convert inlines into raw inside code blocks

raw="true" is invalid and is ignored by ikiwiki, change them all to raw="yes"

diff --git a/openpower/sv/bitmanip.mdwn b/openpower/sv/bitmanip.mdwn
index 17a652773431b2d583d3fa90d843feec98be5d62..061b5fbfbd1352184532ec1e9d4edc235d90b825 100644 (file)
--- a/openpower/sv/bitmanip.mdwn
+++ b/openpower/sv/bitmanip.mdwn
@@ -598,7 +598,9 @@ instruction is not provided since the `xor[i]` instruction can be used instead.
 These are operations on polynomials with coefficients in `GF(2)`, with the
 polynomial's coefficients packed into integers with the following algorithm:
 
-[[!inline pagenames="openpower/sv/bitmanip/pack_poly.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/pack_poly.py" raw="yes"]]
+```
 
 ## Carry-less Multiply Instructions
 
@@ -612,18 +614,24 @@ They are worth adding as their own non-overwrite operations
 
 ### `clmul` Carry-less Multiply
 
-[[!inline pagenames="openpower/sv/bitmanip/clmul.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/clmul.py" raw="yes"]]
+```
 
 ### `clmulh` Carry-less Multiply High
 
-[[!inline pagenames="openpower/sv/bitmanip/clmulh.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/clmulh.py" raw="yes"]]
+```
 
 ### `clmulr` Carry-less Multiply (Reversed)
 
 Useful for CRCs. Equivalent to bit-reversing the result of `clmul` on
 bit-reversed inputs.
 
-[[!inline pagenames="openpower/sv/bitmanip/clmulr.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/clmulr.py" raw="yes"]]
+```
 
 ## `clmadd` Carry-less Multiply-Add
 
@@ -668,7 +676,9 @@ c = (RC)
 `cldivrem` isn't an actual instruction, but is just used in the pseudo-code
 for other instructions.
 
-[[!inline pagenames="openpower/sv/bitmanip/cldivrem.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/cldivrem.py" raw="yes"]]
+```
 
 ## `cldiv` Carry-less Division
 
@@ -723,13 +733,17 @@ the LSB set, since otherwise it would be divisible by the polynomial `x`,
 making it reducible, making whatever we're working on no longer a Field.
 Therefore, we can reuse the LSB to indicate `degree == XLEN`.
 
-[[!inline pagenames="openpower/sv/bitmanip/decode_reducing_polynomial.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/decode_reducing_polynomial.py" raw="yes"]]
+```
 
 ## `gfbredpoly` -- Set the Reducing Polynomial SPR `GFBREDPOLY`
 
 unless this is an immediate op, `mtspr` is completely sufficient.
 
-[[!inline pagenames="openpower/sv/bitmanip/gfbredpoly.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfbredpoly.py" raw="yes"]]
+```
 
 ## `gfbmul` -- Binary Galois Field `GF(2^m)` Multiplication
 
@@ -737,7 +751,9 @@ unless this is an immediate op, `mtspr` is completely sufficient.
 gfbmul RT, RA, RB
 ```
 
-[[!inline pagenames="openpower/sv/bitmanip/gfbmul.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfbmul.py" raw="yes"]]
+```
 
 ## `gfbmadd` -- Binary Galois Field `GF(2^m)` Multiply-Add
 
@@ -745,7 +761,9 @@ gfbmul RT, RA, RB
 gfbmadd RT, RA, RB, RC
 ```
 
-[[!inline pagenames="openpower/sv/bitmanip/gfbmadd.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfbmadd.py" raw="yes"]]
+```
 
 ## `gfbtmadd` -- Binary Galois Field `GF(2^m)` Twin Multiply-Add (for FFT)
 
@@ -775,7 +793,9 @@ c = (RC)
 gfbinv RT, RA
 ```
 
-[[!inline pagenames="openpower/sv/bitmanip/gfbinv.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfbinv.py" raw="yes"]]
+```
 
 # Instructions for Prime Galois Fields `GF(p)`
 
@@ -787,7 +807,9 @@ gfbinv RT, RA
 gfpadd RT, RA, RB
 ```
 
-[[!inline pagenames="openpower/sv/bitmanip/gfpadd.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfpadd.py" raw="yes"]]
+```
 
 the addition happens on infinite-precision integers
 
@@ -797,7 +819,9 @@ the addition happens on infinite-precision integers
 gfpsub RT, RA, RB
 ```
 
-[[!inline pagenames="openpower/sv/bitmanip/gfpsub.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfpsub.py" raw="yes"]]
+```
 
 the subtraction happens on infinite-precision integers
 
@@ -807,7 +831,9 @@ the subtraction happens on infinite-precision integers
 gfpmul RT, RA, RB
 ```
 
-[[!inline pagenames="openpower/sv/bitmanip/gfpmul.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfpmul.py" raw="yes"]]
+```
 
 the multiplication happens on infinite-precision integers
 
@@ -820,7 +846,9 @@ gfpinv RT, RA
 Some potential hardware implementations are found in:
 <https://citeseerx.ist.psu.edu/viewdoc/download?doi=10.1.1.90.5233&rep=rep1&type=pdf>
 
-[[!inline pagenames="openpower/sv/bitmanip/gfpinv.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfpinv.py" raw="yes"]]
+```
 
 ## `gfpmadd` Prime Galois Field `GF(p)` Multiply-Add
 
@@ -828,7 +856,9 @@ Some potential hardware implementations are found in:
 gfpmadd RT, RA, RB, RC
 ```
 
-[[!inline pagenames="openpower/sv/bitmanip/gfpmadd.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfpmadd.py" raw="yes"]]
+```
 
 the multiplication and addition happens on infinite-precision integers
 
@@ -838,7 +868,9 @@ the multiplication and addition happens on infinite-precision integers
 gfpmsub RT, RA, RB, RC
 ```
 
-[[!inline pagenames="openpower/sv/bitmanip/gfpmsub.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfpmsub.py" raw="yes"]]
+```
 
 the multiplication and subtraction happens on infinite-precision integers
 
@@ -848,7 +880,9 @@ the multiplication and subtraction happens on infinite-precision integers
 gfpmsubr RT, RA, RB, RC
 ```
 
-[[!inline pagenames="openpower/sv/bitmanip/gfpmsubr.py" raw="true" feeds="no" actions="yes"]]
+```python
+[[!inline pagenames="openpower/sv/bitmanip/gfpmsubr.py" raw="yes"]]
+```
 
 the multiplication and subtraction happens on infinite-precision integers