CMISS Version 1.21 ipelem File Version 2
 Heading: tibia
 
 The number of elements is [1]:    12
 
 Element number [    1]: 12001
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12030 12029 12030 12029 12022 12018 12023 12021
 Enter the 8 numbers for basis 5 [prev]: 12030 12029 12030 12029 12022 12018 12023 12021
 
 Element number [12002]: 12002
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12030 12029 12030 12029 12023 12021 12024 12020
 Enter the 8 numbers for basis 5 [prev]: 12030 12029 12030 12029 12023 12021 12024 12020
 
 Element number [12003]: 12003
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12029 12028 12029 12028 12018 12017 12021 12014
 Enter the 8 numbers for basis 5 [prev]: 12029 12028 12029 12028 12018 12017 12021 12014
 
 Element number [12004]: 12004
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12029 12028 12029 12028 12021 12014 12020 12015
 Enter the 8 numbers for basis 5 [prev]: 12029 12028 12029 12028 12021 12014 12020 12015
 
 Element number [12005]: 12005
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12028 12027 12028 12027 12017 12012 12014 12010
 Enter the 8 numbers for basis 5 [prev]: 12028 12027 12028 12027 12017 12012 12014 12010
 
 Element number [12006]: 12006
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12028 12027 12028 12027 12014 12010 12015 12013
 Enter the 8 numbers for basis 5 [prev]: 12028 12027 12028 12027 12014 12010 12015 12013
 
 Element number [12007]: 12011
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12030 12029 12030 12029 12024 12020 12005 12019
 Enter the 8 numbers for basis 5 [prev]: 12030 12029 12030 12029 12024 12020 12005 12019
 
 Element number [12012]: 12012
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12030 12029 12030 12029 12005 12019 12022 12018
 Enter the 8 numbers for basis 5 [prev]: 12030 12029 12030 12029 12005 12019 12022 12018
 
 Element number [12013]: 12013
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12029 12028 12029 12028 12020 12015 12019 12016
 Enter the 8 numbers for basis 5 [prev]: 12029 12028 12029 12028 12020 12015 12019 12016
 
 Element number [12014]: 12014
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12029 12028 12029 12028 12019 12016 12018 12017
 Enter the 8 numbers for basis 5 [prev]: 12029 12028 12029 12028 12019 12016 12018 12017
 
 Element number [12015]: 12015
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12028 12027 12028 12027 12015 12013 12016 12011
 Enter the 8 numbers for basis 5 [prev]: 12028 12027 12028 12027 12015 12013 12016 12011
 
 Element number [12016]: 12016
 The number of geometric Xj-coordinates is [3]: 3
 The basis function type for geometric variable 1 is [1]:  1
 The basis function type for geometric variable 2 is [1]:  1
 The basis function type for geometric variable 3 is [1]:  1
 Enter the 8 global numbers for basis 1: 12028 12027 12028 12027 12016 12011 12017 12012
 Enter the 8 numbers for basis 5 [prev]: 12028 12027 12028 12027 12016 12011 12017 12012