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- FUNNELWEB LISTING FILE
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- MEMORY DUMP OF MAPPED FILE
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- | 00 01 02 03 04 05 06 07 08 09 0A 0B 0C 0D 0E 0F | 0123456789ABCDEF |
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- | 53 43 31 36 3A 20 54 65 73 74 20 3C 73 70 65 63 | SC16: Test <spec |
- | 69 61 6C 3E 5E 20 73 65 71 75 65 6E 63 65 2E 0A | ial>^ sequence.. |
- | 0A 31 2E 20 54 65 73 74 20 74 68 61 74 20 61 6C | .1. Test that al |
- | 6C 20 62 61 73 65 20 63 68 61 72 61 63 74 65 72 | l base character |
- | 73 20 77 6F 72 6B 20 28 69 6E 20 62 6F 74 68 20 | s work (in both |
- | 63 61 73 65 73 29 2E 0A 20 20 20 54 68 65 73 65 | cases).. These |
- | 20 73 68 6F 75 6C 64 20 70 72 6F 76 6F 6B 65 20 | should provoke |
- | 6E 6F 20 65 72 72 6F 72 73 2E 0A 0A 20 20 20 40 | no errors... @ |
- | 5E 42 28 30 30 30 30 30 30 30 30 29 20 20 20 40 | ^B(00000000) @ |
- | 5E 62 28 30 30 30 30 30 30 30 30 29 0A 20 20 20 | ^b(00000000). |
- | 40 5E 4F 28 30 30 30 29 20 20 20 40 5E 6F 28 30 | @^O(000) @^o(0 |
- | 30 30 29 0A 20 20 20 40 5E 51 28 30 30 30 29 20 | 00). @^Q(000) |
- | 20 20 40 5E 71 28 30 30 30 29 0A 20 20 20 40 5E | @^q(000). @^ |
- | 44 28 30 30 30 29 20 20 20 40 5E 64 28 30 30 30 | D(000) @^d(000 |
- | 29 0A 20 20 20 40 5E 48 28 30 30 29 20 20 20 20 | ). @^H(00) |
- | 40 5E 68 28 30 30 29 0A 20 20 20 40 5E 58 28 30 | @^h(00). @^X(0 |
- | 30 29 20 20 20 20 40 5E 78 28 30 30 29 0A 0A 32 | 0) @^x(00)..2 |
- | 2E 20 54 65 73 74 20 74 68 61 74 20 73 6F 6D 65 | . Test that some |
- | 20 6F 74 68 65 72 20 62 61 73 65 20 63 68 61 72 | other base char |
- | 61 63 74 65 72 73 20 67 65 6E 65 72 61 74 65 20 | acters generate |
- | 61 6E 20 65 72 72 6F 72 2E 0A 0A 20 20 20 40 5E | an error... @^ |
- | 75 28 30 29 0A 20 20 20 40 5E 79 0A 20 20 20 40 | u(0). @^y. @ |
- | 5E 23 0A 20 20 20 40 5E 28 0A 0A 33 2E 20 54 65 | ^#. @^(..3. Te |
- | 73 74 20 74 68 61 74 20 61 6E 20 65 72 72 6F 72 | st that an error |
- | 20 69 73 20 67 65 6E 65 72 61 74 65 64 20 69 66 | is generated if |
- | 20 70 61 72 65 6E 74 68 65 73 69 73 20 69 73 20 | parenthesis is |
- | 6D 69 73 73 69 6E 67 2E 0A 0A 20 20 20 40 5E 44 | missing... @^D |
- | 33 34 29 0A 0A 34 2E 20 54 65 73 74 20 6C 65 67 | 34)..4. Test leg |
- | 61 6C 20 64 69 67 69 74 73 20 69 6E 20 65 61 63 | al digits in eac |
- | 68 20 62 61 73 65 2E 0A 0A 20 20 20 40 5E 42 28 | h base... @^B( |
- | 30 30 30 30 31 31 31 31 29 0A 20 20 20 40 5E 4F | 00001111). @^O |
- | 28 30 31 32 29 20 20 40 5E 4F 28 30 33 34 29 20 | (012) @^O(034) |
- | 40 5E 4F 28 30 35 36 29 20 40 5E 4F 28 30 37 37 | @^O(056) @^O(077 |
- | 29 0A 20 20 20 40 5E 44 28 30 31 32 29 20 20 40 | ). @^D(012) @ |
- | 5E 44 28 30 33 34 29 20 40 5E 44 28 30 35 36 29 | ^D(034) @^D(056) |
- | 20 40 5E 44 28 30 37 38 29 20 40 5E 44 28 30 39 | @^D(078) @^D(09 |
- | 39 29 0A 20 20 20 40 5E 48 28 30 31 29 20 40 5E | 9). @^H(01) @^ |
- | 48 28 32 33 29 20 40 5E 48 28 34 35 29 20 40 5E | H(23) @^H(45) @^ |
- | 48 28 36 37 29 0A 20 20 20 40 5E 48 28 38 39 29 | H(67). @^H(89) |
- | 20 40 5E 48 28 41 42 29 20 40 5E 58 28 43 44 29 | @^H(AB) @^X(CD) |
- | 20 40 5E 58 28 45 46 29 20 20 40 5E 78 28 61 66 | @^X(EF) @^x(af |
- | 29 0A 0A 35 2E 20 54 65 73 74 20 69 6C 6C 65 67 | )..5. Test illeg |
- | 61 6C 20 64 69 67 69 74 73 20 69 6E 20 65 61 63 | al digits in eac |
- | 68 20 62 61 73 65 2E 0A 0A 20 20 20 40 5E 42 28 | h base... @^B( |
- | 30 30 30 30 30 30 30 32 29 0A 20 20 20 40 5E 4F | 00000002). @^O |
- | 28 30 30 38 29 0A 20 20 20 40 5E 44 28 30 30 41 | (008). @^D(00A |
- | 29 0A 20 20 20 40 5E 48 28 30 47 29 0A 0A 36 2E | ). @^H(0G)..6. |
- | 20 54 65 73 74 20 77 68 61 74 20 68 61 70 70 65 | Test what happe |
- | 6E 73 20 69 66 20 74 68 65 72 65 20 61 72 65 20 | ns if there are |
- | 74 68 65 20 77 72 6F 6E 67 20 6E 75 6D 62 65 72 | the wrong number |
- | 20 6F 66 20 64 69 67 69 74 73 0A 20 20 20 28 74 | of digits. (t |
- | 6F 6F 20 66 65 77 2C 20 74 6F 6F 20 6D 61 6E 79 | oo few, too many |
- | 29 2E 0A 0A 20 20 20 40 5E 42 28 31 29 0A 20 20 | )... @^B(1). |
- | 20 40 5E 4F 28 31 29 0A 20 20 20 40 5E 44 28 31 | @^O(1). @^D(1 |
- | 29 0A 20 20 20 40 5E 48 28 31 29 0A 0A 20 20 20 | ). @^H(1).. |
- | 40 5E 42 28 30 30 30 30 30 30 30 30 31 29 0A 20 | @^B(000000001). |
- | 20 20 40 5E 4F 28 30 30 30 34 29 0A 20 20 20 40 | @^O(0004). @ |
- | 5E 44 28 30 30 30 31 29 0A 20 20 20 40 5E 48 28 | ^D(0001). @^H( |
- | 30 30 35 29 0A 0A 37 2E 20 54 65 73 74 20 74 68 | 005)..7. Test th |
- | 61 74 20 61 6E 20 65 72 72 6F 72 20 69 73 20 67 | at an error is g |
- | 65 6E 65 72 61 74 65 64 20 66 6F 72 20 61 20 6D | enerated for a m |
- | 69 73 73 69 6E 67 20 63 6C 6F 73 69 6E 67 20 70 | issing closing p |
- | 61 72 65 6E 74 68 65 73 69 73 2E 0A 0A 20 20 40 | arenthesis... @ |
- | 5E 42 28 30 30 30 30 30 30 30 30 0A 20 20 40 5E | ^B(00000000. @^ |
- | 44 28 30 34 35 28 0A 0A 38 2E 20 54 65 73 74 20 | D(045(..8. Test |
- | 77 68 61 74 20 68 61 70 70 65 6E 73 20 69 6E 20 | what happens in |
- | 6E 75 6D 62 65 72 20 69 73 20 6F 75 74 20 6F 66 | number is out of |
- | 20 74 68 65 20 72 61 6E 67 65 20 5B 30 2C 32 35 | the range [0,25 |
- | 35 5D 2E 0A 0A 20 20 40 5E 44 28 32 35 35 29 0A | 5]... @^D(255). |
- | 20 20 40 5E 44 28 32 35 36 29 0A 20 20 40 5E 44 | @^D(256). @^D |
- | 28 39 39 39 29 0A 0A | (999).. |
- +-------------------------------------------------+------------------+
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- =========================== Start of LINE LIST DUMP ============================
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- Globl Local| Text
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- 00001 00001| SC16: Test <special>^ sequence.<010>
- 00002 00002| <010>
- 00003 00003| 1. Test that all base characters work (in both cases).<010>
- 00004 00004| These should provoke no errors.<010>
- 00005 00005| <010>
- 00006 00006| @^B(00000000) @^b(00000000)<010>
- 00007 00007| @^O(000) @^o(000)<010>
- 00008 00008| @^Q(000) @^q(000)<010>
- 00009 00009| @^D(000) @^d(000)<010>
- 00010 00010| @^H(00) @^h(00)<010>
- 00011 00011| @^X(00) @^x(00)<010>
- 00012 00012| <010>
- 00013 00013| 2. Test that some other base characters generate an error.<010>
- 00014 00014| <010>
- 00015 00015| @^u(0)<010>
- 00016 00016| @^y<010>
- 00017 00017| @^#<010>
- 00018 00018| @^(<010>
- 00019 00019| <010>
- 00020 00020| 3. Test that an error is generated if parenthesis is missing.<010>
- 00021 00021| <010>
- 00022 00022| @^D34)<010>
- 00023 00023| <010>
- 00024 00024| 4. Test legal digits in each base.<010>
- 00025 00025| <010>
- 00026 00026| @^B(00001111)<010>
- 00027 00027| @^O(012) @^O(034) @^O(056) @^O(077)<010>
- 00028 00028| @^D(012) @^D(034) @^D(056) @^D(078) @^D(099)<010>
- 00029 00029| @^H(01) @^H(23) @^H(45) @^H(67)<010>
- 00030 00030| @^H(89) @^H(AB) @^X(CD) @^X(EF) @^x(af)<010>
- 00031 00031| <010>
- 00032 00032| 5. Test illegal digits in each base.<010>
- 00033 00033| <010>
- 00034 00034| @^B(00000002)<010>
- 00035 00035| @^O(008)<010>
- 00036 00036| @^D(00A)<010>
- 00037 00037| @^H(0G)<010>
- 00038 00038| <010>
- 00039 00039| 6. Test what happens if there are the wrong number of digits<010>
- 00040 00040| (too few, too many).<010>
- 00041 00041| <010>
- 00042 00042| @^B(1)<010>
- 00043 00043| @^O(1)<010>
- 00044 00044| @^D(1)<010>
- 00045 00045| @^H(1)<010>
- 00046 00046| <010>
- 00047 00047| @^B(000000001)<010>
- 00048 00048| @^O(0004)<010>
- 00049 00049| @^D(0001)<010>
- 00050 00050| @^H(005)<010>
- 00051 00051| <010>
- 00052 00052| 7. Test that an error is generated for a missing closing parenthesis.<010>
- 00053 00053| <010>
- 00054 00054| @^B(00000000<010>
- 00055 00055| @^D(045(<010>
- 00056 00056| <010>
- 00057 00057| 8. Test what happens in number is out of the range [0,255].<010>
- 00058 00058| <010>
- 00059 00059| @^D(255)<010>
- 00060 00060| @^D(256)<010>
- 00061 00061| @^D(999)<010>
- 00062 00062| <010>
- 00063 00063| <End-Of-File><010>
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- Globl Local| Text
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- ============================ End of LINE LIST DUMP =============================
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- =========================== Start of TOKEN LIST DUMP ===========================
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- Summary: There are 87 tokens in the token list.
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- 0001[01]: Text. Text scrap[Grey]="SC16: Test <special>^ sequence.<010>
- <010>
- 1. Test that all base characters work (in both cases).<010>
- These should provoke no errors.<010>
- <010>
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- 0006[20]: Text. Text scrap[Grey]="<000>"
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- 0009[12]: Text. Text scrap[White]=" "
- 0009[15]: Text. Text scrap[Grey]="<000>"
- 0009[23]: Text. Text scrap[White]="<010>
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- 0010[04]: Text. Text scrap[Grey]="<000>"
- 0010[11]: Text. Text scrap[White]=" "
- 0010[15]: Text. Text scrap[Grey]="<000>"
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- 0011[04]: Text. Text scrap[Grey]="<000>"
- 0011[11]: Text. Text scrap[White]=" "
- 0011[15]: Text. Text scrap[Grey]="<000>"
- 0011[22]: Text. Text scrap[Grey]="<010>
- <010>
- 2. Test that some other base characters generate an error.<010>
- <010>
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- 0015[07]: Text. Text scrap[Grey]="(0)<010>
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- 0016[07]: Text. Text scrap[White]="<010>
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- 0017[07]: Text. Text scrap[White]="<010>
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- 0018[07]: Text. Text scrap[Grey]="<010>
- <010>
- 3. Test that an error is generated if parenthesis is missing.<010>
- <010>
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- 0022[08]: Text. Text scrap[Grey]="4)<010>
- <010>
- 4. Test legal digits in each base.<010>
- <010>
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- 0030[37]: Text. Text scrap[Grey]="<175>"
- 0030[44]: Text. Text scrap[Grey]="<010>
- <010>
- 5. Test illegal digits in each base.<010>
- <010>
- "
- 0034[16]: Text. Text scrap[Grey]=")<010>
- "
- 0035[11]: Text. Text scrap[Grey]=")<010>
- "
- 0036[11]: Text. Text scrap[Grey]=")<010>
- "
- 0037[10]: Text. Text scrap[Grey]=")<010>
- <010>
- 6. Test what happens if there are the wrong number of digits<010>
- (too few, too many).<010>
- <010>
- "
- 0042[10]: Text. Text scrap[White]="<010>
- "
- 0043[10]: Text. Text scrap[White]="<010>
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- <010>
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- "
- 0049[12]: Text. Text scrap[Grey]=")<010>
- "
- 0050[11]: Text. Text scrap[Grey]=")<010>
- <010>
- 7. Test that an error is generated for a missing closing parenthesis.<010>
- <010>
- "
- 0055[01]: Text. Text scrap[White]=" "
- 0055[11]: Text. Text scrap[Grey]="<010>
- <010>
- 8. Test what happens in number is out of the range [0,255].<010>
- <010>
- "
- 0059[03]: Text. Text scrap[Grey]="<255>"
- 0059[11]: Text. Text scrap[White]="<010>
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- <010>
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- 0063[01]: End Of File.
- ============================ End of TOKEN LIST DUMP ============================
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- Macro table dump skipped (Parser was not invoked).
- Document list dump skipped (Parser was not invoked).
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- Global Local| Input File
- ------------+-------------------------------------------------------------------
- 1 1| SC16: Test <special>^ sequence.
- 2 2|
- 3 3| 1. Test that all base characters work (in both cases).
- 4 4| These should provoke no errors.
- 5 5|
- 6 6| @^B(00000000) @^b(00000000)
- 7 7| @^O(000) @^o(000)
- 8 8| @^Q(000) @^q(000)
- 9 9| @^D(000) @^d(000)
- 10 10| @^H(00) @^h(00)
- 11 11| @^X(00) @^x(00)
- 12 12|
- 13 13| 2. Test that some other base characters generate an error.
- 14 14|
- 15 15| @^u(0)
- Error|......^Expecting one of 'B', 'Q', 'D', 'H'.
- |......^(For Binary, Octal, Decimal, and Hexadecimal).
- |......^A decimal character representation takes the form "@^D(ddd)".
- |......^(exactly 3 digits) where each digit d is in the range 0..9.
- 16 16| @^y
- Error|......^Expecting one of 'B', 'Q', 'D', 'H'.
- |......^(For Binary, Octal, Decimal, and Hexadecimal).
- |......^A decimal character representation takes the form "@^D(ddd)".
- |......^(exactly 3 digits) where each digit d is in the range 0..9.
- 17 17| @^#
- Error|......^Expecting one of 'B', 'Q', 'D', 'H'.
- |......^(For Binary, Octal, Decimal, and Hexadecimal).
- |......^A decimal character representation takes the form "@^D(ddd)".
- |......^(exactly 3 digits) where each digit d is in the range 0..9.
- 18 18| @^(
- Error|......^Expecting one of 'B', 'Q', 'D', 'H'.
- |......^(For Binary, Octal, Decimal, and Hexadecimal).
- |......^A decimal character representation takes the form "@^D(ddd)".
- |......^(exactly 3 digits) where each digit d is in the range 0..9.
- 19 19|
- 20 20| 3. Test that an error is generated if parenthesis is missing.
- 21 21|
- 22 22| @^D34)
- Error|.......^Expecting '('.
- |.......^A decimal character representation takes the form "@^D(ddd)".
- |.......^(exactly 3 digits) where each digit d is in the range 0..9.
- 23 23|
- 24 24| 4. Test legal digits in each base.
- 25 25|
- 26 26| @^B(00001111)
- 27 27| @^O(012) @^O(034) @^O(056) @^O(077)
- 28 28| @^D(012) @^D(034) @^D(056) @^D(078) @^D(099)
- 29 29| @^H(01) @^H(23) @^H(45) @^H(67)
- 30 30| @^H(89) @^H(AB) @^X(CD) @^X(EF) @^x(af)
- 31 31|
- 32 32| 5. Test illegal digits in each base.
- 33 33|
- 34 34| @^B(00000002)
- Error|...............^Illegal digit.
- |...............^A binary character representation takes the form "@^B(dddddddd)".
- |...............^(exactly 8 digits) where each digit d is either 0 or 1.
- 35 35| @^O(008)
- Error|..........^Illegal digit.
- |..........^An octal character representation takes the form "@^Q(ddd)" (or "@^O(ddd)").
- |..........^(exactly 3 digits) where each digit d is in the range 0..7.
- 36 36| @^D(00A)
- Error|..........^Illegal digit.
- |..........^A decimal character representation takes the form "@^D(ddd)".
- |..........^(exactly 3 digits) where each digit d is in the range 0..9.
- 37 37| @^H(0G)
- Error|.........^Illegal digit.
- |.........^A hexadecimal character representation takes the form "@^X(dd)" (or "@^H(dd)").
- |.........^(exactly 2 digits) where each digit d is in the range 0..9,A..F.
- 38 38|
- 39 39| 6. Test what happens if there are the wrong number of digits
- 40 40| (too few, too many).
- 41 41|
- 42 42| @^B(1)
- Error|.........^Illegal digit.
- |.........^A binary character representation takes the form "@^B(dddddddd)".
- |.........^(exactly 8 digits) where each digit d is either 0 or 1.
- 43 43| @^O(1)
- Error|.........^Illegal digit.
- |.........^An octal character representation takes the form "@^Q(ddd)" (or "@^O(ddd)").
- |.........^(exactly 3 digits) where each digit d is in the range 0..7.
- 44 44| @^D(1)
- Error|.........^Illegal digit.
- |.........^A decimal character representation takes the form "@^D(ddd)".
- |.........^(exactly 3 digits) where each digit d is in the range 0..9.
- 45 45| @^H(1)
- Error|.........^Illegal digit.
- |.........^A hexadecimal character representation takes the form "@^X(dd)" (or "@^H(dd)").
- |.........^(exactly 2 digits) where each digit d is in the range 0..9,A..F.
- 46 46|
- 47 47| @^B(000000001)
- Error|................^Expecting ')'.
- |................^A binary character representation takes the form "@^B(dddddddd)".
- |................^(exactly 8 digits) where each digit d is either 0 or 1.
- 48 48| @^O(0004)
- Error|...........^Expecting ')'.
- |...........^An octal character representation takes the form "@^Q(ddd)" (or "@^O(ddd)").
- |...........^(exactly 3 digits) where each digit d is in the range 0..7.
- 49 49| @^D(0001)
- Error|...........^Expecting ')'.
- |...........^A decimal character representation takes the form "@^D(ddd)".
- |...........^(exactly 3 digits) where each digit d is in the range 0..9.
- 50 50| @^H(005)
- Error|..........^Expecting ')'.
- |..........^A hexadecimal character representation takes the form "@^X(dd)" (or "@^H(dd)").
- |..........^(exactly 2 digits) where each digit d is in the range 0..9,A..F.
- 51 51|
- 52 52| 7. Test that an error is generated for a missing closing parenthesis.
- 53 53|
- 54 54| @^B(00000000
- Error|...............^Expecting ')'.
- |...............^A binary character representation takes the form "@^B(dddddddd)".
- |...............^(exactly 8 digits) where each digit d is either 0 or 1.
- 55 55| @^D(045(
- Error|..........^Expecting ')'.
- |..........^A decimal character representation takes the form "@^D(ddd)".
- |..........^(exactly 3 digits) where each digit d is in the range 0..9.
- 56 56|
- 57 57| 8. Test what happens in number is out of the range [0,255].
- 58 58|
- 59 59| @^D(255)
- 60 60| @^D(256)
- Error|..........^Character number is too large.
- |..........^Character number must be in the range [0,255] (decimal).
- |..........^A decimal character representation takes the form "@^D(ddd)".
- |..........^(exactly 3 digits) where each digit d is in the range 0..9.
- 61 61| @^D(999)
- Error|..........^Character number is too large.
- |..........^Character number must be in the range [0,255] (decimal).
- |..........^A decimal character representation takes the form "@^D(ddd)".
- |..........^(exactly 3 digits) where each digit d is in the range 0..9.
- 62 62|
- | <End-Of-File>
- ------------+-------------------------------------------------------------------
-
- There were 21 Errors.
-