe5 \xe6 \xe7 "
" \xe8 \xe9 \xea \xeb \xec \xed \xee \xef "
" \xf0 \xf1 \xf2 \xf3 \xf4 \xf5 \xf6 \xf7 "
" \xf8 \xf9 \xfa \xfb \xfc \xfd \xfe \xff " ,
. rlen = 512 ,
. also_non_np = 1 ,
. np = 3 ,
. tap = { 512 - 20 , 4 , 16 } ,
}
} ;
/* Cast6 test vectors from RFC 2612 */
static const struct cipher_testvec cast6_enc_tv_template [ ] = {
{