Branch Coverage

lib/PDL/Primitive-pp-fibonacci.c

Criterion	Covered	Total	%
branch	26	520	5.0

line	true	false	branch
28	0	1	if (!__privtrans->broadcast.incs) return PDL->make_error(PDL_EUSERERROR, "Error in fibonacci:" "broadcast.incs NULL");
67	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_SByte,A)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_SByte,A)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_SByte,A)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_SByte,A)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_SByte,A)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_SByte,A)
68	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
72	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
74	0	0	if (i++>0) {
79	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
82	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Byte,B)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Byte,B)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Byte,B)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Byte,B)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Byte,B)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Byte,B)
83	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
87	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
89	0	0	if (i++>0) {
94	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
97	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Short,S)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Short,S)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Short,S)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Short,S)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Short,S)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Short,S)
98	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
102	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
104	0	0	if (i++>0) {
109	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
112	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Ushort,U)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Ushort,U)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Ushort,U)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Ushort,U)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Ushort,U)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Ushort,U)
113	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
117	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
119	0	0	if (i++>0) {
124	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
127	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Long,L)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Long,L)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Long,L)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Long,L)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Long,L)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Long,L)
128	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
132	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
134	0	0	if (i++>0) {
139	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
142	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULong,K)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULong,K)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULong,K)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULong,K)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULong,K)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULong,K)
143	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
147	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
149	0	0	if (i++>0) {
154	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
157	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Indx,N)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Indx,N)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Indx,N)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Indx,N)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Indx,N)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Indx,N)
158	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
162	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
164	0	0	if (i++>0) {
169	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
172	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULongLong,P)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULongLong,P)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULongLong,P)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULongLong,P)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULongLong,P)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_ULongLong,P)
173	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
177	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
179	0	0	if (i++>0) {
184	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
187	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LongLong,Q)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LongLong,Q)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LongLong,Q)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LongLong,Q)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LongLong,Q)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LongLong,Q)
188	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
192	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
194	0	0	if (i++>0) {
199	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
202	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Float,F)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Float,F)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Float,F)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Float,F)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Float,F)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Float,F)
203	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
207	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
209	0	0	if (i++>0) {
214	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
217	0	1	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Double,D)
	1	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Double,D)
	0	1	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Double,D)
	0	1	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Double,D)
	1	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Double,D)
	0	1	PDL_DECLARE_PARAMS_fibonacci_1(PDL_Double,D)
218	0	1	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	1	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	1	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	1	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	1	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	1	1	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	1	1	PDL_BROADCASTLOOP_START_fibonacci_readdata {
222	15	1	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
224	14	1	if (i++>0) {
229	0	1	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	1	}PDL_BROADCASTLOOP_END_fibonacci_readdata
232	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LDouble,E)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LDouble,E)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LDouble,E)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LDouble,E)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LDouble,E)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_LDouble,E)
233	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
237	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
239	0	0	if (i++>0) {
244	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
247	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CFloat,G)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CFloat,G)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CFloat,G)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CFloat,G)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CFloat,G)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CFloat,G)
248	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
252	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
254	0	0	if (i++>0) {
259	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
262	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CDouble,C)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CDouble,C)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CDouble,C)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CDouble,C)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CDouble,C)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CDouble,C)
263	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
267	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
269	0	0	if (i++>0) {
274	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
277	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CLDouble,H)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CLDouble,H)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CLDouble,H)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CLDouble,H)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CLDouble,H)
	0	0	PDL_DECLARE_PARAMS_fibonacci_1(PDL_CLDouble,H)
278	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
	0	0	PDL_BROADCASTLOOP_START_fibonacci_readdata {
282	0	0	{/* Open n */ PDL_EXPAND2(register PDL_Indx n=0, __n_stop=(__n_size)); for(; n<__n_stop; n+=1) {
284	0	0	if (i++>0) {
289	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
	0	0	}PDL_BROADCASTLOOP_END_fibonacci_readdata
322	0	1	if (!PDL) return (pdl_error){PDL_EFATAL, "PDL core struct is NULL, can't continue",0};
324	0	1	if (!__privtrans) return PDL->make_error_simple(PDL_EFATAL, "Couldn't create trans");
327	0	1	PDL_RETERROR(PDL_err, PDL->type_coerce(__privtrans));
328	0	1	PDL_RETERROR(PDL_err, PDL->make_trans_mutual(__privtrans));