Eng
Indonesia
Result Search
# Debug Box
/var/www/html/opac/plugins/typesense-searchengine/src/TypesenseSearchEngine.php:30 "Search Engine Debug 🔎 🪲"
Engine Type ⚙️: "IdoAlit\SearchEngine\TypesenseSearchEngine"
Result 🔎: array:8 [ "facet_counts" => array:4 [ 0 => array:4 [ "counts" => array:1 [ 0 => array:3 [ "count" => 1 "highlighted" => "2022" "value" => "2022" ] ] "field_name" => "publish_year" "sampled" => false "stats" => array:5 [ "avg" => 2022.0 "max" => 2022.0 "min" => 2022.0 "sum" => 2022.0 "total_values" => 1 ] ] 1 => array:4 [ "counts" => array:2 [ 0 => array:3 [ "count" => 1 "highlighted" => "Humans" "value" => "Humans" ] 1 => array:3 [ "count" => 1 "highlighted" => "United States" "value" => "United States" ] ] "field_name" => "topics" "sampled" => false "stats" => array:1 [ "total_values" => 2 ] ] 2 => array:4 [ "counts" => array:1 [ 0 => array:3 [ "count" => 1 "highlighted" => "Domski, Mary" "value" => "Domski, Mary" ] ] "field_name" => "authors" "sampled" => false "stats" => array:1 [ "total_values" => 1 ] ] 3 => array:4 [ "counts" => array:1 [ 0 => array:3 [ "count" => 1 "highlighted" => "" "value" => "" ] ] "field_name" => "items.location_id" "sampled" => false "stats" => array:1 [ "total_values" => 1 ] ] ] "found" => 1 "hits" => array:1 [ 0 => array:5 [ "document" => array:15 [ "authors" => array:1 [ 0 => "Domski, Mary" ] "biblio_id" => "31780" "embedding" => array:768 [ 0 => 1.0028281211853 1 => 2.2227621078491 2 => -3.4721851348877 3 => -0.852723300457 4 => 1.3510665893555 5 => 2.4881815910339 6 => -0.021198838949203 7 => 0.50410628318787 8 => -0.99579000473022 9 => 0.34208393096924 10 => 0.60921764373779 11 => -0.45243376493454 12 => 1.3349959850311 13 => 0.021502405405045 14 => -0.571702003479 15 => 0.16682016849518 16 => 0.4987581372261 17 => -0.64765453338623 18 => 0.72092789411545 19 => 0.96407878398895 20 => -0.80571585893631 21 => -0.20981398224831 22 => -1.2394000291824 23 => -0.47109317779541 24 => 1.1880291700363 25 => 0.11092539131641 26 => 0.069451309740543 27 => -0.34955856204033 28 => -0.83183634281158 29 => -0.17769403755665 30 => 0.95304107666016 31 => -0.37505400180817 32 => 0.58234763145447 33 => -0.59761142730713 34 => -0.92660462856293 35 => -2.0559422969818 36 => 0.64583337306976 37 => 1.5296173095703 38 => -0.25987905263901 39 => 0.13499872386456 40 => -0.63059687614441 41 => -0.22832551598549 42 => -0.25089281797409 43 => -0.11882892251015 44 => 0.53247970342636 45 => -0.45366328954697 46 => -0.29241028428078 47 => -0.1609488427639 48 => 0.7148774266243 49 => 0.26238831877708 50 => -0.10687543451786 51 => 0.094484612345695 52 => 0.52956986427307 53 => -0.80892354249954 54 => 0.18780529499054 55 => 0.75128674507141 56 => -0.0606399923563 57 => -0.57795256376266 58 => 0.88354575634003 59 => -0.032978668808937 60 => 0.39893037080765 61 => -0.18194031715393 62 => 0.56020373106003 63 => 0.11696708202362 64 => 1.3764777183533 65 => -0.59873265028 66 => -0.25914725661278 67 => 0.60631239414215 68 => -0.27992326021194 69 => -0.2694585621357 70 => 0.69456607103348 71 => -1.3482766151428 72 => 1.2321033477783 73 => -0.41119882464409 74 => -0.5563799738884 75 => 0.64118546247482 76 => -1.1576194763184 77 => -0.10840589553118 78 => -0.61475247144699 79 => 0.38032323122025 80 => -0.052249822765589 81 => 0.38079276680946 82 => 1.5477710962296 83 => 0.23114165663719 84 => 0.41193896532059 85 => -1.2543807029724 86 => 0.4909833073616 87 => -0.8867861032486 88 => -0.69338864088058 89 => 1.7962779998779 90 => -0.45771890878677 91 => -0.36251038312912 92 => 0.95895403623581 93 => 0.14181573688984 94 => -1.3668382167816 95 => -0.64719694852829 96 => 0.17399908602238 97 => 1.3378576040268 98 => -0.40812149643898 99 => 0.35816261172295 100 => -1.510951757431 101 => 0.049173876643181 102 => 0.16852934658527 103 => -0.064060300588608 104 => 0.16735196113586 105 => 1.0863647460938 106 => 1.3110752105713 107 => 1.0532814264297 108 => 0.31508126854897 109 => -0.73362672328949 110 => -1.3555963039398 111 => 0.928671002388 112 => -0.0086728185415268 113 => -1.1222167015076 114 => -0.68549573421478 115 => -0.8070627450943 116 => 0.72636616230011 117 => -1.2507846355438 118 => 0.71375304460526 119 => 1.060159444809 120 => -0.64874321222305 121 => 0.79642510414124 122 => 0.21991626918316 123 => 1.3712000846863 124 => -1.1388345956802 125 => -0.099932178854942 126 => -0.94346511363983 127 => 0.69019162654877 128 => 0.34784322977066 129 => -0.35891863703728 130 => -0.18725807964802 131 => 0.039666708558798 132 => -1.989156961441 133 => -0.42408335208893 134 => 0.27322152256966 135 => 0.48862022161484 136 => -0.73327314853668 137 => 0.11136288195848 138 => -0.46315285563469 139 => 0.33538296818733 140 => -0.52630823850632 141 => -0.63024652004242 142 => -0.64021790027618 143 => -0.34445694088936 144 => 0.13730001449585 145 => -1.0885919332504 146 => 0.69493520259857 147 => 0.081461742520332 148 => -0.57177954912186 149 => 0.23441317677498 150 => -0.82504343986511 151 => 0.99816882610321 152 => 0.3186936378479 153 => 0.12347834557295 154 => -0.98538327217102 155 => -0.68894112110138 156 => -0.54302173852921 157 => 0.80666399002075 158 => 0.63665926456451 159 => 0.25466606020927 160 => 1.2371830940247 161 => -1.00721180439 162 => -0.27629482746124 163 => 0.58231419324875 164 => -0.90186703205109 165 => 0.06439870595932 166 => 0.15460374951363 167 => 0.11097253859043 168 => 1.2538940906525 169 => -0.036352496594191 170 => -1.5235252380371 171 => -0.99396169185638 172 => -0.4534974694252 173 => -0.15596380829811 174 => -0.15471765398979 175 => -0.26598232984543 176 => 0.17381784319878 177 => -0.92670488357544 178 => -0.52878922224045 179 => -0.62988382577896 180 => 0.45786905288696 181 => -0.99357718229294 182 => 0.27391865849495 183 => 0.67812168598175 184 => 0.15858273208141 185 => -0.3691880106926 186 => 0.53250694274902 187 => 0.15151338279247 188 => -1.252548456192 189 => -0.7763277888298 190 => -0.82535094022751 191 => 0.0124122351408 192 => -0.57852494716644 193 => -0.82572770118713 194 => -1.1811006069183 195 => 0.32634580135345 196 => 0.88173907995224 197 => -0.091435089707375 198 => -0.16931365430355 199 => 0.41551119089127 200 => -0.34985929727554 201 => -0.10646510869265 202 => -0.094171039760113 203 => -0.30484139919281 204 => -0.83485901355743 205 => 0.36380812525749 206 => 0.30591231584549 207 => 1.6281986236572 208 => 0.45796272158623 209 => 0.34989872574806 210 => 1.3627429008484 211 => 0.38463479280472 212 => 0.9137521982193 213 => 0.68473887443542 214 => -0.18202798068523 215 => -0.01348003745079 216 => 0.24848383665085 217 => -0.37666660547256 218 => -0.22755604982376 219 => 0.57182401418686 220 => -0.30413743853569 221 => 0.2247057557106 222 => -0.51676374673843 223 => -0.003606915473938 224 => 1.4791946411133 225 => -0.59965670108795 226 => -1.5128828287125 227 => -0.12398075312376 228 => -0.28224778175354 229 => -0.39023530483246 230 => 0.44707131385803 231 => -1.1388664245605 232 => 0.69073754549026 233 => 0.16992595791817 234 => 0.32000154256821 235 => 0.86428248882294 236 => 0.61584234237671 237 => -0.23081424832344 238 => 1.2861666679382 239 => 1.0026718378067 240 => -0.20098477602005 241 => 1.1326315402985 242 => -0.70696878433228 243 => -0.96798264980316 244 => -0.063666418194771 245 => 0.22875997424126 246 => 0.2317308485508 247 => -0.55434662103653 248 => 0.069784700870514 249 => 1.2098467350006 250 => -0.80240941047668 251 => 0.24783486127853 252 => -0.0304263420403 253 => 0.26712086796761 254 => 0.38167589902878 255 => 0.33498015999794 256 => -0.61536234617233 257 => 0.68974173069 258 => -0.61603033542633 259 => -0.21405863761902 260 => 1.3334977626801 261 => -1.297381401062 262 => 0.87056887149811 263 => -0.52059692144394 264 => -1.165727853775 265 => -0.90189504623413 266 => -0.97771239280701 267 => 0.19508790969849 268 => 0.10754315555096 269 => -0.17758187651634 270 => -0.079714953899384 271 => -0.017267225310206 272 => 0.29317635297775 273 => 0.66193413734436 274 => -0.082511931657791 275 => 0.0045541282743216 276 => -0.20404013991356 277 => -0.47689327597618 278 => -0.86201703548431 279 => -0.18450844287872 280 => -0.95588350296021 281 => 0.16308099031448 282 => -1.0030852556229 283 => -0.017505899071693 284 => 0.049668207764626 285 => 0.06206102669239 286 => -0.19552826881409 287 => -0.26594206690788 288 => -0.44811075925827 289 => -0.18713036179543 290 => 0.88500285148621 291 => 1.5822073221207 292 => 0.50925314426422 293 => 1.4035279750824 294 => -0.44878715276718 295 => 0.66472172737122 296 => 1.2236330509186 297 => -0.3335155248642 298 => -0.48288035392761 299 => -0.46066135168076 300 => 0.47503671050072 301 => 0.7162801027298 302 => 1.0660436153412 303 => 0.81506109237671 304 => -0.044365435838699 305 => 0.1180621534586 306 => 0.18930323421955 307 => -0.30909740924835 308 => 0.26282325387001 309 => -0.5603843331337 310 => -0.31833148002625 311 => 0.50197422504425 312 => -0.068555250763893 313 => -0.078937403857708 314 => -1.064968585968 315 => 0.0086731724441051 316 => 0.28472220897675 317 => 0.45026391744614 318 => 0.48601508140564 319 => 0.13366286456585 320 => -0.33519607782364 321 => -0.39848417043686 322 => -0.88632595539093 323 => -1.1136064529419 324 => 0.53730934858322 325 => 1.6265828609467 326 => -0.76412761211395 327 => -0.076420068740845 328 => -0.093867801129818 329 => -0.20306415855885 330 => 0.13916477560997 331 => 0.39959180355072 332 => 0.73247075080872 333 => -0.24977296590805 334 => -1.3784883022308 335 => 0.2232901006937 336 => 0.74383211135864 337 => 0.54670238494873 338 => 0.52658998966217 339 => 0.074518449604511 340 => 1.6947410106659 341 => -0.18430416285992 342 => -0.20559132099152 343 => -0.28233322501183 344 => -0.054691068828106 345 => 0.070248365402222 346 => 0.14566545188427 347 => 0.65387803316116 348 => 0.55278831720352 349 => 0.32440996170044 350 => -0.087948247790337 351 => -0.42150485515594 352 => -0.27695161104202 353 => 0.77757394313812 354 => 0.197789311409 355 => 0.059675477445126 356 => 0.87522065639496 357 => 1.2945139408112 358 => 0.099948287010193 359 => -0.36020734906197 360 => -0.91040682792664 361 => -0.16262826323509 362 => -0.27252459526062 363 => -0.043319448828697 364 => 0.51638919115067 365 => 1.3535370826721 366 => -0.31314820051193 367 => 0.07887776196003 368 => 0.28249070048332 369 => -0.01742297410965 370 => -0.6731635928154 371 => -0.30487850308418 372 => -0.79307198524475 373 => 0.25317490100861 374 => 0.23887911438942 375 => -1.6566908359528 376 => 0.57278060913086 377 => -0.60838210582733 378 => -0.58418732881546 379 => 1.4209102392197 380 => 0.58581125736237 381 => 0.47236227989197 382 => -0.29321187734604 383 => 0.54113435745239 384 => 0.59119611978531 385 => 0.36221361160278 386 => -0.73462808132172 387 => -1.1862790584564 388 => 0.38185614347458 389 => 0.50375866889954 390 => -0.087202429771423 391 => -0.77574861049652 392 => -1.0375583171844 393 => -0.048530347645283 394 => -0.14228294789791 395 => -0.59192234277725 396 => 1.0624248981476 397 => -0.30058825016022 398 => 0.24726787209511 399 => -0.0096580684185028 400 => -0.66165792942047 401 => -0.59942710399628 402 => -0.81732088327408 403 => 0.12701921164989 404 => -1.3675076961517 405 => 0.17005756497383 406 => 0.41207328438759 407 => -0.83863991498947 408 => 0.75646245479584 409 => 0.78589463233948 410 => 0.96471214294434 411 => 0.46542009711266 412 => 0.59825003147125 413 => -1.2816407680511 414 => 0.21766647696495 415 => -0.50289088487625 416 => 0.66167020797729 417 => 0.2744245827198 418 => -0.28197720646858 419 => 0.11546341329813 420 => 1.4436440467834 421 => 1.3453718423843 422 => -0.0088015049695969 423 => -0.45672246813774 424 => -0.56907588243484 425 => 0.70760297775269 426 => 0.67061322927475 427 => 0.48142164945602 428 => -0.87673151493073 429 => -1.2506076097488 430 => 0.66904753446579 431 => -0.012181889265776 432 => 0.56816178560257 433 => 0.49584782123566 434 => -0.38589122891426 435 => 0.086224764585495 436 => -0.89775890111923 437 => 0.9054080247879 438 => -0.52501904964447 439 => 1.7761722803116 440 => 1.8930900096893 441 => -0.6382542848587 442 => -0.52906930446625 443 => -0.30753862857819 444 => 0.24880623817444 445 => 2.7835655212402 446 => 1.2432147264481 447 => -0.65002727508545 448 => -0.27176335453987 449 => 0.96126770973206 450 => 0.45023101568222 451 => 0.010336950421333 452 => 0.010360263288021 453 => 0.84294986724854 454 => 0.66312026977539 455 => -0.79730367660522 456 => -0.4947082400322 457 => 0.67393147945404 458 => 0.65966427326202 459 => 0.4482746720314 460 => -0.42886954545975 461 => 0.16894009709358 462 => -1.1612408161163 463 => 1.3300368785858 464 => 0.50154161453247 465 => -0.48800954222679 466 => -0.27135235071182 467 => 0.27609127759933 468 => 0.45376533269882 469 => 0.36447307467461 470 => -0.038950830698013 471 => 0.48398679494858 472 => 1.1293236017227 473 => 1.0048971176147 474 => -0.38152670860291 475 => -0.42418637871742 476 => 0.42080938816071 477 => -0.24345448613167 478 => -0.40123435854912 479 => 0.29735088348389 480 => -0.13500070571899 481 => -0.23741222918034 482 => 0.16480897367001 483 => -0.28125116229057 484 => 0.15949101746082 485 => 0.42708402872086 486 => -0.67950612306595 487 => -0.43862074613571 488 => -0.76263976097107 489 => -0.71446311473846 490 => 1.1085261106491 491 => 0.61575824022293 492 => 0.46542817354202 493 => -0.44091176986694 494 => -1.6225349903107 495 => 0.23319725692272 496 => -0.58857786655426 497 => -0.20501103997231 498 => 0.9462126493454 499 => -0.45229655504227 500 => 0.37792959809303 501 => 1.5318131446838 502 => 0.25042688846588 503 => 0.17324924468994 504 => -0.093568369746208 505 => -0.8665269613266 506 => 0.33463913202286 507 => -0.75313359498978 508 => -1.0971078872681 509 => 0.49095129966736 510 => -0.15706449747086 511 => -0.4504035115242 512 => 0.58496272563934 513 => 0.069238997995853 514 => 0.22599214315414 515 => 0.21745705604553 516 => 1.049992442131 517 => 0.018518760800362 518 => -1.3087335824966 519 => 0.4642790555954 520 => 1.3518322706223 521 => -0.82077425718307 522 => -0.47442942857742 523 => -0.91334629058838 524 => -0.74980771541595 525 => 0.27470514178276 526 => 0.17234228551388 527 => -0.69860553741455 528 => 0.94780844449997 529 => -0.48163136839867 530 => -0.77852362394333 531 => -0.077305443584919 532 => 0.072723150253296 533 => 0.95690882205963 534 => -0.33209484815598 535 => -0.71344995498657 536 => 0.27198642492294 537 => 1.3432106971741 538 => 1.1800491809845 539 => -0.63028836250305 540 => -0.83956855535507 541 => -0.69449257850647 542 => 0.16757632791996 543 => -0.40324568748474 544 => -0.62951993942261 545 => 0.49116605520248 546 => -1.3775321245193 547 => -0.31295382976532 548 => 0.90536510944366 549 => -0.85548412799835 550 => 0.10577955842018 551 => -1.2725523710251 552 => -0.073431544005871 553 => 0.55558288097382 554 => 0.89385491609573 555 => 0.11258015781641 556 => -0.78924268484116 557 => -0.50891929864883 558 => -0.16465109586716 559 => 0.52712488174438 560 => 0.13428245484829 561 => 0.12954986095428 562 => 1.1882071495056 563 => 0.66160297393799 564 => 0.060995616018772 565 => -0.46910297870636 566 => -0.018281597644091 567 => -0.8743052482605 568 => -0.10586412250996 569 => 0.15558344125748 570 => 0.36354112625122 571 => -0.59162056446075 572 => -0.5439081788063 573 => 0.45683008432388 574 => -0.76024085283279 575 => -0.42998975515366 576 => -0.041057974100113 577 => -0.098192423582077 578 => -1.4890494346619 579 => -1.0311827659607 580 => 0.18248009681702 581 => -0.78032976388931 582 => 0.69235646724701 583 => -1.7473282814026 584 => -0.8004207611084 585 => 0.61554276943207 586 => -0.66597014665604 587 => -0.34333056211472 588 => 1.0140252113342 589 => -1.7125067710876 590 => 0.49100735783577 591 => -1.253734588623 592 => -0.39847108721733 593 => -0.15684638917446 594 => -0.36821931600571 595 => 0.072067305445671 596 => 0.44845128059387 597 => -1.4023730754852 598 => -0.075880132615566 599 => 0.5206515789032 600 => 0.30725413560867 601 => 0.97783482074738 602 => 1.4020541906357 603 => -1.9110522270203 604 => 0.8895959854126 605 => 1.513861656189 606 => 0.078019946813583 607 => -0.50520658493042 608 => 1.0193943977356 609 => -0.39752832055092 610 => 0.31333065032959 611 => 0.52028024196625 612 => -0.034701287746429 613 => -0.59358870983124 614 => 0.74522280693054 615 => -0.82077330350876 616 => 1.1062037944794 617 => -1.1122229099274 618 => 0.23656612634659 619 => -0.78383266925812 620 => -0.16820621490479 621 => -0.030229136347771 622 => 0.85170078277588 623 => -1.2631366252899 624 => 0.65491646528244 625 => -1.3355400562286 626 => -0.30802139639854 627 => -0.54576003551483 628 => 0.19407032430172 629 => 1.4676364660263 630 => -0.42346167564392 631 => -0.12543901801109 632 => -1.1409549713135 633 => 0.25074017047882 634 => -0.43996122479439 635 => 0.95064848661423 636 => -0.20464213192463 637 => 0.16829673945904 638 => 0.12428347766399 639 => 0.99180829524994 640 => -0.20326162874699 641 => -0.015441217459738 642 => 0.56083971261978 643 => 0.49449020624161 644 => -0.5277281999588 645 => -0.044731214642525 646 => 0.73613357543945 647 => 0.47273987531662 648 => 0.33408272266388 649 => 0.15842241048813 650 => 1.3825730085373 651 => 0.2030137181282 652 => 0.83872485160828 653 => 0.93669533729553 654 => -0.12746910750866 655 => 0.8102205991745 656 => 0.7967192530632 657 => -0.81320863962173 658 => 0.35035642981529 659 => -0.8728734254837 660 => -0.48975318670273 661 => -0.063454486429691 662 => 0.76832973957062 663 => 0.50721168518066 664 => 0.24442040920258 665 => -0.39469930529594 666 => -0.20537194609642 667 => -0.61396068334579 668 => -1.6728496551514 669 => 0.44619679450989 670 => 1.0394961833954 671 => -0.13039468228817 672 => -0.69172608852386 673 => 0.28444731235504 674 => 0.27829045057297 675 => -0.25166022777557 676 => -0.27264136075974 677 => 0.34990009665489 678 => 0.26588368415833 679 => 0.37289237976074 680 => -0.50133335590363 681 => 0.61201024055481 682 => 0.38811480998993 683 => 0.029550177976489 684 => -1.2520490884781 685 => -1.0042576789856 686 => 0.11024960875511 687 => -1.4454970359802 688 => -1.0260682106018 689 => 0.13269609212875 690 => -0.71935772895813 691 => 0.1482205092907 692 => 0.82904458045959 693 => -0.90823060274124 694 => -0.083925552666187 695 => 0.36304676532745 696 => 0.21006155014038 697 => 0.6112380027771 698 => 1.2674114704132 699 => 1.0308804512024 700 => 0.0040843784809113 701 => 0.081900238990784 702 => -0.19295974075794 703 => -0.10168369114399 704 => -0.97865331172943 705 => 0.42998445034027 706 => -1.0290486812592 707 => -0.7436066865921 708 => -0.99423879384995 709 => 0.55991625785828 710 => 0.6874383687973 711 => -0.61723816394806 712 => 0.242022767663 713 => 1.1579506397247 714 => 1.4373164176941 715 => 0.66225284337997 716 => -0.50933241844177 717 => -0.9717538356781 718 => -0.71464812755585 719 => -0.41824454069138 720 => 0.92363512516022 721 => -0.10065254569054 722 => -1.5508372783661 723 => -1.1445640325546 724 => -0.76886892318726 725 => 0.12584403157234 726 => 0.80341362953186 727 => -1.4447281360626 728 => 0.21315544843674 729 => 0.081137746572495 730 => -0.069918185472488 731 => -0.54673653841019 732 => 0.16027475893497 733 => 0.68429493904114 734 => -0.82938784360886 735 => 1.1816636323929 736 => -0.54337334632874 737 => -0.54844319820404 738 => -1.3159121274948 739 => -0.043431080877781 740 => -0.39171028137207 741 => 0.19752116501331 742 => 0.48754617571831 743 => -0.55861675739288 744 => 0.32392349839211 745 => -0.080678701400757 746 => -0.67935174703598 747 => 0.95693010091782 748 => 0.53985333442688 749 => 0.032851248979568 750 => -0.055173769593239 751 => 0.24065598845482 752 => -1.1788436174393 753 => 0.26161956787109 754 => 0.67482459545135 755 => -0.62866324186325 756 => -0.24949949979782 757 => 0.080723203718662 758 => 2.0144274234772 759 => 0.30268815159798 760 => 0.10747825354338 761 => -0.31429719924927 762 => 0.55112397670746 763 => -1.1579130887985 764 => -0.12813425064087 765 => -0.87041318416595 766 => 0.060532264411449 767 => 0.38726627826691 ] "id" => "31780" "image" => "14-1.jpg.jpg" "input_date" => 1670418177 "isbn_issn" => "9781000449419" "items" => array:1 [ 0 => array:5 [ "call_number" => "531.14 NEW M" "coll_type_name" => "Ebook" "item_code" => "EB00406K" "item_status_id" => "0" "location_id" => "" ] ] "last_update" => 1670418177 "node" => "library" "publish_place" => "" "publish_year" => 2022 "publisher" => "Taylor & Francis" "title" => "Newton's third rule and the experimental argument for universal gravity" "topics" => array:2 [ 0 => "United States" 1 => "Humans" ] ] "highlight" => array:1 [ "authors" => array:1 [ 0 => array:2 [ "matched_tokens" => array:2 [ 0 => "Domski" 1 => "Mary" ] "snippet" => "<mark>Domski</mark>, <mark>Mary</mark>" ] ] ] "highlights" => array:1 [ 0 => array:4 [ "field" => "authors" "indices" => array:1 [ 0 => 0 ] "matched_tokens" => array:1 [ 0 => array:2 [ 0 => "Domski" 1 => "Mary" ] ] "snippets" => array:1 [ 0 => "<mark>Domski</mark>, <mark>Mary</mark>" ] ] ] "text_match" => 100013 "text_match_info" => array:5 [ "best_field_score" => "48" "best_field_weight" => 213 "fields_matched" => 5 "score" => "100013" "tokens_matched" => 0 ] ] ] "out_of" => 26312 "page" => 1 "request_params" => array:3 [ "collection_name" => "library_biblios" "per_page" => 10 "q" => " \"Domski, Mary\"" ] "search_cutoff" => false "search_time_ms" => 4 ]
Documents 📂: array:1 [ 0 => array:16 [ "authors" => array:1 [ 0 => "Domski, Mary" ] "biblio_id" => "31780" "embedding" => array:768 [ 0 => 1.0028281211853 1 => 2.2227621078491 2 => -3.4721851348877 3 => -0.852723300457 4 => 1.3510665893555 5 => 2.4881815910339 6 => -0.021198838949203 7 => 0.50410628318787 8 => -0.99579000473022 9 => 0.34208393096924 10 => 0.60921764373779 11 => -0.45243376493454 12 => 1.3349959850311 13 => 0.021502405405045 14 => -0.571702003479 15 => 0.16682016849518 16 => 0.4987581372261 17 => -0.64765453338623 18 => 0.72092789411545 19 => 0.96407878398895 20 => -0.80571585893631 21 => -0.20981398224831 22 => -1.2394000291824 23 => -0.47109317779541 24 => 1.1880291700363 25 => 0.11092539131641 26 => 0.069451309740543 27 => -0.34955856204033 28 => -0.83183634281158 29 => -0.17769403755665 30 => 0.95304107666016 31 => -0.37505400180817 32 => 0.58234763145447 33 => -0.59761142730713 34 => -0.92660462856293 35 => -2.0559422969818 36 => 0.64583337306976 37 => 1.5296173095703 38 => -0.25987905263901 39 => 0.13499872386456 40 => -0.63059687614441 41 => -0.22832551598549 42 => -0.25089281797409 43 => -0.11882892251015 44 => 0.53247970342636 45 => -0.45366328954697 46 => -0.29241028428078 47 => -0.1609488427639 48 => 0.7148774266243 49 => 0.26238831877708 50 => -0.10687543451786 51 => 0.094484612345695 52 => 0.52956986427307 53 => -0.80892354249954 54 => 0.18780529499054 55 => 0.75128674507141 56 => -0.0606399923563 57 => -0.57795256376266 58 => 0.88354575634003 59 => -0.032978668808937 60 => 0.39893037080765 61 => -0.18194031715393 62 => 0.56020373106003 63 => 0.11696708202362 64 => 1.3764777183533 65 => -0.59873265028 66 => -0.25914725661278 67 => 0.60631239414215 68 => -0.27992326021194 69 => -0.2694585621357 70 => 0.69456607103348 71 => -1.3482766151428 72 => 1.2321033477783 73 => -0.41119882464409 74 => -0.5563799738884 75 => 0.64118546247482 76 => -1.1576194763184 77 => -0.10840589553118 78 => -0.61475247144699 79 => 0.38032323122025 80 => -0.052249822765589 81 => 0.38079276680946 82 => 1.5477710962296 83 => 0.23114165663719 84 => 0.41193896532059 85 => -1.2543807029724 86 => 0.4909833073616 87 => -0.8867861032486 88 => -0.69338864088058 89 => 1.7962779998779 90 => -0.45771890878677 91 => -0.36251038312912 92 => 0.95895403623581 93 => 0.14181573688984 94 => -1.3668382167816 95 => -0.64719694852829 96 => 0.17399908602238 97 => 1.3378576040268 98 => -0.40812149643898 99 => 0.35816261172295 100 => -1.510951757431 101 => 0.049173876643181 102 => 0.16852934658527 103 => -0.064060300588608 104 => 0.16735196113586 105 => 1.0863647460938 106 => 1.3110752105713 107 => 1.0532814264297 108 => 0.31508126854897 109 => -0.73362672328949 110 => -1.3555963039398 111 => 0.928671002388 112 => -0.0086728185415268 113 => -1.1222167015076 114 => -0.68549573421478 115 => -0.8070627450943 116 => 0.72636616230011 117 => -1.2507846355438 118 => 0.71375304460526 119 => 1.060159444809 120 => -0.64874321222305 121 => 0.79642510414124 122 => 0.21991626918316 123 => 1.3712000846863 124 => -1.1388345956802 125 => -0.099932178854942 126 => -0.94346511363983 127 => 0.69019162654877 128 => 0.34784322977066 129 => -0.35891863703728 130 => -0.18725807964802 131 => 0.039666708558798 132 => -1.989156961441 133 => -0.42408335208893 134 => 0.27322152256966 135 => 0.48862022161484 136 => -0.73327314853668 137 => 0.11136288195848 138 => -0.46315285563469 139 => 0.33538296818733 140 => -0.52630823850632 141 => -0.63024652004242 142 => -0.64021790027618 143 => -0.34445694088936 144 => 0.13730001449585 145 => -1.0885919332504 146 => 0.69493520259857 147 => 0.081461742520332 148 => -0.57177954912186 149 => 0.23441317677498 150 => -0.82504343986511 151 => 0.99816882610321 152 => 0.3186936378479 153 => 0.12347834557295 154 => -0.98538327217102 155 => -0.68894112110138 156 => -0.54302173852921 157 => 0.80666399002075 158 => 0.63665926456451 159 => 0.25466606020927 160 => 1.2371830940247 161 => -1.00721180439 162 => -0.27629482746124 163 => 0.58231419324875 164 => -0.90186703205109 165 => 0.06439870595932 166 => 0.15460374951363 167 => 0.11097253859043 168 => 1.2538940906525 169 => -0.036352496594191 170 => -1.5235252380371 171 => -0.99396169185638 172 => -0.4534974694252 173 => -0.15596380829811 174 => -0.15471765398979 175 => -0.26598232984543 176 => 0.17381784319878 177 => -0.92670488357544 178 => -0.52878922224045 179 => -0.62988382577896 180 => 0.45786905288696 181 => -0.99357718229294 182 => 0.27391865849495 183 => 0.67812168598175 184 => 0.15858273208141 185 => -0.3691880106926 186 => 0.53250694274902 187 => 0.15151338279247 188 => -1.252548456192 189 => -0.7763277888298 190 => -0.82535094022751 191 => 0.0124122351408 192 => -0.57852494716644 193 => -0.82572770118713 194 => -1.1811006069183 195 => 0.32634580135345 196 => 0.88173907995224 197 => -0.091435089707375 198 => -0.16931365430355 199 => 0.41551119089127 200 => -0.34985929727554 201 => -0.10646510869265 202 => -0.094171039760113 203 => -0.30484139919281 204 => -0.83485901355743 205 => 0.36380812525749 206 => 0.30591231584549 207 => 1.6281986236572 208 => 0.45796272158623 209 => 0.34989872574806 210 => 1.3627429008484 211 => 0.38463479280472 212 => 0.9137521982193 213 => 0.68473887443542 214 => -0.18202798068523 215 => -0.01348003745079 216 => 0.24848383665085 217 => -0.37666660547256 218 => -0.22755604982376 219 => 0.57182401418686 220 => -0.30413743853569 221 => 0.2247057557106 222 => -0.51676374673843 223 => -0.003606915473938 224 => 1.4791946411133 225 => -0.59965670108795 226 => -1.5128828287125 227 => -0.12398075312376 228 => -0.28224778175354 229 => -0.39023530483246 230 => 0.44707131385803 231 => -1.1388664245605 232 => 0.69073754549026 233 => 0.16992595791817 234 => 0.32000154256821 235 => 0.86428248882294 236 => 0.61584234237671 237 => -0.23081424832344 238 => 1.2861666679382 239 => 1.0026718378067 240 => -0.20098477602005 241 => 1.1326315402985 242 => -0.70696878433228 243 => -0.96798264980316 244 => -0.063666418194771 245 => 0.22875997424126 246 => 0.2317308485508 247 => -0.55434662103653 248 => 0.069784700870514 249 => 1.2098467350006 250 => -0.80240941047668 251 => 0.24783486127853 252 => -0.0304263420403 253 => 0.26712086796761 254 => 0.38167589902878 255 => 0.33498015999794 256 => -0.61536234617233 257 => 0.68974173069 258 => -0.61603033542633 259 => -0.21405863761902 260 => 1.3334977626801 261 => -1.297381401062 262 => 0.87056887149811 263 => -0.52059692144394 264 => -1.165727853775 265 => -0.90189504623413 266 => -0.97771239280701 267 => 0.19508790969849 268 => 0.10754315555096 269 => -0.17758187651634 270 => -0.079714953899384 271 => -0.017267225310206 272 => 0.29317635297775 273 => 0.66193413734436 274 => -0.082511931657791 275 => 0.0045541282743216 276 => -0.20404013991356 277 => -0.47689327597618 278 => -0.86201703548431 279 => -0.18450844287872 280 => -0.95588350296021 281 => 0.16308099031448 282 => -1.0030852556229 283 => -0.017505899071693 284 => 0.049668207764626 285 => 0.06206102669239 286 => -0.19552826881409 287 => -0.26594206690788 288 => -0.44811075925827 289 => -0.18713036179543 290 => 0.88500285148621 291 => 1.5822073221207 292 => 0.50925314426422 293 => 1.4035279750824 294 => -0.44878715276718 295 => 0.66472172737122 296 => 1.2236330509186 297 => -0.3335155248642 298 => -0.48288035392761 299 => -0.46066135168076 300 => 0.47503671050072 301 => 0.7162801027298 302 => 1.0660436153412 303 => 0.81506109237671 304 => -0.044365435838699 305 => 0.1180621534586 306 => 0.18930323421955 307 => -0.30909740924835 308 => 0.26282325387001 309 => -0.5603843331337 310 => -0.31833148002625 311 => 0.50197422504425 312 => -0.068555250763893 313 => -0.078937403857708 314 => -1.064968585968 315 => 0.0086731724441051 316 => 0.28472220897675 317 => 0.45026391744614 318 => 0.48601508140564 319 => 0.13366286456585 320 => -0.33519607782364 321 => -0.39848417043686 322 => -0.88632595539093 323 => -1.1136064529419 324 => 0.53730934858322 325 => 1.6265828609467 326 => -0.76412761211395 327 => -0.076420068740845 328 => -0.093867801129818 329 => -0.20306415855885 330 => 0.13916477560997 331 => 0.39959180355072 332 => 0.73247075080872 333 => -0.24977296590805 334 => -1.3784883022308 335 => 0.2232901006937 336 => 0.74383211135864 337 => 0.54670238494873 338 => 0.52658998966217 339 => 0.074518449604511 340 => 1.6947410106659 341 => -0.18430416285992 342 => -0.20559132099152 343 => -0.28233322501183 344 => -0.054691068828106 345 => 0.070248365402222 346 => 0.14566545188427 347 => 0.65387803316116 348 => 0.55278831720352 349 => 0.32440996170044 350 => -0.087948247790337 351 => -0.42150485515594 352 => -0.27695161104202 353 => 0.77757394313812 354 => 0.197789311409 355 => 0.059675477445126 356 => 0.87522065639496 357 => 1.2945139408112 358 => 0.099948287010193 359 => -0.36020734906197 360 => -0.91040682792664 361 => -0.16262826323509 362 => -0.27252459526062 363 => -0.043319448828697 364 => 0.51638919115067 365 => 1.3535370826721 366 => -0.31314820051193 367 => 0.07887776196003 368 => 0.28249070048332 369 => -0.01742297410965 370 => -0.6731635928154 371 => -0.30487850308418 372 => -0.79307198524475 373 => 0.25317490100861 374 => 0.23887911438942 375 => -1.6566908359528 376 => 0.57278060913086 377 => -0.60838210582733 378 => -0.58418732881546 379 => 1.4209102392197 380 => 0.58581125736237 381 => 0.47236227989197 382 => -0.29321187734604 383 => 0.54113435745239 384 => 0.59119611978531 385 => 0.36221361160278 386 => -0.73462808132172 387 => -1.1862790584564 388 => 0.38185614347458 389 => 0.50375866889954 390 => -0.087202429771423 391 => -0.77574861049652 392 => -1.0375583171844 393 => -0.048530347645283 394 => -0.14228294789791 395 => -0.59192234277725 396 => 1.0624248981476 397 => -0.30058825016022 398 => 0.24726787209511 399 => -0.0096580684185028 400 => -0.66165792942047 401 => -0.59942710399628 402 => -0.81732088327408 403 => 0.12701921164989 404 => -1.3675076961517 405 => 0.17005756497383 406 => 0.41207328438759 407 => -0.83863991498947 408 => 0.75646245479584 409 => 0.78589463233948 410 => 0.96471214294434 411 => 0.46542009711266 412 => 0.59825003147125 413 => -1.2816407680511 414 => 0.21766647696495 415 => -0.50289088487625 416 => 0.66167020797729 417 => 0.2744245827198 418 => -0.28197720646858 419 => 0.11546341329813 420 => 1.4436440467834 421 => 1.3453718423843 422 => -0.0088015049695969 423 => -0.45672246813774 424 => -0.56907588243484 425 => 0.70760297775269 426 => 0.67061322927475 427 => 0.48142164945602 428 => -0.87673151493073 429 => -1.2506076097488 430 => 0.66904753446579 431 => -0.012181889265776 432 => 0.56816178560257 433 => 0.49584782123566 434 => -0.38589122891426 435 => 0.086224764585495 436 => -0.89775890111923 437 => 0.9054080247879 438 => -0.52501904964447 439 => 1.7761722803116 440 => 1.8930900096893 441 => -0.6382542848587 442 => -0.52906930446625 443 => -0.30753862857819 444 => 0.24880623817444 445 => 2.7835655212402 446 => 1.2432147264481 447 => -0.65002727508545 448 => -0.27176335453987 449 => 0.96126770973206 450 => 0.45023101568222 451 => 0.010336950421333 452 => 0.010360263288021 453 => 0.84294986724854 454 => 0.66312026977539 455 => -0.79730367660522 456 => -0.4947082400322 457 => 0.67393147945404 458 => 0.65966427326202 459 => 0.4482746720314 460 => -0.42886954545975 461 => 0.16894009709358 462 => -1.1612408161163 463 => 1.3300368785858 464 => 0.50154161453247 465 => -0.48800954222679 466 => -0.27135235071182 467 => 0.27609127759933 468 => 0.45376533269882 469 => 0.36447307467461 470 => -0.038950830698013 471 => 0.48398679494858 472 => 1.1293236017227 473 => 1.0048971176147 474 => -0.38152670860291 475 => -0.42418637871742 476 => 0.42080938816071 477 => -0.24345448613167 478 => -0.40123435854912 479 => 0.29735088348389 480 => -0.13500070571899 481 => -0.23741222918034 482 => 0.16480897367001 483 => -0.28125116229057 484 => 0.15949101746082 485 => 0.42708402872086 486 => -0.67950612306595 487 => -0.43862074613571 488 => -0.76263976097107 489 => -0.71446311473846 490 => 1.1085261106491 491 => 0.61575824022293 492 => 0.46542817354202 493 => -0.44091176986694 494 => -1.6225349903107 495 => 0.23319725692272 496 => -0.58857786655426 497 => -0.20501103997231 498 => 0.9462126493454 499 => -0.45229655504227 500 => 0.37792959809303 501 => 1.5318131446838 502 => 0.25042688846588 503 => 0.17324924468994 504 => -0.093568369746208 505 => -0.8665269613266 506 => 0.33463913202286 507 => -0.75313359498978 508 => -1.0971078872681 509 => 0.49095129966736 510 => -0.15706449747086 511 => -0.4504035115242 512 => 0.58496272563934 513 => 0.069238997995853 514 => 0.22599214315414 515 => 0.21745705604553 516 => 1.049992442131 517 => 0.018518760800362 518 => -1.3087335824966 519 => 0.4642790555954 520 => 1.3518322706223 521 => -0.82077425718307 522 => -0.47442942857742 523 => -0.91334629058838 524 => -0.74980771541595 525 => 0.27470514178276 526 => 0.17234228551388 527 => -0.69860553741455 528 => 0.94780844449997 529 => -0.48163136839867 530 => -0.77852362394333 531 => -0.077305443584919 532 => 0.072723150253296 533 => 0.95690882205963 534 => -0.33209484815598 535 => -0.71344995498657 536 => 0.27198642492294 537 => 1.3432106971741 538 => 1.1800491809845 539 => -0.63028836250305 540 => -0.83956855535507 541 => -0.69449257850647 542 => 0.16757632791996 543 => -0.40324568748474 544 => -0.62951993942261 545 => 0.49116605520248 546 => -1.3775321245193 547 => -0.31295382976532 548 => 0.90536510944366 549 => -0.85548412799835 550 => 0.10577955842018 551 => -1.2725523710251 552 => -0.073431544005871 553 => 0.55558288097382 554 => 0.89385491609573 555 => 0.11258015781641 556 => -0.78924268484116 557 => -0.50891929864883 558 => -0.16465109586716 559 => 0.52712488174438 560 => 0.13428245484829 561 => 0.12954986095428 562 => 1.1882071495056 563 => 0.66160297393799 564 => 0.060995616018772 565 => -0.46910297870636 566 => -0.018281597644091 567 => -0.8743052482605 568 => -0.10586412250996 569 => 0.15558344125748 570 => 0.36354112625122 571 => -0.59162056446075 572 => -0.5439081788063 573 => 0.45683008432388 574 => -0.76024085283279 575 => -0.42998975515366 576 => -0.041057974100113 577 => -0.098192423582077 578 => -1.4890494346619 579 => -1.0311827659607 580 => 0.18248009681702 581 => -0.78032976388931 582 => 0.69235646724701 583 => -1.7473282814026 584 => -0.8004207611084 585 => 0.61554276943207 586 => -0.66597014665604 587 => -0.34333056211472 588 => 1.0140252113342 589 => -1.7125067710876 590 => 0.49100735783577 591 => -1.253734588623 592 => -0.39847108721733 593 => -0.15684638917446 594 => -0.36821931600571 595 => 0.072067305445671 596 => 0.44845128059387 597 => -1.4023730754852 598 => -0.075880132615566 599 => 0.5206515789032 600 => 0.30725413560867 601 => 0.97783482074738 602 => 1.4020541906357 603 => -1.9110522270203 604 => 0.8895959854126 605 => 1.513861656189 606 => 0.078019946813583 607 => -0.50520658493042 608 => 1.0193943977356 609 => -0.39752832055092 610 => 0.31333065032959 611 => 0.52028024196625 612 => -0.034701287746429 613 => -0.59358870983124 614 => 0.74522280693054 615 => -0.82077330350876 616 => 1.1062037944794 617 => -1.1122229099274 618 => 0.23656612634659 619 => -0.78383266925812 620 => -0.16820621490479 621 => -0.030229136347771 622 => 0.85170078277588 623 => -1.2631366252899 624 => 0.65491646528244 625 => -1.3355400562286 626 => -0.30802139639854 627 => -0.54576003551483 628 => 0.19407032430172 629 => 1.4676364660263 630 => -0.42346167564392 631 => -0.12543901801109 632 => -1.1409549713135 633 => 0.25074017047882 634 => -0.43996122479439 635 => 0.95064848661423 636 => -0.20464213192463 637 => 0.16829673945904 638 => 0.12428347766399 639 => 0.99180829524994 640 => -0.20326162874699 641 => -0.015441217459738 642 => 0.56083971261978 643 => 0.49449020624161 644 => -0.5277281999588 645 => -0.044731214642525 646 => 0.73613357543945 647 => 0.47273987531662 648 => 0.33408272266388 649 => 0.15842241048813 650 => 1.3825730085373 651 => 0.2030137181282 652 => 0.83872485160828 653 => 0.93669533729553 654 => -0.12746910750866 655 => 0.8102205991745 656 => 0.7967192530632 657 => -0.81320863962173 658 => 0.35035642981529 659 => -0.8728734254837 660 => -0.48975318670273 661 => -0.063454486429691 662 => 0.76832973957062 663 => 0.50721168518066 664 => 0.24442040920258 665 => -0.39469930529594 666 => -0.20537194609642 667 => -0.61396068334579 668 => -1.6728496551514 669 => 0.44619679450989 670 => 1.0394961833954 671 => -0.13039468228817 672 => -0.69172608852386 673 => 0.28444731235504 674 => 0.27829045057297 675 => -0.25166022777557 676 => -0.27264136075974 677 => 0.34990009665489 678 => 0.26588368415833 679 => 0.37289237976074 680 => -0.50133335590363 681 => 0.61201024055481 682 => 0.38811480998993 683 => 0.029550177976489 684 => -1.2520490884781 685 => -1.0042576789856 686 => 0.11024960875511 687 => -1.4454970359802 688 => -1.0260682106018 689 => 0.13269609212875 690 => -0.71935772895813 691 => 0.1482205092907 692 => 0.82904458045959 693 => -0.90823060274124 694 => -0.083925552666187 695 => 0.36304676532745 696 => 0.21006155014038 697 => 0.6112380027771 698 => 1.2674114704132 699 => 1.0308804512024 700 => 0.0040843784809113 701 => 0.081900238990784 702 => -0.19295974075794 703 => -0.10168369114399 704 => -0.97865331172943 705 => 0.42998445034027 706 => -1.0290486812592 707 => -0.7436066865921 708 => -0.99423879384995 709 => 0.55991625785828 710 => 0.6874383687973 711 => -0.61723816394806 712 => 0.242022767663 713 => 1.1579506397247 714 => 1.4373164176941 715 => 0.66225284337997 716 => -0.50933241844177 717 => -0.9717538356781 718 => -0.71464812755585 719 => -0.41824454069138 720 => 0.92363512516022 721 => -0.10065254569054 722 => -1.5508372783661 723 => -1.1445640325546 724 => -0.76886892318726 725 => 0.12584403157234 726 => 0.80341362953186 727 => -1.4447281360626 728 => 0.21315544843674 729 => 0.081137746572495 730 => -0.069918185472488 731 => -0.54673653841019 732 => 0.16027475893497 733 => 0.68429493904114 734 => -0.82938784360886 735 => 1.1816636323929 736 => -0.54337334632874 737 => -0.54844319820404 738 => -1.3159121274948 739 => -0.043431080877781 740 => -0.39171028137207 741 => 0.19752116501331 742 => 0.48754617571831 743 => -0.55861675739288 744 => 0.32392349839211 745 => -0.080678701400757 746 => -0.67935174703598 747 => 0.95693010091782 748 => 0.53985333442688 749 => 0.032851248979568 750 => -0.055173769593239 751 => 0.24065598845482 752 => -1.1788436174393 753 => 0.26161956787109 754 => 0.67482459545135 755 => -0.62866324186325 756 => -0.24949949979782 757 => 0.080723203718662 758 => 2.0144274234772 759 => 0.30268815159798 760 => 0.10747825354338 761 => -0.31429719924927 762 => 0.55112397670746 763 => -1.1579130887985 764 => -0.12813425064087 765 => -0.87041318416595 766 => 0.060532264411449 767 => 0.38726627826691 ] "id" => "31780" "image" => "14-1.jpg.jpg" "input_date" => 1670418177 "isbn_issn" => "9781000449419" "items" => array:1 [ 0 => array:5 [ "call_number" => "531.14 NEW M" "coll_type_name" => "Ebook" "item_code" => "EB00406K" "item_status_id" => "0" "location_id" => "" ] ] "last_update" => 1670418177 "node" => "library" "publish_place" => "" "publish_year" => 2022 "publisher" => "Taylor & Francis" "title" => "Newton's third rule and the experimental argument for universal gravity" "topics" => array:2 [ 0 => "United States" 1 => "Humans" ] "raw" => array:5 [ "document" => array:15 [ "authors" => array:1 [ 0 => "Domski, Mary" ] "biblio_id" => "31780" "embedding" => array:768 [ 0 => 1.0028281211853 1 => 2.2227621078491 2 => -3.4721851348877 3 => -0.852723300457 4 => 1.3510665893555 5 => 2.4881815910339 6 => -0.021198838949203 7 => 0.50410628318787 8 => -0.99579000473022 9 => 0.34208393096924 10 => 0.60921764373779 11 => -0.45243376493454 12 => 1.3349959850311 13 => 0.021502405405045 14 => -0.571702003479 15 => 0.16682016849518 16 => 0.4987581372261 17 => -0.64765453338623 18 => 0.72092789411545 19 => 0.96407878398895 20 => -0.80571585893631 21 => -0.20981398224831 22 => -1.2394000291824 23 => -0.47109317779541 24 => 1.1880291700363 25 => 0.11092539131641 26 => 0.069451309740543 27 => -0.34955856204033 28 => -0.83183634281158 29 => -0.17769403755665 30 => 0.95304107666016 31 => -0.37505400180817 32 => 0.58234763145447 33 => -0.59761142730713 34 => -0.92660462856293 35 => -2.0559422969818 36 => 0.64583337306976 37 => 1.5296173095703 38 => -0.25987905263901 39 => 0.13499872386456 40 => -0.63059687614441 41 => -0.22832551598549 42 => -0.25089281797409 43 => -0.11882892251015 44 => 0.53247970342636 45 => -0.45366328954697 46 => -0.29241028428078 47 => -0.1609488427639 48 => 0.7148774266243 49 => 0.26238831877708 50 => -0.10687543451786 51 => 0.094484612345695 52 => 0.52956986427307 53 => -0.80892354249954 54 => 0.18780529499054 55 => 0.75128674507141 56 => -0.0606399923563 57 => -0.57795256376266 58 => 0.88354575634003 59 => -0.032978668808937 60 => 0.39893037080765 61 => -0.18194031715393 62 => 0.56020373106003 63 => 0.11696708202362 64 => 1.3764777183533 65 => -0.59873265028 66 => -0.25914725661278 67 => 0.60631239414215 68 => -0.27992326021194 69 => -0.2694585621357 70 => 0.69456607103348 71 => -1.3482766151428 72 => 1.2321033477783 73 => -0.41119882464409 74 => -0.5563799738884 75 => 0.64118546247482 76 => -1.1576194763184 77 => -0.10840589553118 78 => -0.61475247144699 79 => 0.38032323122025 80 => -0.052249822765589 81 => 0.38079276680946 82 => 1.5477710962296 83 => 0.23114165663719 84 => 0.41193896532059 85 => -1.2543807029724 86 => 0.4909833073616 87 => -0.8867861032486 88 => -0.69338864088058 89 => 1.7962779998779 90 => -0.45771890878677 91 => -0.36251038312912 92 => 0.95895403623581 93 => 0.14181573688984 94 => -1.3668382167816 95 => -0.64719694852829 96 => 0.17399908602238 97 => 1.3378576040268 98 => -0.40812149643898 99 => 0.35816261172295 100 => -1.510951757431 101 => 0.049173876643181 102 => 0.16852934658527 103 => -0.064060300588608 104 => 0.16735196113586 105 => 1.0863647460938 106 => 1.3110752105713 107 => 1.0532814264297 108 => 0.31508126854897 109 => -0.73362672328949 110 => -1.3555963039398 111 => 0.928671002388 112 => -0.0086728185415268 113 => -1.1222167015076 114 => -0.68549573421478 115 => -0.8070627450943 116 => 0.72636616230011 117 => -1.2507846355438 118 => 0.71375304460526 119 => 1.060159444809 120 => -0.64874321222305 121 => 0.79642510414124 122 => 0.21991626918316 123 => 1.3712000846863 124 => -1.1388345956802 125 => -0.099932178854942 126 => -0.94346511363983 127 => 0.69019162654877 128 => 0.34784322977066 129 => -0.35891863703728 130 => -0.18725807964802 131 => 0.039666708558798 132 => -1.989156961441 133 => -0.42408335208893 134 => 0.27322152256966 135 => 0.48862022161484 136 => -0.73327314853668 137 => 0.11136288195848 138 => -0.46315285563469 139 => 0.33538296818733 140 => -0.52630823850632 141 => -0.63024652004242 142 => -0.64021790027618 143 => -0.34445694088936 144 => 0.13730001449585 145 => -1.0885919332504 146 => 0.69493520259857 147 => 0.081461742520332 148 => -0.57177954912186 149 => 0.23441317677498 150 => -0.82504343986511 151 => 0.99816882610321 152 => 0.3186936378479 153 => 0.12347834557295 154 => -0.98538327217102 155 => -0.68894112110138 156 => -0.54302173852921 157 => 0.80666399002075 158 => 0.63665926456451 159 => 0.25466606020927 160 => 1.2371830940247 161 => -1.00721180439 162 => -0.27629482746124 163 => 0.58231419324875 164 => -0.90186703205109 165 => 0.06439870595932 166 => 0.15460374951363 167 => 0.11097253859043 168 => 1.2538940906525 169 => -0.036352496594191 170 => -1.5235252380371 171 => -0.99396169185638 172 => -0.4534974694252 173 => -0.15596380829811 174 => -0.15471765398979 175 => -0.26598232984543 176 => 0.17381784319878 177 => -0.92670488357544 178 => -0.52878922224045 179 => -0.62988382577896 180 => 0.45786905288696 181 => -0.99357718229294 182 => 0.27391865849495 183 => 0.67812168598175 184 => 0.15858273208141 185 => -0.3691880106926 186 => 0.53250694274902 187 => 0.15151338279247 188 => -1.252548456192 189 => -0.7763277888298 190 => -0.82535094022751 191 => 0.0124122351408 192 => -0.57852494716644 193 => -0.82572770118713 194 => -1.1811006069183 195 => 0.32634580135345 196 => 0.88173907995224 197 => -0.091435089707375 198 => -0.16931365430355 199 => 0.41551119089127 200 => -0.34985929727554 201 => -0.10646510869265 202 => -0.094171039760113 203 => -0.30484139919281 204 => -0.83485901355743 205 => 0.36380812525749 206 => 0.30591231584549 207 => 1.6281986236572 208 => 0.45796272158623 209 => 0.34989872574806 210 => 1.3627429008484 211 => 0.38463479280472 212 => 0.9137521982193 213 => 0.68473887443542 214 => -0.18202798068523 215 => -0.01348003745079 216 => 0.24848383665085 217 => -0.37666660547256 218 => -0.22755604982376 219 => 0.57182401418686 220 => -0.30413743853569 221 => 0.2247057557106 222 => -0.51676374673843 223 => -0.003606915473938 224 => 1.4791946411133 225 => -0.59965670108795 226 => -1.5128828287125 227 => -0.12398075312376 228 => -0.28224778175354 229 => -0.39023530483246 230 => 0.44707131385803 231 => -1.1388664245605 232 => 0.69073754549026 233 => 0.16992595791817 234 => 0.32000154256821 235 => 0.86428248882294 236 => 0.61584234237671 237 => -0.23081424832344 238 => 1.2861666679382 239 => 1.0026718378067 240 => -0.20098477602005 241 => 1.1326315402985 242 => -0.70696878433228 243 => -0.96798264980316 244 => -0.063666418194771 245 => 0.22875997424126 246 => 0.2317308485508 247 => -0.55434662103653 248 => 0.069784700870514 249 => 1.2098467350006 250 => -0.80240941047668 251 => 0.24783486127853 252 => -0.0304263420403 253 => 0.26712086796761 254 => 0.38167589902878 255 => 0.33498015999794 256 => -0.61536234617233 257 => 0.68974173069 258 => -0.61603033542633 259 => -0.21405863761902 260 => 1.3334977626801 261 => -1.297381401062 262 => 0.87056887149811 263 => -0.52059692144394 264 => -1.165727853775 265 => -0.90189504623413 266 => -0.97771239280701 267 => 0.19508790969849 268 => 0.10754315555096 269 => -0.17758187651634 270 => -0.079714953899384 271 => -0.017267225310206 272 => 0.29317635297775 273 => 0.66193413734436 274 => -0.082511931657791 275 => 0.0045541282743216 276 => -0.20404013991356 277 => -0.47689327597618 278 => -0.86201703548431 279 => -0.18450844287872 280 => -0.95588350296021 281 => 0.16308099031448 282 => -1.0030852556229 283 => -0.017505899071693 284 => 0.049668207764626 285 => 0.06206102669239 286 => -0.19552826881409 287 => -0.26594206690788 288 => -0.44811075925827 289 => -0.18713036179543 290 => 0.88500285148621 291 => 1.5822073221207 292 => 0.50925314426422 293 => 1.4035279750824 294 => -0.44878715276718 295 => 0.66472172737122 296 => 1.2236330509186 297 => -0.3335155248642 298 => -0.48288035392761 299 => -0.46066135168076 300 => 0.47503671050072 301 => 0.7162801027298 302 => 1.0660436153412 303 => 0.81506109237671 304 => -0.044365435838699 305 => 0.1180621534586 306 => 0.18930323421955 307 => -0.30909740924835 308 => 0.26282325387001 309 => -0.5603843331337 310 => -0.31833148002625 311 => 0.50197422504425 312 => -0.068555250763893 313 => -0.078937403857708 314 => -1.064968585968 315 => 0.0086731724441051 316 => 0.28472220897675 317 => 0.45026391744614 318 => 0.48601508140564 319 => 0.13366286456585 320 => -0.33519607782364 321 => -0.39848417043686 322 => -0.88632595539093 323 => -1.1136064529419 324 => 0.53730934858322 325 => 1.6265828609467 326 => -0.76412761211395 327 => -0.076420068740845 328 => -0.093867801129818 329 => -0.20306415855885 330 => 0.13916477560997 331 => 0.39959180355072 332 => 0.73247075080872 333 => -0.24977296590805 334 => -1.3784883022308 335 => 0.2232901006937 336 => 0.74383211135864 337 => 0.54670238494873 338 => 0.52658998966217 339 => 0.074518449604511 340 => 1.6947410106659 341 => -0.18430416285992 342 => -0.20559132099152 343 => -0.28233322501183 344 => -0.054691068828106 345 => 0.070248365402222 346 => 0.14566545188427 347 => 0.65387803316116 348 => 0.55278831720352 349 => 0.32440996170044 350 => -0.087948247790337 351 => -0.42150485515594 352 => -0.27695161104202 353 => 0.77757394313812 354 => 0.197789311409 355 => 0.059675477445126 356 => 0.87522065639496 357 => 1.2945139408112 358 => 0.099948287010193 359 => -0.36020734906197 360 => -0.91040682792664 361 => -0.16262826323509 362 => -0.27252459526062 363 => -0.043319448828697 364 => 0.51638919115067 365 => 1.3535370826721 366 => -0.31314820051193 367 => 0.07887776196003 368 => 0.28249070048332 369 => -0.01742297410965 370 => -0.6731635928154 371 => -0.30487850308418 372 => -0.79307198524475 373 => 0.25317490100861 374 => 0.23887911438942 375 => -1.6566908359528 376 => 0.57278060913086 377 => -0.60838210582733 378 => -0.58418732881546 379 => 1.4209102392197 380 => 0.58581125736237 381 => 0.47236227989197 382 => -0.29321187734604 383 => 0.54113435745239 384 => 0.59119611978531 385 => 0.36221361160278 386 => -0.73462808132172 387 => -1.1862790584564 388 => 0.38185614347458 389 => 0.50375866889954 390 => -0.087202429771423 391 => -0.77574861049652 392 => -1.0375583171844 393 => -0.048530347645283 394 => -0.14228294789791 395 => -0.59192234277725 396 => 1.0624248981476 397 => -0.30058825016022 398 => 0.24726787209511 399 => -0.0096580684185028 400 => -0.66165792942047 401 => -0.59942710399628 402 => -0.81732088327408 403 => 0.12701921164989 404 => -1.3675076961517 405 => 0.17005756497383 406 => 0.41207328438759 407 => -0.83863991498947 408 => 0.75646245479584 409 => 0.78589463233948 410 => 0.96471214294434 411 => 0.46542009711266 412 => 0.59825003147125 413 => -1.2816407680511 414 => 0.21766647696495 415 => -0.50289088487625 416 => 0.66167020797729 417 => 0.2744245827198 418 => -0.28197720646858 419 => 0.11546341329813 420 => 1.4436440467834 421 => 1.3453718423843 422 => -0.0088015049695969 423 => -0.45672246813774 424 => -0.56907588243484 425 => 0.70760297775269 426 => 0.67061322927475 427 => 0.48142164945602 428 => -0.87673151493073 429 => -1.2506076097488 430 => 0.66904753446579 431 => -0.012181889265776 432 => 0.56816178560257 433 => 0.49584782123566 434 => -0.38589122891426 435 => 0.086224764585495 436 => -0.89775890111923 437 => 0.9054080247879 438 => -0.52501904964447 439 => 1.7761722803116 440 => 1.8930900096893 441 => -0.6382542848587 442 => -0.52906930446625 443 => -0.30753862857819 444 => 0.24880623817444 445 => 2.7835655212402 446 => 1.2432147264481 447 => -0.65002727508545 448 => -0.27176335453987 449 => 0.96126770973206 450 => 0.45023101568222 451 => 0.010336950421333 452 => 0.010360263288021 453 => 0.84294986724854 454 => 0.66312026977539 455 => -0.79730367660522 456 => -0.4947082400322 457 => 0.67393147945404 458 => 0.65966427326202 459 => 0.4482746720314 460 => -0.42886954545975 461 => 0.16894009709358 462 => -1.1612408161163 463 => 1.3300368785858 464 => 0.50154161453247 465 => -0.48800954222679 466 => -0.27135235071182 467 => 0.27609127759933 468 => 0.45376533269882 469 => 0.36447307467461 470 => -0.038950830698013 471 => 0.48398679494858 472 => 1.1293236017227 473 => 1.0048971176147 474 => -0.38152670860291 475 => -0.42418637871742 476 => 0.42080938816071 477 => -0.24345448613167 478 => -0.40123435854912 479 => 0.29735088348389 480 => -0.13500070571899 481 => -0.23741222918034 482 => 0.16480897367001 483 => -0.28125116229057 484 => 0.15949101746082 485 => 0.42708402872086 486 => -0.67950612306595 487 => -0.43862074613571 488 => -0.76263976097107 489 => -0.71446311473846 490 => 1.1085261106491 491 => 0.61575824022293 492 => 0.46542817354202 493 => -0.44091176986694 494 => -1.6225349903107 495 => 0.23319725692272 496 => -0.58857786655426 497 => -0.20501103997231 498 => 0.9462126493454 499 => -0.45229655504227 500 => 0.37792959809303 501 => 1.5318131446838 502 => 0.25042688846588 503 => 0.17324924468994 504 => -0.093568369746208 505 => -0.8665269613266 506 => 0.33463913202286 507 => -0.75313359498978 508 => -1.0971078872681 509 => 0.49095129966736 510 => -0.15706449747086 511 => -0.4504035115242 512 => 0.58496272563934 513 => 0.069238997995853 514 => 0.22599214315414 515 => 0.21745705604553 516 => 1.049992442131 517 => 0.018518760800362 518 => -1.3087335824966 519 => 0.4642790555954 520 => 1.3518322706223 521 => -0.82077425718307 522 => -0.47442942857742 523 => -0.91334629058838 524 => -0.74980771541595 525 => 0.27470514178276 526 => 0.17234228551388 527 => -0.69860553741455 528 => 0.94780844449997 529 => -0.48163136839867 530 => -0.77852362394333 531 => -0.077305443584919 532 => 0.072723150253296 533 => 0.95690882205963 534 => -0.33209484815598 535 => -0.71344995498657 536 => 0.27198642492294 537 => 1.3432106971741 538 => 1.1800491809845 539 => -0.63028836250305 540 => -0.83956855535507 541 => -0.69449257850647 542 => 0.16757632791996 543 => -0.40324568748474 544 => -0.62951993942261 545 => 0.49116605520248 546 => -1.3775321245193 547 => -0.31295382976532 548 => 0.90536510944366 549 => -0.85548412799835 550 => 0.10577955842018 551 => -1.2725523710251 552 => -0.073431544005871 553 => 0.55558288097382 554 => 0.89385491609573 555 => 0.11258015781641 556 => -0.78924268484116 557 => -0.50891929864883 558 => -0.16465109586716 559 => 0.52712488174438 560 => 0.13428245484829 561 => 0.12954986095428 562 => 1.1882071495056 563 => 0.66160297393799 564 => 0.060995616018772 565 => -0.46910297870636 566 => -0.018281597644091 567 => -0.8743052482605 568 => -0.10586412250996 569 => 0.15558344125748 570 => 0.36354112625122 571 => -0.59162056446075 572 => -0.5439081788063 573 => 0.45683008432388 574 => -0.76024085283279 575 => -0.42998975515366 576 => -0.041057974100113 577 => -0.098192423582077 578 => -1.4890494346619 579 => -1.0311827659607 580 => 0.18248009681702 581 => -0.78032976388931 582 => 0.69235646724701 583 => -1.7473282814026 584 => -0.8004207611084 585 => 0.61554276943207 586 => -0.66597014665604 587 => -0.34333056211472 588 => 1.0140252113342 589 => -1.7125067710876 590 => 0.49100735783577 591 => -1.253734588623 592 => -0.39847108721733 593 => -0.15684638917446 594 => -0.36821931600571 595 => 0.072067305445671 596 => 0.44845128059387 597 => -1.4023730754852 598 => -0.075880132615566 599 => 0.5206515789032 600 => 0.30725413560867 601 => 0.97783482074738 602 => 1.4020541906357 603 => -1.9110522270203 604 => 0.8895959854126 605 => 1.513861656189 606 => 0.078019946813583 607 => -0.50520658493042 608 => 1.0193943977356 609 => -0.39752832055092 610 => 0.31333065032959 611 => 0.52028024196625 612 => -0.034701287746429 613 => -0.59358870983124 614 => 0.74522280693054 615 => -0.82077330350876 616 => 1.1062037944794 617 => -1.1122229099274 618 => 0.23656612634659 619 => -0.78383266925812 620 => -0.16820621490479 621 => -0.030229136347771 622 => 0.85170078277588 623 => -1.2631366252899 624 => 0.65491646528244 625 => -1.3355400562286 626 => -0.30802139639854 627 => -0.54576003551483 628 => 0.19407032430172 629 => 1.4676364660263 630 => -0.42346167564392 631 => -0.12543901801109 632 => -1.1409549713135 633 => 0.25074017047882 634 => -0.43996122479439 635 => 0.95064848661423 636 => -0.20464213192463 637 => 0.16829673945904 638 => 0.12428347766399 639 => 0.99180829524994 640 => -0.20326162874699 641 => -0.015441217459738 642 => 0.56083971261978 643 => 0.49449020624161 644 => -0.5277281999588 645 => -0.044731214642525 646 => 0.73613357543945 647 => 0.47273987531662 648 => 0.33408272266388 649 => 0.15842241048813 650 => 1.3825730085373 651 => 0.2030137181282 652 => 0.83872485160828 653 => 0.93669533729553 654 => -0.12746910750866 655 => 0.8102205991745 656 => 0.7967192530632 657 => -0.81320863962173 658 => 0.35035642981529 659 => -0.8728734254837 660 => -0.48975318670273 661 => -0.063454486429691 662 => 0.76832973957062 663 => 0.50721168518066 664 => 0.24442040920258 665 => -0.39469930529594 666 => -0.20537194609642 667 => -0.61396068334579 668 => -1.6728496551514 669 => 0.44619679450989 670 => 1.0394961833954 671 => -0.13039468228817 672 => -0.69172608852386 673 => 0.28444731235504 674 => 0.27829045057297 675 => -0.25166022777557 676 => -0.27264136075974 677 => 0.34990009665489 678 => 0.26588368415833 679 => 0.37289237976074 680 => -0.50133335590363 681 => 0.61201024055481 682 => 0.38811480998993 683 => 0.029550177976489 684 => -1.2520490884781 685 => -1.0042576789856 686 => 0.11024960875511 687 => -1.4454970359802 688 => -1.0260682106018 689 => 0.13269609212875 690 => -0.71935772895813 691 => 0.1482205092907 692 => 0.82904458045959 693 => -0.90823060274124 694 => -0.083925552666187 695 => 0.36304676532745 696 => 0.21006155014038 697 => 0.6112380027771 698 => 1.2674114704132 699 => 1.0308804512024 700 => 0.0040843784809113 701 => 0.081900238990784 702 => -0.19295974075794 703 => -0.10168369114399 704 => -0.97865331172943 705 => 0.42998445034027 706 => -1.0290486812592 707 => -0.7436066865921 708 => -0.99423879384995 709 => 0.55991625785828 710 => 0.6874383687973 711 => -0.61723816394806 712 => 0.242022767663 713 => 1.1579506397247 714 => 1.4373164176941 715 => 0.66225284337997 716 => -0.50933241844177 717 => -0.9717538356781 718 => -0.71464812755585 719 => -0.41824454069138 720 => 0.92363512516022 721 => -0.10065254569054 722 => -1.5508372783661 723 => -1.1445640325546 724 => -0.76886892318726 725 => 0.12584403157234 726 => 0.80341362953186 727 => -1.4447281360626 728 => 0.21315544843674 729 => 0.081137746572495 730 => -0.069918185472488 731 => -0.54673653841019 732 => 0.16027475893497 733 => 0.68429493904114 734 => -0.82938784360886 735 => 1.1816636323929 736 => -0.54337334632874 737 => -0.54844319820404 738 => -1.3159121274948 739 => -0.043431080877781 740 => -0.39171028137207 741 => 0.19752116501331 742 => 0.48754617571831 743 => -0.55861675739288 744 => 0.32392349839211 745 => -0.080678701400757 746 => -0.67935174703598 747 => 0.95693010091782 748 => 0.53985333442688 749 => 0.032851248979568 750 => -0.055173769593239 751 => 0.24065598845482 752 => -1.1788436174393 753 => 0.26161956787109 754 => 0.67482459545135 755 => -0.62866324186325 756 => -0.24949949979782 757 => 0.080723203718662 758 => 2.0144274234772 759 => 0.30268815159798 760 => 0.10747825354338 761 => -0.31429719924927 762 => 0.55112397670746 763 => -1.1579130887985 764 => -0.12813425064087 765 => -0.87041318416595 766 => 0.060532264411449 767 => 0.38726627826691 ] "id" => "31780" "image" => "14-1.jpg.jpg" "input_date" => 1670418177 "isbn_issn" => "9781000449419" "items" => array:1 [ 0 => array:5 [ "call_number" => "531.14 NEW M" "coll_type_name" => "Ebook" "item_code" => "EB00406K" "item_status_id" => "0" "location_id" => "" ] ] "last_update" => 1670418177 "node" => "library" "publish_place" => "" "publish_year" => 2022 "publisher" => "Taylor & Francis" "title" => "Newton's third rule and the experimental argument for universal gravity" "topics" => array:2 [ 0 => "United States" 1 => "Humans" ] ] "highlight" => array:1 [ "authors" => array:1 [ 0 => array:2 [ "matched_tokens" => array:2 [ 0 => "Domski" 1 => "Mary" ] "snippet" => "<mark>Domski</mark>, <mark>Mary</mark>" ] ] ] "highlights" => array:1 [ 0 => array:4 [ "field" => "authors" "indices" => array:1 [ 0 => 0 ] "matched_tokens" => array:1 [ 0 => array:2 [ 0 => "Domski" 1 => "Mary" ] ] "snippets" => array:1 [ 0 => "<mark>Domski</mark>, <mark>Mary</mark>" ] ] ] "text_match" => 100013 "text_match_info" => array:5 [ "best_field_score" => "48" "best_field_weight" => 213 "fields_matched" => 5 "score" => "100013" "tokens_matched" => 0 ] ] ] ]
Domski, Mary.
(2022)
Newton's third rule and the experimental argument for universal gravity
Availability
- Undefined Tersedia 1