Propello Pentakis Dodecahedron (canonical) C0 = 0.0483560723424813483490945303393 C1 = 0.06962063803826072247288808861253 C2 = 0.0899045755249013056990571061803 C3 = 0.0929547630480323317701531613189 C4 = 0.0959194478996035276176460532121 C5 = 0.120037085989623109104660619818 C6 = 0.202553134189260956859233450682 C7 = 0.215089296981682953455684263319 C8 = 0.221437018528085330451575216110 C9 = 0.221936386118853876586501535807 C10 = 0.258117217607781882142972519208 C11 = 0.270441052017532196357458181640 C12 = 0.287178848089736329988835651798 C13 = 0.299044083451822351729782524571 C14 = 0.300178154731437444000439245347 C15 = 0.314391781576117662221728377429 C16 = 0.317855834018457404204147589019 C17 = 0.344628051069613085471480052301 C18 = 0.365895951132782313980047734876 C19 = 0.388948658976723657428839630752 C20 = 0.396097602631040971618085298559 C21 = 0.407456688423107280851283937673 C22 = 0.437342384693209499916127116873 C23 = 0.501597217641083308589015975253 C24 = 0.508615866617821660440410867908 C25 = 0.532447806063345195918309497523 C26 = 0.562657615306790500083872883127 C27 = 0.592032085278812373758395504400 C28 = 0.592543311576892719148716062327 C29 = 0.628733674363414472988313100687 C30 = 0.647065876584505539571812149960 C31 = 0.659019832645730747693208429731 C32 = 0.698952788141291496659147100067 C33 = 0.702920673415495362102334971348 C34 = 0.716686514622766262044700238572 C35 = 0.7419807087673904253464353559554 C36 = 0.755198218711666904120274705892 C37 = 0.779056918635353856797869049548 C38 = 0.795875436463527693872488132667 C39 = 0.803554291054148252469369236231 C40 = 0.814479697695746595735217598134 C41 = 0.831885284292291731045492462136 C42 = 0.861518647445804874677081173668 C43 = 0.862835770038227944084312128474 C44 = 0.901505922330552453518380550748 C45 = 0.9159125224531508029771487524849 C46 = 0.957070005749073378802119619274 C47 = 0.957928036411594687738443239276 C48 = 0.973361725433027558459793152989 V0 = ( C4, -C0, 1.0) V1 = ( C4, C0, -1.0) V2 = ( -C4, C0, 1.0) V3 = ( -C4, -C0, -1.0) V4 = ( 1.0, -C4, C0) V5 = ( 1.0, C4, -C0) V6 = (-1.0, C4, C0) V7 = (-1.0, -C4, -C0) V8 = ( C0, -1.0, C4) V9 = ( C0, 1.0, -C4) V10 = ( -C0, 1.0, C4) V11 = ( -C0, -1.0, -C4) V12 = ( C8, C5, C48) V13 = ( C8, -C5, -C48) V14 = ( -C8, -C5, C48) V15 = ( -C8, C5, -C48) V16 = ( C48, C8, C5) V17 = ( C48, -C8, -C5) V18 = (-C48, -C8, C5) V19 = (-C48, C8, -C5) V20 = ( C5, C48, C8) V21 = ( C5, -C48, -C8) V22 = ( -C5, -C48, C8) V23 = ( -C5, C48, -C8) V24 = ( 0.0, C18, C47) V25 = ( 0.0, C18, -C47) V26 = ( 0.0, -C18, C47) V27 = ( 0.0, -C18, -C47) V28 = ( C47, 0.0, C18) V29 = ( C47, 0.0, -C18) V30 = (-C47, 0.0, C18) V31 = (-C47, 0.0, -C18) V32 = ( C18, C47, 0.0) V33 = ( C18, -C47, 0.0) V34 = (-C18, C47, 0.0) V35 = (-C18, -C47, 0.0) V36 = ( C13, -C1, C46) V37 = ( C13, C1, -C46) V38 = (-C13, C1, C46) V39 = (-C13, -C1, -C46) V40 = ( C46, -C13, C1) V41 = ( C46, C13, -C1) V42 = (-C46, C13, C1) V43 = (-C46, -C13, -C1) V44 = ( C1, -C46, C13) V45 = ( C1, C46, -C13) V46 = ( -C1, C46, C13) V47 = ( -C1, -C46, -C13) V48 = ( C15, -C11, C45) V49 = ( C15, C11, -C45) V50 = (-C15, C11, C45) V51 = (-C15, -C11, -C45) V52 = ( C45, -C15, C11) V53 = ( C45, C15, -C11) V54 = (-C45, C15, C11) V55 = (-C45, -C15, -C11) V56 = ( C11, -C45, C15) V57 = ( C11, C45, -C15) V58 = (-C11, C45, C15) V59 = (-C11, -C45, -C15) V60 = ( C19, C7, C44) V61 = ( C19, -C7, -C44) V62 = (-C19, -C7, C44) V63 = (-C19, C7, -C44) V64 = ( C44, C19, C7) V65 = ( C44, -C19, -C7) V66 = (-C44, -C19, C7) V67 = (-C44, C19, -C7) V68 = ( C7, C44, C19) V69 = ( C7, -C44, -C19) V70 = ( -C7, -C44, C19) V71 = ( -C7, C44, -C19) V72 = ( C16, C21, C43) V73 = ( C16, -C21, -C43) V74 = (-C16, -C21, C43) V75 = (-C16, C21, -C43) V76 = ( C43, C16, C21) V77 = ( C43, -C16, -C21) V78 = (-C43, -C16, C21) V79 = (-C43, C16, -C21) V80 = ( C21, C43, C16) V81 = ( C21, -C43, -C16) V82 = (-C21, -C43, C16) V83 = (-C21, C43, -C16) V84 = ( C25, 0.0, C42) V85 = ( C25, 0.0, -C42) V86 = (-C25, 0.0, C42) V87 = (-C25, 0.0, -C42) V88 = ( C42, C25, 0.0) V89 = ( C42, -C25, 0.0) V90 = (-C42, C25, 0.0) V91 = (-C42, -C25, 0.0) V92 = ( 0.0, C42, C25) V93 = ( 0.0, C42, -C25) V94 = ( 0.0, -C42, C25) V95 = ( 0.0, -C42, -C25) V96 = ( C23, -C10, C41) V97 = ( C23, C10, -C41) V98 = (-C23, C10, C41) V99 = (-C23, -C10, -C41) V100 = ( C41, -C23, C10) V101 = ( C41, C23, -C10) V102 = (-C41, C23, C10) V103 = (-C41, -C23, -C10) V104 = ( C10, -C41, C23) V105 = ( C10, C41, -C23) V106 = (-C10, C41, C23) V107 = (-C10, -C41, -C23) V108 = ( C20, -C22, C40) V109 = ( C20, C22, -C40) V110 = (-C20, C22, C40) V111 = (-C20, -C22, -C40) V112 = ( C40, -C20, C22) V113 = ( C40, C20, -C22) V114 = (-C40, C20, C22) V115 = (-C40, -C20, -C22) V116 = ( C22, -C40, C20) V117 = ( C22, C40, -C20) V118 = (-C22, C40, C20) V119 = (-C22, -C40, -C20) V120 = ( C9, -C26, C39) V121 = ( C9, C26, -C39) V122 = ( -C9, C26, C39) V123 = ( -C9, -C26, -C39) V124 = ( C39, -C9, C26) V125 = ( C39, C9, -C26) V126 = (-C39, C9, C26) V127 = (-C39, -C9, -C26) V128 = ( C26, -C39, C9) V129 = ( C26, C39, -C9) V130 = (-C26, C39, C9) V131 = (-C26, -C39, -C9) V132 = ( C24, C17, C38) V133 = ( C24, -C17, -C38) V134 = (-C24, -C17, C38) V135 = (-C24, C17, -C38) V136 = ( C38, C24, C17) V137 = ( C38, -C24, -C17) V138 = (-C38, -C24, C17) V139 = (-C38, C24, -C17) V140 = ( C17, C38, C24) V141 = ( C17, -C38, -C24) V142 = (-C17, -C38, C24) V143 = (-C17, C38, -C24) V144 = ( C3, C29, C37) V145 = ( C3, -C29, -C37) V146 = ( -C3, -C29, C37) V147 = ( -C3, C29, -C37) V148 = ( C37, C3, C29) V149 = ( C37, -C3, -C29) V150 = (-C37, -C3, C29) V151 = (-C37, C3, -C29) V152 = ( C29, C37, C3) V153 = ( C29, -C37, -C3) V154 = (-C29, -C37, C3) V155 = (-C29, C37, -C3) V156 = ( C14, C28, C36) V157 = ( C14, -C28, -C36) V158 = (-C14, -C28, C36) V159 = (-C14, C28, -C36) V160 = ( C36, C14, C28) V161 = ( C36, -C14, -C28) V162 = (-C36, -C14, C28) V163 = (-C36, C14, -C28) V164 = ( C28, C36, C14) V165 = ( C28, -C36, -C14) V166 = (-C28, -C36, C14) V167 = (-C28, C36, -C14) V168 = ( C30, C6, C35) V169 = ( C30, -C6, -C35) V170 = (-C30, -C6, C35) V171 = (-C30, C6, -C35) V172 = ( C35, C30, C6) V173 = ( C35, -C30, -C6) V174 = (-C35, -C30, C6) V175 = (-C35, C30, -C6) V176 = ( C6, C35, C30) V177 = ( C6, -C35, -C30) V178 = ( -C6, -C35, C30) V179 = ( -C6, C35, -C30) V180 = ( C2, -C32, C34) V181 = ( C2, C32, -C34) V182 = ( -C2, C32, C34) V183 = ( -C2, -C32, -C34) V184 = ( C34, -C2, C32) V185 = ( C34, C2, -C32) V186 = (-C34, C2, C32) V187 = (-C34, -C2, -C32) V188 = ( C32, -C34, C2) V189 = ( C32, C34, -C2) V190 = (-C32, C34, C2) V191 = (-C32, -C34, -C2) V192 = ( C31, -C12, C33) V193 = ( C31, C12, -C33) V194 = (-C31, C12, C33) V195 = (-C31, -C12, -C33) V196 = ( C33, -C31, C12) V197 = ( C33, C31, -C12) V198 = (-C33, C31, C12) V199 = (-C33, -C31, -C12) V200 = ( C12, -C33, C31) V201 = ( C12, C33, -C31) V202 = (-C12, C33, C31) V203 = (-C12, -C33, -C31) V204 = ( C27, C27, C27) V205 = ( C27, C27, -C27) V206 = ( C27, -C27, C27) V207 = ( C27, -C27, -C27) V208 = (-C27, C27, C27) V209 = (-C27, C27, -C27) V210 = (-C27, -C27, C27) V211 = (-C27, -C27, -C27) Faces: { 0, 2, 14, 26 } { 1, 3, 15, 25 } { 2, 0, 12, 24 } { 3, 1, 13, 27 } { 4, 5, 16, 28 } { 5, 4, 17, 29 } { 6, 7, 18, 30 } { 7, 6, 19, 31 } { 8, 11, 21, 33 } { 9, 10, 20, 32 } { 10, 9, 23, 34 } { 11, 8, 22, 35 } { 108, 120, 200, 206 } { 109, 121, 201, 205 } { 110, 122, 202, 208 } { 111, 123, 203, 211 } { 112, 124, 192, 206 } { 113, 125, 193, 205 } { 114, 126, 194, 208 } { 115, 127, 195, 211 } { 116, 128, 196, 206 } { 117, 129, 197, 205 } { 118, 130, 198, 208 } { 119, 131, 199, 211 } { 120, 108, 48, 26 } { 121, 109, 49, 25 } { 122, 110, 50, 24 } { 123, 111, 51, 27 } { 124, 112, 52, 28 } { 125, 113, 53, 29 } { 126, 114, 54, 30 } { 127, 115, 55, 31 } { 128, 116, 56, 33 } { 129, 117, 57, 32 } { 130, 118, 58, 34 } { 131, 119, 59, 35 } { 132, 204, 156, 72 } { 133, 207, 157, 73 } { 134, 210, 158, 74 } { 135, 209, 159, 75 } { 136, 204, 160, 76 } { 137, 207, 161, 77 } { 138, 210, 162, 78 } { 139, 209, 163, 79 } { 140, 204, 164, 80 } { 141, 207, 165, 81 } { 142, 210, 166, 82 } { 143, 209, 167, 83 } { 144, 24, 72, 156 } { 145, 27, 73, 157 } { 146, 26, 74, 158 } { 147, 25, 75, 159 } { 148, 28, 76, 160 } { 149, 29, 77, 161 } { 150, 30, 78, 162 } { 151, 31, 79, 163 } { 152, 32, 80, 164 } { 153, 33, 81, 165 } { 154, 35, 82, 166 } { 155, 34, 83, 167 } { 0, 26, 48, 36 } { 1, 25, 49, 37 } { 2, 24, 50, 38 } { 3, 27, 51, 39 } { 4, 28, 52, 40 } { 5, 29, 53, 41 } { 6, 30, 54, 42 } { 7, 31, 55, 43 } { 8, 33, 56, 44 } { 9, 32, 57, 45 } { 10, 34, 58, 46 } { 11, 35, 59, 47 } { 12, 60, 72, 24 } { 13, 61, 73, 27 } { 14, 62, 74, 26 } { 15, 63, 75, 25 } { 16, 64, 76, 28 } { 17, 65, 77, 29 } { 18, 66, 78, 30 } { 19, 67, 79, 31 } { 20, 68, 80, 32 } { 21, 69, 81, 33 } { 22, 70, 82, 35 } { 23, 71, 83, 34 } { 108, 206, 192, 96 } { 109, 205, 193, 97 } { 110, 208, 194, 98 } { 111, 211, 195, 99 } { 112, 206, 196, 100 } { 113, 205, 197, 101 } { 114, 208, 198, 102 } { 115, 211, 199, 103 } { 116, 206, 200, 104 } { 117, 205, 201, 105 } { 118, 208, 202, 106 } { 119, 211, 203, 107 } { 120, 26, 146, 180 } { 121, 25, 147, 181 } { 122, 24, 144, 182 } { 123, 27, 145, 183 } { 124, 28, 148, 184 } { 125, 29, 149, 185 } { 126, 30, 150, 186 } { 127, 31, 151, 187 } { 128, 33, 153, 188 } { 129, 32, 152, 189 } { 130, 34, 155, 190 } { 131, 35, 154, 191 } { 132, 168, 160, 204 } { 133, 169, 161, 207 } { 134, 170, 162, 210 } { 135, 171, 163, 209 } { 136, 172, 164, 204 } { 137, 173, 165, 207 } { 138, 174, 166, 210 } { 139, 175, 167, 209 } { 140, 176, 156, 204 } { 141, 177, 157, 207 } { 142, 178, 158, 210 } { 143, 179, 159, 209 } { 84, 36, 48, 96 } { 84, 96, 192, 184 } { 84, 184, 148, 168 } { 84, 168, 132, 60 } { 84, 60, 12, 36 } { 85, 37, 49, 97 } { 85, 97, 193, 185 } { 85, 185, 149, 169 } { 85, 169, 133, 61 } { 85, 61, 13, 37 } { 86, 38, 50, 98 } { 86, 98, 194, 186 } { 86, 186, 150, 170 } { 86, 170, 134, 62 } { 86, 62, 14, 38 } { 87, 39, 51, 99 } { 87, 99, 195, 187 } { 87, 187, 151, 171 } { 87, 171, 135, 63 } { 87, 63, 15, 39 } { 88, 41, 53, 101 } { 88, 101, 197, 189 } { 88, 189, 152, 172 } { 88, 172, 136, 64 } { 88, 64, 16, 41 } { 89, 40, 52, 100 } { 89, 100, 196, 188 } { 89, 188, 153, 173 } { 89, 173, 137, 65 } { 89, 65, 17, 40 } { 90, 42, 54, 102 } { 90, 102, 198, 190 } { 90, 190, 155, 175 } { 90, 175, 139, 67 } { 90, 67, 19, 42 } { 91, 43, 55, 103 } { 91, 103, 199, 191 } { 91, 191, 154, 174 } { 91, 174, 138, 66 } { 91, 66, 18, 43 } { 92, 46, 58, 106 } { 92, 106, 202, 182 } { 92, 182, 144, 176 } { 92, 176, 140, 68 } { 92, 68, 20, 46 } { 93, 45, 57, 105 } { 93, 105, 201, 181 } { 93, 181, 147, 179 } { 93, 179, 143, 71 } { 93, 71, 23, 45 } { 94, 44, 56, 104 } { 94, 104, 200, 180 } { 94, 180, 146, 178 } { 94, 178, 142, 70 } { 94, 70, 22, 44 } { 95, 47, 59, 107 } { 95, 107, 203, 183 } { 95, 183, 145, 177 } { 95, 177, 141, 69 } { 95, 69, 21, 47 } { 0, 36, 12 } { 1, 37, 13 } { 2, 38, 14 } { 3, 39, 15 } { 4, 40, 17 } { 5, 41, 16 } { 6, 42, 19 } { 7, 43, 18 } { 8, 44, 22 } { 9, 45, 23 } { 11, 47, 21 } { 10, 46, 20 } { 108, 96, 48 } { 109, 97, 49 } { 110, 98, 50 } { 111, 99, 51 } { 112, 100, 52 } { 113, 101, 53 } { 114, 102, 54 } { 115, 103, 55 } { 116, 104, 56 } { 117, 105, 57 } { 118, 106, 58 } { 119, 107, 59 } { 120, 180, 200 } { 121, 181, 201 } { 122, 182, 202 } { 123, 183, 203 } { 124, 184, 192 } { 125, 185, 193 } { 126, 186, 194 } { 127, 187, 195 } { 128, 188, 196 } { 129, 189, 197 } { 130, 190, 198 } { 131, 191, 199 } { 132, 72, 60 } { 133, 73, 61 } { 134, 74, 62 } { 135, 75, 63 } { 136, 76, 64 } { 137, 77, 65 } { 138, 78, 66 } { 139, 79, 67 } { 140, 80, 68 } { 141, 81, 69 } { 142, 82, 70 } { 143, 83, 71 } { 144, 156, 176 } { 145, 157, 177 } { 146, 158, 178 } { 147, 159, 179 } { 148, 160, 168 } { 149, 161, 169 } { 150, 162, 170 } { 151, 163, 171 } { 152, 164, 172 } { 153, 165, 173 } { 154, 166, 174 } { 155, 167, 175 }