23static const long PrimitivePolynomialDegree01[]={
27#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_01
28static const long PrimitivePolynomialDegree02[]={
33#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_02
34static const long PrimitivePolynomialDegree03[]={
40#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_03
41static const long PrimitivePolynomialDegree04[]={
47#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_04
48static const long PrimitivePolynomialDegree05[]={
58#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_05
59static const long PrimitivePolynomialDegree06[]={
69#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_06
70static const long PrimitivePolynomialDegree07[]={
93#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_07
94static const long PrimitivePolynomialDegree08[]={
114#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_08
115static const long PrimitivePolynomialDegree09[]={
167#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_09
168static const long PrimitivePolynomialDegree10[]={
232#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_10
233static const long PrimitivePolynomialDegree11[]={
413#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_11
414static const long PrimitivePolynomialDegree12[]={
562#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_12
563static const long PrimitivePolynomialDegree13[]={
1197#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_13
1198static const long PrimitivePolynomialDegree14[]={
1958#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_14
1959static const long PrimitivePolynomialDegree15[]={
3763#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_15
3764static const long PrimitivePolynomialDegree16[]={
5816#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_16
5817static const long PrimitivePolynomialDegree17[]={
13531#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_17
13532static const long PrimitivePolynomialDegree18[]={
21313#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_18
21314#error too many polynomials requested. not provided by this file
21324 PrimitivePolynomialDegree01
21325#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_01
21326 , PrimitivePolynomialDegree02
21328#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_02
21329 , PrimitivePolynomialDegree03
21331#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_03
21332 , PrimitivePolynomialDegree04
21334#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_04
21335 , PrimitivePolynomialDegree05
21337#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_05
21338 , PrimitivePolynomialDegree06
21340#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_06
21341 , PrimitivePolynomialDegree07
21343#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_07
21344 , PrimitivePolynomialDegree08
21346#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_08
21347 , PrimitivePolynomialDegree09
21349#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_09
21350 , PrimitivePolynomialDegree10
21352#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_10
21353 , PrimitivePolynomialDegree11
21355#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_11
21356 , PrimitivePolynomialDegree12
21358#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_12
21359 , PrimitivePolynomialDegree13
21361#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_13
21362 , PrimitivePolynomialDegree14
21364#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_14
21365 , PrimitivePolynomialDegree15
21367#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_15
21368 , PrimitivePolynomialDegree16
21370#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_16
21371 , PrimitivePolynomialDegree17
21373#if PPMT_MAX_DIM > N_PRIMITIVES_UP_TO_DEGREE_17
21374 , PrimitivePolynomialDegree18
const long *const PrimitivePolynomials[N_MAX_DEGREE]