Spreadsheet: 881437d1729519443-search-multiple-values-against-list-example
Sheet: master list

Part no. | last purchased | cost
10000092 | 2017 | 0.01
10000136 | 2017 | 0.01
10000160 | 2017 | 0.01
10000171 | 2017 | 0.01
10000172 | 2017 | 0.01
10000173 | 2017 | 0.01
10000174 | 2017 | 0.01
10000202 | 2017 | 0.01
10000300 | 2017 | 0.01
10000304 | 2017 | 0.01
10000311 | 2017 | 0.01
10000312 | 2017 | 0.01
10000315 | 2017 | 0.01
10000355 | 2017 | 0.01
10000356 | 2017 | 0.01
10000359 | 2017 | 0.01
10000360 | 2017 | 0.01
10000361 | 2017 | 0.01
10000362 | 2017 | 0.01
10000363 | 2017 | 0.01
10000364 | 2017 | 0.01
10000402 | 2017 | 0.01
10000440 | 2017 | 0.01
10000441 | 2017 | 0.01
10000458 | 2017 | 0.01
10000463 | 2017 | 0.01
10000519 | 2017 | 0.01
10000744 | 2017 | 0.01
10000993 | 2017 | 0.01
10001007 | 2017 | 0.01
10001008 | 2017 | 0.01
10001102 | 2017 | 0.01
10001103 | 2017 | 0.01
10001104 | 2017 | 0.01
10001316 | 2017 | 0.01
10001317 | 2017 | 0.01
10001815 | 2017 | 0.01
10002024 | 2017 | 0.01
10002033 | 2017 | 0.01
10002315 | 2017 | 0.01
10002819 | 2017 | 0.01
10002820 | 2018 | 0.01
10002891 | 2018 | 0.01
10002892 | 2018 | 0.01
10003446 | 2018 | 0.01
10003500 | 2018 | 0.01
10003649 | 2018 | 0.01
10003841 | 2018 | 0.01
10004142 | 2018 | 0.01
10004143 | 2018 | 0.01
10005001 | 2018 | 0.01
10005002 | 2018 | 0.01
10005004 | 2018 | 0.01
10005005 | 2018 | 0.01
10005006 | 2018 | 0.01
10005007 | 2018 | 0.01
10005008 | 2018 | 0.01
10005009 | 2018 | 0.01
10005010 | 2018 | 0.01
10005011 | 2018 | 0.01
10005012 | 2018 | 0.01
10005013 | 2018 | 0.01
10005015 | 2018 | 0.01
10005016 | 2018 | 0.01
10005017 | 2018 | 0.01
10005019 | 2018 | 0.01
10005020 | 2018 | 0.01
10005021 | 2018 | 0.01
10005022 | 2018 | 0.01
10005023 | 2018 | 0.01
10005024 | 2018 | 0.01
10005025 | 2018 | 0.01
10005027 | 2018 | 0.01
10005029 | 2018 | 0.01
10005032 | 2018 | 0.01
10005040 | 2018 | 0.01
10005041 | 2018 | 0.01
10005042 | 2018 | 0.01
10005043 | 2018 | 0.01
10005044 | 2018 | 0.01
10005045 | 2018 | 0.01
10005046 | 2018 | 0.01
10005047 | 2018 | 0.01
10005048 | 2018 | 0.01
10005049 | 2018 | 0.01
10005050 | 2018 | 0.01
10005056 | 2018 | 0.01
10005057 | 2018 | 0.01
10005058 | 2018 | 0.01
10005059 | 2018 | 0.01
10005060 | 2018 | 0.01
10005061 | 2018 | 0.01
10005062 | 2018 | 0.01
10005063 | 2018 | 0.01
10005064 | 2018 | 0.01
10005065 | 2018 | 0.01
10005066 | 2018 | 0.01
10005067 | 2018 | 0.01
10005068 | 2018 | 0.01
10005069 | 2018 | 0.01
10005070 | 2018 | 0.01
10005071 | 2018 | 0.01
10005072 | 2018 | 0.01
10005073 | 2018 | 0.01
10005074 | 2018 | 0.01
10005075 | 2018 | 0.01
10005076 | 2018 | 0.01
10005077 | 2018 | 0.01
10005078 | 2018 | 0.01
10005079 | 2018 | 0.01
10005080 | 2018 | 0.01
10005081 | 2018 | 0.01
10005082 | 2018 | 0.01
10005083 | 2018 | 0.01
10005084 | 2018 | 0.01
10005085 | 2018 | 0.01
10005086 | 2018 | 0.01
10005087 | 2018 | 0.01
10005088 | 2018 | 0.01
10005089 | 2018 | 0.01
10005090 | 2018 | 0.01
10005091 | 2018 | 0.01
10005092 | 2018 | 0.01
10005093 | 2018 | 0.01
10005094 | 2018 | 0.01
10005095 | 2018 | 0.01
10005096 | 2018 | 0.01
10005097 | 2018 | 0.01
10005098 | 2018 | 0.01
10005099 | 2018 | 0.01
10005100 | 2018 | 0.01
10005101 | 2018 | 0.01
10005102 | 2018 | 0.01
10005103 | 2018 | 0.01
10005104 | 2018 | 0.01
10005105 | 2018 | 0.01
10005106 | 2018 | 0.01
10005107 | 2018 | 0.01
10005108 | 2018 | 0.01
10005109 | 2018 | 0.01
10005110 | 2018 | 0.01
10005111 | 2018 | 0.01
10005112 | 2018 | 0.01
10005113 | 2018 | 0.01
10005114 | 2018 | 0.01
10005115 | 2018 | 0.01
10005116 | 2018 | 0.01
10005117 | 2018 | 0.01
10005118 | 2018 | 0.01
10005119 | 2018 | 0.01
10005120 | 2018 | 0.01
10005121 | 2018 | 0.01
10005122 | 2018 | 0.01
10005123 | 2018 | 0.01
10005124 | 2018 | 0.01
10005125 | 2018 | 0.01
10005126 | 2018 | 0.01
10005127 | 2018 | 0.01
10005128 | 2018 | 0.01
10005129 | 2018 | 0.01
10005130 | 2018 | 0.01
10005131 | 2018 | 0.01
10005132 | 2018 | 0.01
10005133 | 2018 | 0.01
10005134 | 2018 | 0.01
10005135 | 2018 | 0.01
10005136 | 2018 | 0.01
10005137 | 2018 | 0.01
10005138 | 2018 | 0.01
10005139 | 2018 | 0.01
10005140 | 2018 | 0.01
10005141 | 2018 | 0.01
10005142 | 2018 | 0.01
10005143 | 2018 | 0.01
10005144 | 2018 | 0.01
10005145 | 2018 | 0.01
10005146 | 2018 | 0.01
10005147 | 2018 | 0.01
10005148 | 2018 | 0.01
10005149 | 2018 | 0.01
10005150 | 2018 | 0.01
10005151 | 2018 | 0.01
10005152 | 2018 | 0.01
10005153 | 2018 | 0.01
10005154 | 2018 | 0.01
10005155 | 2018 | 0.01
10005156 | 2018 | 0.01
10005157 | 2018 | 0.01
10005158 | 2018 | 0.01
10005159 | 2018 | 0.01
10005160 | 2018 | 0.01
10005161 | 2018 | 0.01
10005162 | 2018 | 0.01
10005163 | 2018 | 0.01
10005164 | 2018 | 0.01
10005165 | 2018 | 0.01
10005166 | 2018 | 0.01
10005167 | 2018 | 0.01
10005168 | 2018 | 0.01
10005169 | 2018 | 0.01
10005170 | 2018 | 0.01
10005171 | 2018 | 0.01
10005172 | 2018 | 0.01
10005173 | 2018 | 0.01
10005174 | 2018 | 0.01
10005175 | 2018 | 0.01
10005176 | 2018 | 0.01
10005178 | 2018 | 0.01
10005179 | 2018 | 0.01
10005180 | 2018 | 0.01
10005181 | 2018 | 0.01
10005182 | 2018 | 0.01
10005184 | 2018 | 0.01
10005185 | 2018 | 0.01
10005186 | 2018 | 0.01
10005187 | 2018 | 0.01
10005188 | 2018 | 0.01
10005189 | 2018 | 0.01
10005190 | 2018 | 0.01
10005191 | 2018 | 0.01
10005192 | 2018 | 0.01
10005193 | 2018 | 0.01
10005194 | 2018 | 0.01
10005195 | 2018 | 0.01
10005196 | 2018 | 0.01
10005197 | 2018 | 0.01
10005198 | 2018 | 0.01
10005199 | 2018 | 0.01
10005200 | 2018 | 0.01
10005201 | 2018 | 0.01
10005202 | 2018 | 0.01
10005203 | 2018 | 0.01
10005204 | 2018 | 0.01
10005205 | 2018 | 0.01
10005206 | 2018 | 0.01
10005207 | 2018 | 0.01
10005208 | 2018 | 0.01
10005209 | 2018 | 0.01
10005210 | 2018 | 0.01
10005211 | 2018 | 0.01
10005212 | 2018 | 0.01
10005213 | 2018 | 0.01
10005214 | 2018 | 0.01
10005215 | 2018 | 0.01
10005216 | 2018 | 0.01
10005217 | 2018 | 0.01
10005218 | 2018 | 0.01
10005219 | 2018 | 0.01
10005220 | 2018 | 0.01
10005221 | 2018 | 0.01
10005222 | 2018 | 0.01
10005223 | 2018 | 0.01
10005224 | 2018 | 0.01
10005225 | 2018 | 0.01
10005226 | 2018 | 0.01
10005227 | 2018 | 0.01
10005228 | 2018 | 0.01
10005229 | 2018 | 0.01
10005230 | 2018 | 0.01
10005231 | 2019 | 0.01
10005232 | 2019 | 0.01
10005233 | 2019 | 0.01
10005234 | 2019 | 0.01
10005235 | 2019 | 0.01
10005236 | 2019 | 0.01
10005237 | 2019 | 0.01
10005238 | 2019 | 0.01
10005239 | 2019 | 0.01
10005240 | 2019 | 0.01
10005241 | 2019 | 0.01
10005242 | 2019 | 0.01
10005243 | 2019 | 0.01
10005244 | 2019 | 0.01
10005245 | 2019 | 0.01
10005246 | 2019 | 0.01
10005247 | 2019 | 0.01
10005248 | 2019 | 0.01
10005249 | 2019 | 0.01
10005250 | 2019 | 0.01
10005252 | 2019 | 0.01
10005253 | 2019 | 0.01
10005254 | 2019 | 0.01
10005255 | 2019 | 0.01
10005256 | 2019 | 0.01
10005257 | 2019 | 0.01
10005258 | 2019 | 0.01
10005259 | 2019 | 0.01
10005260 | 2019 | 0.01
10005261 | 2019 | 0.01
10005262 | 2019 | 0.01
10005263 | 2019 | 0.01
10005264 | 2019 | 0.01
10005265 | 2019 | 0.01
10005266 | 2019 | 0.01
10005267 | 2019 | 0.01
10005268 | 2019 | 0.01
10005269 | 2019 | 0.01
10005270 | 2019 | 0.01
10005271 | 2019 | 0.01
10005272 | 2019 | 0.01
10005273 | 2019 | 0.01
10005274 | 2019 | 0.01
10005275 | 2019 | 0.01
10005276 | 2019 | 0.01
10005277 | 2019 | 0.01
10005278 | 2019 | 0.01
10005279 | 2019 | 0.01
10005280 | 2019 | 0.01
10005281 | 2019 | 0.01
10005282 | 2019 | 0.01
10005283 | 2019 | 0.01
10005284 | 2019 | 0.01
10005285 | 2019 | 0.01
10005286 | 2019 | 0.01
10005287 | 2019 | 0.01
10005288 | 2019 | 0.01
10005289 | 2019 | 0.01
10005290 | 2019 | 0.01
10005291 | 2019 | 0.01
10005292 | 2019 | 0.01
10005293 | 2019 | 0.01
10005294 | 2019 | 0.01
10005295 | 2019 | 0.01
10005296 | 2020 | 0.01
10005297 | 2020 | 0.01
10005298 | 2020 | 0.01
10005299 | 2020 | 0.01
10005300 | 2020 | 0.01
10005301 | 2020 | 0.01
10005302 | 2020 | 0.01
10005303 | 2020 | 0.01
10005304 | 2020 | 0.01
10005305 | 2020 | 0.01
10005306 | 2020 | 0.01
10005307 | 2020 | 0.01
10005308 | 2020 | 0.01
10005309 | 2020 | 0.01
10005310 | 2020 | 0.01
10005311 | 2020 | 0.01
10005312 | 2020 | 0.01
10005313 | 2020 | 0.01
10005314 | 2020 | 0.01
10005315 | 2020 | 0.01
10005316 | 2020 | 0.01
10005317 | 2020 | 0.01
10005318 | 2021 | 0.01
10005319 | 2021 | 0.01
10005320 | 2021 | 0.01
10005321 | 2021 | 0.01
10005322 | 2021 | 0.01
10005323 | 2021 | 0.01
10005324 | 2021 | 0.01
10005325 | 2021 | 0.01
10005326 | 2021 | 0.01
10005327 | 2021 | 0.01
10005328 | 2021 | 0.01
10005329 | 2021 | 0.01
10005330 | 2021 | 0.01
10005331 | 2021 | 0.01
10005332 | 2021 | 0.01
10005333 | 2021 | 0.01
10005334 | 2021 | 0.01
10005335 | 2021 | 0.01
10005336 | 2021 | 0.01
10005337 | 2021 | 0.01
10005339 | 2021 | 0.01
10005340 | 2021 | 0.01
10005341 | 2021 | 0.01
10005342 | 2021 | 0.01
10005343 | 2021 | 0.01
10005344 | 2021 | 0.01
10005345 | 2021 | 0.01
10005346 | 2021 | 0.01
10005347 | 2021 | 0.01
10005348 | 2021 | 0.01
10005349 | 2021 | 0.01
10005350 | 2021 | 0.01
10005351 | 2021 | 0.01
10005353 | 2021 | 0.01
10005354 | 2021 | 0.01
10005355 | 2021 | 0.01
10005356 | 2021 | 0.01
10005357 | 2021 | 0.01
10005358 | 2021 | 0.01
10005359 | 2021 | 0.01
10005360 | 2021 | 0.01
10005361 | 2021 | 0.01
10005362 | 2021 | 0.01
10005363 | 2021 | 0.01
10005364 | 2021 | 0.01
10005365 | 2021 | 0.01
10005366 | 2021 | 0.01
10005367 | 2021 | 0.01
10005368 | 2021 | 0.01
10005369 | 2021 | 0.01
10005370 | 2021 | 0.01
10005371 | 2021 | 0.01
10005373 | 2021 | 0.01
10005374 | 2021 | 0.01
10005375 | 2021 | 0.01
10005376 | 2021 | 0.01
10005377 | 2021 | 0.01
10005378 | 2021 | 0.01
10005379 | 2021 | 0.01
10005380 | 2021 | 0.01
10005381 | 2021 | 0.01
10005382 | 2021 | 0.01
10005391 | 2021 | 0.01
10005392 | 2021 | 0.01
10005393 | 2021 | 0.01
10005394 | 2021 | 0.01
10005395 | 2021 | 0.01
10005396 | 2021 | 0.01
10005397 | 2021 | 0.01
10005398 | 2021 | 0.01
10005399 | 2021 | 0.01
10005400 | 2021 | 0.01
10005401 | 2021 | 0.01
10005402 | 2021 | 0.01
10005403 | 2021 | 0.01
10005404 | 2021 | 0.01
10005408 | 2021 | 0.01
10005409 | 2021 | 0.01
10005410 | 2021 | 0.01
10005411 | 2021 | 0.01
10005412 | 2021 | 0.01
10005413 | 2021 | 0.01
10005414 | 2021 | 0.01
10005415 | 2021 | 0.01
10005416 | 2021 | 0.01
10005417 | 2021 | 0.01
10005418 | 2021 | 0.01
10005419 | 2021 | 0.01
10005420 | 2021 | 0.01
10005421 | 2021 | 0.01
10005422 | 2021 | 0.01
10005423 | 2021 | 0.01
10005424 | 2021 | 0.01
10005425 | 2021 | 0.01
10005426 | 2021 | 0.01
10005427 | 2022 | 0.01
10005428 | 2022 | 0.01
10005429 | 2022 | 0.01
10005430 | 2022 | 0.01
10005431 | 2022 | 0.01
10005441 | 2022 | 0.01
10005452 | 2022 | 0.01
10005453 | 2022 | 0.01
10005454 | 2022 | 0.01
10005455 | 2022 | 0.01
10005456 | 2022 | 0.01
10005459 | 2022 | 0.01
10005460 | 2022 | 0.01
10005461 | 2022 | 0.01
10005462 | 2022 | 0.01
10005463 | 2022 | 0.01
10005464 | 2022 | 0.01
10005465 | 2022 | 0.01
10005466 | 2022 | 0.01
10005467 | 2022 | 0.01
10005468 | 2022 | 0.01
10005469 | 2022 | 0.01
10005471 | 2022 | 0.01
10005472 | 2023 | 0.01
10005473 | 2023 | 0.01
10005474 | 2023 | 0.01
10005475 | 2023 | 0.01
10005476 | 2023 | 0.01
10005477 | 2023 | 0.01
10005479 | 2023 | 0.01
10005480 | 2023 | 0.01
10005481 | 2023 | 0.01
10005482 | 2023 | 0.01
10005483 | 2023 | 0.01
10005484 | 2023 | 0.01
10005485 | 2023 | 0.01
10005486 | 2023 | 0.01
10005488 | 2023 | 0.01
10005489 | 2023 | 0.01
10005491 | 2023 | 0.01
10005492 | 2023 | 0.01
10005495 | 2023 | 0.01
10005496 | 2023 | 0.01
10005497 | 2023 | 0.01
10005499 | 2023 | 0.01
10005500 | 2023 | 0.01
10005501 | 2023 | 0.01
10005502 | 2023 | 0.01
10005503 | 2023 | 0.01
10005504 | 2023 | 0.01
10005505 | 2023 | 0.01
10005507 | 2023 | 0.01
10005508 | 2023 | 0.01
10005509 | 2023 | 0.01
10005510 | 2023 | 0.01
10005513 | 2023 | 0.01
10005517 | 2023 | 0.01
10005518 | 2023 | 0.01
10005520 | 2023 | 0.01