Xournal++ document - see https://github.com/xournalpp/xournalpp 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 204.34681619 119.64914569 336.45120609 119.64914569 285.52542911 275.46634261 511.93541415 275.46634261 95.69932932 285.49808189 511.68080007 285.49808189 98.73759070 298.43542144 236.51422236 298.43542144 98.07967332 308.07892194 471.42376687 308.07892194 212.72169339 319.16807310 274.18114434 319.16807310 355.82558118 317.89009090 388.31271301 317.89009090 124.45152152 330.05266207 174.83165961 330.05266207 102.59925973 353.22223854 141.59993667 351.44621179 383.14666133 353.39643115 513.35516205 353.39643115 97.55093611 362.57525821 189.86852959 362.57525821 ? 204.23011110 374.77476481 395.29108824 374.77476481 405.38857929 378.86865591 513.31812341 378.86865591 96.17605054 389.59691551 426.48929406 389.59691551 113.27886962 394.77790023 514.54564326 394.77790023 145.68223856 406.31926017 323.51022905 406.31926017 350.83396343 406.97436362 513.90926721 406.97436362 96.62984344 417.00443539 441.68997244 417.00443539 polynome de logarithmes 496.43218289 418.84830687 514.12409886 418.84830687 98.56029466 430.70032065 468.98128374 430.70032065 98.80126036 451.73646785 134.10269522 451.73646785 347.00065788 452.20486871 512.12476794 452.20486871 96.63113616 462.61533226 195.53061582 462.61533226 246.59349199 461.69827823 515.93463131 461.69827823 98.56617121 473.29184937 327.92263009 473.29184937 indiscutable Ethereum block header is at least about 508 bytes As of 12/04/23 it has 17,031,625 blocks 179.07245123 327.98727888 184.25238801 333.16721566 184.14806235 332.86498242 194.48206613 322.53097863 515.79566451 447.06400094 517.24753491 449.90297055 517.24753491 449.90297055 522.14527585 443.05261975 421.01557306 532.20872186 506.87292199 532.20872186 72.58103068 545.68214491 523.91959647 545.68214491 429.95518588 556.59220472 534.15475532 556.59220472 74.40805243 569.43465689 415.64664851 569.43465689 137.49457736 616.97726568 244.65256121 616.97726568 352.84804202 615.99042917 422.53578976 615.99042917 254.77722703 628.65549664 389.26817944 628.65549664 289.51929073 664.12633005 539.28637361 664.12633005 72.28842501 677.20882396 172.40064159 677.20882396 Mining in Logarithmic Space: My L3 internship: June to July 2021 does this method of MMR etc works for not PoW blockchains? 219.09612877 395.42620667 381.65011433 395.42620667 so isn't a full node able to generate proofs for such light clients intriguant 281.50258890 156.52266925 313.76706972 156.52266925 such as? 330.99970246 316.96873988 540.41038220 316.96873988 119.80669762 328.08282264 244.69747077 328.08282264 426.40642688 476.70318886 541.32462863 476.70318886 75.28869615 490.01007983 138.54119675 490.01007983 420.93172758 513.49469032 472.81309039 513.49469032 364.76186717 595.35921147 541.38276131 595.35921147 73.20232347 609.72237690 263.74642851 609.72237690 119.09277391 518.25488647 511.95062765 518.25488647 272.89040254 684.40329514 533.03356631 684.40329514 74.34999953 697.58870883 371.32552469 697.58870883 example of sharding? What is in Ethereum block headers to make it so big? 330.24695769 169.16230980 529.38675525 169.16230980 365.55298980 179.99856930 536.18937121 179.99856930 73.99308012 192.96267055 343.18255072 192.96267055 459.13440572 187.23373905 540.98388299 187.23373905 73.42129359 196.87480839 383.92583047 196.87480839 73.98652376 214.54042554 186.01387312 214.54042554 74.80551913 386.75273089 166.25883166 386.75273089 73.04334601 667.16038729 161.56202346 667.16038729 375.03757817 245.10725215 540.33929200 245.10725215 71.32116478 258.76435677 469.79705726 258.76435677 84.73279439 293.95919606 105.63974652 293.95919606 317.18187715 294.23731076 364.80292435 294.23731076 Why interactive at this stage? 152.29272182 335.18264552 184.73985000 335.18264552 338.21892199 336.37577025 537.56151133 336.37577025 74.20085607 348.70970306 295.19786244 348.70970306 73.00474687 358.55902206 86.31589741 358.55902206 204.92268244 359.20959860 276.01213274 359.20959860 411.86263912 357.86743986 459.56084698 357.86743986 409.06978170 371.21840420 448.41009700 368.25563096 179.17777377 401.31406356 505.59564915 401.31406356 When qualify exponential? 268.72627083 442.48218189 541.51883796 442.48218189 72.81591993 453.85558913 203.62577412 453.85558913 268.08410766 472.60593316 363.92020549 472.60593316 325.07035208 506.71864158 536.76398712 506.71864158 73.27682630 517.99438559 536.54694635 517.99438559 105.62700156 482.84629352 539.94994474 482.84629352 72.39266526 495.54133770 233.52297878 495.54133770 254.40449161 529.99907926 296.97377968 529.99907926 419.09191572 530.21982581 518.72967425 530.21982581 395.38419671 541.98897375 425.53207937 541.98897375 463.57999623 542.21854106 523.81717156 544.59906792 soudoyer 211.10853154 554.36660298 537.59924204 554.36660298 72.82044875 567.18737388 427.47040342 567.18737388 ? 73.81518676 591.22122439 361.72439165 591.22122439 374.15265917 589.59153330 537.02992873 589.59153330 73.62437966 603.68848246 465.85144568 603.68848246 125.77797152 614.39052610 494.86914511 614.39052610 258.19698537 626.76933017 411.14910602 626.76933017 258.05611839 649.94486610 340.11759421 649.94486610 haven't much treated transaction inclusion proofs, do they? What kind of adversary? How does fastsync proceed? https://github.com/ethereum/go-ethereum/pull/1889 https://ethereum.org/en/developers/docs/data-structures-and-encoding/patricia-merkle-trie/ (https://fr.wikipedia.org/wiki/Trie_(informatique)) étranglement 396.33787307 543.39084255 423.13609946 543.39084255 encore faut-il les détecter, comment le fait-il ? I don't understand why mining more difficult blocks change something cf page 7 may help 502.10683031 144.97601446 537.98168907 144.97601446 76.36082586 158.11579202 268.60924747 158.11579202 406.80037187 158.75120934 514.69310371 158.75120934 395.25875423 77.24380259 395.25875423 124.91584818 436.22428864 124.91584818 436.22428864 77.24380259 395.25875423 77.24380259 1/2 ETH 73.41244440 227.17839529 466.45385845 227.17839529 247.64556745 717.16452606 525.07378120 717.16452606 91.32793274 707.81856869 286.99827694 707.81856869 248.08459718 189.56520691 538.77136166 189.56520691 73.22818418 201.79103558 539.72971911 201.79103558 72.40332408 215.40974950 538.97552078 215.40974950 155.90332398 239.02753649 539.59396005 239.02753649 73.29624904 248.44557592 535.32048609 248.44557592 73.33889380 262.03363033 125.41299107 262.03363033 177.48390237 261.32234115 538.95941322 261.32234115 72.26898504 274.78099274 101.16993939 274.78099274 120.90981798 273.51932943 158.70781182 273.51932943 437.31446337 273.89567581 536.09741651 273.89567581 73.33001618 285.14502385 195.44193552 285.14502385 240.07060397 297.60333798 278.74099579 299.51459248 304.00071493 296.77680090 330.08959618 296.77680090 395.39090466 295.94734567 430.61625186 294.54786616 481.01214257 309.60361653 537.93420239 309.60361653 72.47075415 321.25214451 182.94873332 321.25214451 297.65976815 320.64467699 539.09526495 320.64467699 72.77964204 333.58482668 116.46923169 333.58482668 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 199.46191740 332.73846893 354.19282735 332.73846893 74.75502948 347.00224521 275.42714830 347.00224521 344.44083106 345.58382617 538.22146144 345.58382617 73.86000118 356.68602563 114.93568604 356.68602563 99.30459639 389.94181221 210.32298597 389.94181221 99.09087045 432.32835221 252.41463656 432.32835221 100.13160720 489.47069862 263.19096607 489.47069862 98.64229042 542.54133753 305.96406162 542.54133753 369.08671581 390.92117310 536.64710352 390.92117310 464.75089376 432.39327154 541.02113276 432.39327154 97.88634789 446.07002629 157.33918903 446.07002629 508.28405761 445.99083835 537.51010877 445.99083835 96.52604548 456.97416117 540.69784700 456.97416117 98.01106083 469.45358451 302.32660061 469.45358451 289.37082473 488.41228244 539.24319969 488.41228244 98.34065052 500.92094411 203.21681072 500.92094411 295.77991217 505.05078718 539.68954727 505.05078718 97.32468014 518.60388066 267.87445431 518.60388066 cf Bahack it seems 142.79886738 553.68563223 229.03327086 553.68563223 279.22571160 555.42651613 537.62357780 555.42651613 97.53148969 568.08351069 352.76633707 568.08351069 100.03194486 607.40063240 243.37879701 607.40063240 187.12533174 642.80017790 537.67439927 642.80017790 415.61787911 672.32141681 541.87663704 672.32141681 73.36022091 684.47429178 283.28621964 684.47429178 145.07263549 690.32605079 400.07509161 690.32605079 definition of negl in the appendix cf my BTC comment at the beginning unclear why assuming constant block size? 75.20358109 325.70232068 207.57887360 325.70232068 73.22670615 439.15211990 188.10033335 439.15211990 75.26358315 538.70469257 173.27731685 538.70469257 84.34928528 236.20420905 218.41736686 236.20420905 106.84981940 261.32198112 539.42621976 261.32198112 73.20045229 275.43372946 132.87265327 272.89314028 109.76975839 297.30551631 224.13375332 297.30551631 407.09396790 297.53968824 536.08368226 297.53968824 74.30273545 310.81087722 238.25189654 310.81087722 524.22101297 332.44934486 541.27829492 332.44934486 68.98177624 343.45785091 151.86391125 343.45785091 What is interesting in the multiple provers case? 216.51470446 339.78289789 317.71047991 339.78289789 400.60961498 338.13708119 539.51913500 338.13708119 252.44965438 286.19982076 404.09095077 286.19982076 73.45988326 351.64634560 90.31736179 351.64634560 154.45198103 350.04286100 167.62259566 350.04286100 192.76489968 350.65921561 211.35874946 350.65921561 246.13173065 350.49710679 377.51296055 350.49710679 74.65528187 362.23268655 113.60230600 362.23268655 380.75006192 363.32458564 538.01777858 363.32458564 73.80951153 375.68883687 401.57864036 375.68883687 ? 327.72598074 404.38821911 537.45954033 404.38821911 112.47362176 451.79037388 156.09966694 451.79037388 199.59382150 451.21356586 535.51924643 451.21356586 72.43717650 462.23052318 337.24467381 462.23052318 348.79031216 463.47045197 544.68910497 463.47045197 73.44019523 476.29935200 183.98782692 476.29935200 471.13481691 473.98150848 538.56361376 473.98150848 72.75651477 486.86397737 535.10017345 486.86397737 ? Which are? 136.77336485 498.90954407 537.10840923 498.90954407 73.89892246 511.46351283 536.08765818 511.46351283 73.08752564 524.78101321 341.34028379 524.78101321 229.92251584 611.52412755 232.74207242 614.34368413 232.74207242 614.61637940 238.50640068 606.58374036 72.35333658 599.66604241 531.97125843 599.66604241 72.42335319 612.50375372 222.91726622 612.50375372 226.30891973 545.86215241 538.54973947 545.86215241 175.75374361 569.44958308 540.93297693 569.44958308 72.53285007 582.31329244 199.22156639 582.31329244 407.61813556 622.21546499 537.95596151 622.21546499 74.79640466 635.73454498 268.04254775 635.73454498 491.73902836 634.91471585 537.11354378 632.82808822 73.18299078 648.19850593 169.57698815 648.19850593 225.78175814 648.63575445 533.72402959 648.63575445 74.72246560 659.22615048 205.70857958 659.22615048 256.68739314 659.30717647 536.34624678 659.30717647 73.25350006 672.14591104 158.65399129 672.14591104 169.97148958 670.45185015 531.40315077 670.45185015 73.53113156 682.37775381 416.20926442 682.37775381 72.56101778 696.21025051 536.37772200 696.21025051 456.63984369 118.71768223 464.46097383 125.43453957 464.46097383 125.43453957 484.37863114 90.93614515 How is it different from a regular Merkle tree? it can become a Merkle tree (that is a balanced binary tree) but is until then a full binary tree which? 411.17254011 645.27437318 413.69458510 648.42607671 413.69458510 648.63379236 417.94043921 639.88358513 Ouhlala il faut changer les headers de Bitcoin, ça ne va pas le faire... Peut coupler à une approche probabiliste en utilisant la coinbase (comme tout le monde n'est pas encore passé au nouveau protocole)? Are coinbase always the first transaction in the block? As far as I know it's not even mandatory to have a coinbase, no? Could verify in practice. 208.22920976 655.48177689 211.86512953 658.62476387 211.86512953 658.62476387 218.13658166 651.21612967 401.69923846 655.64725347 404.35775688 658.30577188 404.30962031 658.35305222 409.08422085 650.92620974 160.51715762 671.40527156 163.05067538 673.33784714 163.05067538 673.09905510 167.76362922 664.93597961 415.80522975 678.33496079 419.84050862 684.44004057 419.61866733 684.68825544 424.77239749 675.76173296 vu du MMR très simplifié 477.17778182 677.41142025 481.95931735 685.69328274 318.57400960 683.17410856 416.23602390 683.17410856 73.27021309 230.11443146 220.91919636 230.11443146 75.09570435 403.07620826 278.40600807 403.07620826 72.83775867 80.11791338 117.28149536 80.11791338 458.83527657 416.05429388 536.37309141 416.05429388 73.61091638 429.81847938 542.47893013 429.81847938 73.78797598 441.99551434 272.64375032 441.99551434 As the PoW is done at the end it seems indeed clear that the adversary can't manipulate the randomness source, as otherwise it can mines a lot of correct blocks 75.55215881 530.49508868 536.76237892 530.49508868 74.66839459 543.24622194 391.32073856 543.24622194 75.32079022 94.95811871 75.32079022 217.97156158 537.81727230 217.97156158 537.81727230 94.95811871 75.32079022 94.95811871 76.85339603 94.68104621 76.85339603 94.76527458 196.81987519 94.76527458 196.81987519 94.68104621 76.85339603 94.68104621 73.64258019 132.37594274 534.72716328 132.37594274 72.57193242 144.33188059 374.29132367 144.33188059 What seems to be done here is that they just verify that the hash of the block header of the sampled block is at the right place of M_n by notably verifying M_n 460.01652027 144.57859677 538.82570457 144.57859677 73.71578023 156.27716910 390.08481388 156.27716910 this is the unclear part 215.20059027 177.20745519 218.44511641 180.88885087 218.44511641 180.88885087 224.62276058 171.37267450 Otherwise could request Bitcoin block content and stop the connection or whatever after having received the coinbase as before have to proceed to verification to M_n, right? 107.20811685 244.58126539 469.76146325 244.58126539 163.93742210 351.89762849 478.92145198 351.89762849 73.65939744 365.07536093 411.01030770 365.07536093 of the whole blockchain, right? 73.29786918 257.07004955 544.52519742 257.07004955 73.31425060 267.29796988 352.93477993 267.29796988 331.79789667 280.43321863 538.09658613 280.43321863 72.03953142 292.70016666 539.35009283 292.70016666 71.71982364 305.20695238 537.74558466 305.20695238 70.98576722 318.42887392 371.11722959 318.42887392 what the difference? 440.62258241 321.80285974 535.27246398 321.80285974 257.67914669 333.41252329 376.93462843 333.41252329 387.81918145 328.19453303 538.49962950 328.19453303 73.50165636 338.94809904 403.99838215 338.94809904 a bit unclear as no more integers for heights but real numbers instead 124.79314814 78.04902892 127.32934460 82.92523063 74.38925062 107.46830491 227.06759201 107.46830491 239.71480693 107.14093484 483.58551471 107.14093484 127.64295941 83.35415019 135.49034944 71.28553977 comprendre quel subset donne quelle probabilité m'intéresse notamment pour ma compréhension des Proofs of Space-Time 73.10553237 119.58559707 259.49305617 119.58559707 259.00118329 180.81823651 446.94804113 180.81823651 140.06803525 190.89234252 426.25576866 190.89234252 461.12503764 192.05059244 537.29314825 192.05059244 73.12203524 204.98403591 136.85942051 204.98403591 don't verify the total difficulty of the last block header? maybe as PoST this sample process allows to verify whp total difficulty bootstraping: as don't have all block headers, so need to verify the claimed received one 193.85099004 87.99398878 270.63715577 87.99398878 257.73259841 180.40254680 446.57299115 180.40254680 146.98356441 203.61968960 166.26456185 203.61968960 196.37882309 204.61885393 202.36202625 204.86706880 263.12631494 202.06761024 280.01082601 202.06761024 What does a MMR node consist in ? Like a Merkle tree it can be a leaf or the hash of leafs What is the order of magnitude of the number of blocks sampled? Because it's repeated with the number of malicious connected nodes which have different blockchains with locally greatest total difficulties (to keep relying on SPV assumption that at least one node we are connected to is correct) sometimes don't have this comma 378.98113348 675.76752258 378.98113348 675.76752258 296.22502453 428.87148341 539.04370427 428.87148341 73.19429386 440.97961975 270.82521053 440.97961975 73.58343514 589.33491713 273.45618345 589.33491713 332.48527391 601.78193938 539.85669409 601.78193938 74.76866158 613.81611427 538.05019357 613.81611427 72.12250054 625.44707135 292.81427996 625.44707135 163.70045433 636.47979079 530.38773666 636.47979079 387.37130253 671.75450190 387.37130253 671.75450190 497.12565107 672.57632068 497.12565107 672.57632068 226.58336349 685.47972134 264.05057423 685.47972134 101.68780453 697.27338156 101.68780453 697.27338156 444.94023606 685.48313217 444.94023606 685.48313217 229.13546850 703.01526040 482.48681960 703.01526040 even adversaries Can do attack by forking and lowering difficulty and mine last block such that selection results in wanted? blocks? doesn't seem homogenous with page 18 41.98087001 710.93996413 93.86898617 702.02090911 79.02648705 696.54618356 93.86898617 702.02090911 81.70648520 712.13752763 218.99653964 698.42810008 218.99653964 698.42810008 377.19926457 698.95939600 535.59926283 698.95939600 73.78359703 708.12765296 93.95850993 706.67750207 75.61327085 334.69383329 213.52555416 334.69383329 75.74261511 521.31773791 234.72774548 521.31773791 74.87313094 669.06556777 211.99577597 669.06556777 96.97922409 356.12792546 96.97922409 356.12792546 125.41805220 78.73093506 536.11279155 78.73093506 73.11564426 92.08918099 174.08882473 92.08918099 247.56422967 92.10904300 534.33881042 92.10904300 93.09458988 103.91622592 279.07715714 103.91622592 367.43642198 103.98066980 522.77120867 103.98066980 491.53324550 108.61894078 493.72547427 111.48165460 493.72547427 111.67329805 496.61829980 105.67830344 166.22811512 114.97752393 509.15549587 114.97752393 185.84840757 128.41869763 310.49009297 128.41869763 435.18941747 127.49768937 534.16008211 127.49768937 74.66889501 138.77448936 256.08322573 138.77448936 264.11726230 144.71276613 539.57671448 144.71276613 72.70369267 156.69057631 490.55014876 156.69057631 517.74810524 151.02699136 538.82230644 151.02699136 72.43780354 164.08741044 164.40799567 164.08741044 170.17319668 167.74970380 490.19895130 167.74970380 130.47466576 175.18822576 352.71614666 175.18822576 130.28319458 185.95777784 332.00572313 185.95777784 406.78167436 187.75409279 481.85432510 187.75409279 74.35095638 198.23970249 246.77315488 198.23970249 298.43165455 197.41063141 444.26650105 197.41063141 unclear 436.80845577 211.26439407 535.01762350 211.26439407 185.96027567 221.31147189 190.69797730 224.34515751 250.80773256 222.27589063 254.50658029 220.47189272 395.88123626 222.32536478 474.80139198 222.32536478 502.81593691 227.96559077 536.27373525 227.96559077 73.50836259 240.10793008 536.57178437 240.10793008 74.26615093 250.92578493 88.33314169 251.60844903 111.19826347 245.30361218 205.79311031 245.30361218 96.26863603 253.42205926 98.10549325 257.40238599 99.54128595 255.69163446 103.48484298 252.15747090 245.30424956 244.98823167 263.25075829 246.56795937 299.41538405 246.84094577 540.66942597 246.84094577 75.05387871 258.85829049 95.74732161 258.85829049 171.49859415 258.99034789 359.87693813 258.99034789 395.70721540 258.56871509 538.37592076 258.56871509 72.04351760 270.00265409 198.83150181 270.00265409 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 156.23197570 266.57236558 157.93301155 268.50843812 157.93301155 268.50843812 161.91747261 262.62509627 contrecarrer 286.33611931 271.56343277 538.11014087 271.56343277 73.22675439 281.88875104 459.77561583 281.88875104 467.02727683 287.03054903 539.63616729 287.03054903 74.17244805 300.12175165 324.27388609 300.12175165 386.15632615 294.49839029 537.51518091 294.49839029 74.09836601 306.45978373 253.26821689 306.45978373 212.16738354 727.23637369 216.14050965 729.83934820 216.38832831 729.83934820 222.05625432 723.12317991 255.89773084 305.66998879 321.53636662 305.66998879 358.18981946 334.13113367 477.61237158 334.13113367 520.71793268 334.55207743 525.67127411 339.50541885 90.80628100 347.65993796 328.73493844 347.65993796 356.68344167 346.73937759 362.14854431 349.46233381 397.42409951 348.77975584 537.21523148 348.77975584 73.55223817 360.72776439 95.56770580 360.72776439 125.88927975 360.42377051 263.70828353 360.42377051 394.47866462 410.63028821 394.47866462 374.17615595 212.41518498 374.17615595 212.41518498 410.63028821 394.47866462 410.63028821 73.25559134 427.36667839 411.32691401 427.36667839 unclear why focus on honest otherwise is correct 110.33305145 446.69205527 206.04636179 446.69205527 258.69880869 446.20172366 536.06700914 446.20172366 73.15574726 457.79442096 339.43053611 457.79442096 72.90441442 470.09279680 214.47444473 470.09279680 263.57375287 468.34612827 428.94183595 468.34612827 are Bitcoin parameters fine, according to this selection? 502.15809601 468.71808021 540.51257964 468.71808021 409.66698919 481.52825172 537.20455206 481.52825172 73.57464969 492.53804286 536.07497684 492.53804286 72.65832700 505.41391577 121.53633435 505.41391577 323.70423146 521.45548003 350.24694362 522.52187891 418.60692774 527.93171933 538.37583197 527.93171933 72.31187011 539.89965880 259.31600274 539.89965880 319.24986928 538.63849849 376.80783199 538.63849849 91.84478176 551.02471163 288.43236412 551.02471163 402.08776218 551.44315756 481.29281796 551.44315756 509.89980222 551.36360615 540.25643430 552.70244019 74.15451539 563.66997503 297.00148433 563.66997503 304.42956904 562.57909746 538.73949283 562.57909746 72.82322650 575.33307652 425.54060532 575.33307652 453.05158587 574.47584031 474.10858351 574.47584031 72.50971505 588.08285235 542.11979216 588.08285235 72.03247549 598.82916605 164.06584958 598.82916605 237.73108623 599.94910452 520.39154485 599.94910452 134.34517433 612.41414555 244.16108903 612.41414555 but no more than 6 blocks, no? I don't see the point of mining a *single* block of arbitrary difficulty 378.33251903 605.29954839 400.61304647 604.30668891 455.13043062 604.87476315 535.46066943 604.87476315 73.78006563 617.49833854 359.10739019 617.49833854 217.87734191 634.84619621 428.65309323 634.84619621 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 https://eprint.iacr.org/2016/1048.pdf#page=14 ends up stating 0.3 and then switch for 0.03... Note that the quoted paper seems to have a different meaning for f. What does a round means in fact? The time slot for sending a message to the whole network? Does it includes the time of receiving a response from the farthest node? 74.69955797 384.30884886 223.64186552 384.30884886 263.72257154 384.14096059 342.93191593 384.14096059 508.92547832 385.32170817 537.17438106 385.32170817 91.52138237 396.84849734 168.17390293 396.84849734 299.69069601 396.54119600 536.48123955 396.54119600 74.33092211 408.51873056 520.96588546 408.51873056 means at least? 72.85950525 479.84730183 279.18223919 479.84730183 72.23002759 680.50010970 119.79393203 680.50010970 264.33155843 78.37727754 536.48602403 78.37727754 72.70314143 90.93611620 340.96063551 90.93611620 364.50345899 90.73467095 538.29747082 90.73467095 72.30751183 102.97318512 275.54707428 102.97318512 94.20591516 172.46109214 540.41954238 172.46109214 73.37562474 185.93724400 114.97972200 185.93724400 208.13825449 179.89099230 209.48550022 182.22449036 209.53765647 182.19359047 214.82095192 177.45885177 455.58630947 185.13702710 498.92431551 185.13702710 unclear if same unit basis 72.77937676 196.57470422 536.81682983 196.57470422 73.26908821 210.26750362 321.01539448 210.26750362 349.96784185 209.52697612 414.00176566 209.52697612 219.56916165 221.00182776 271.53513703 221.00182776 251.67334080 233.62559264 345.18077393 233.62559264 381.86509776 237.12082459 538.81969290 237.12082459 71.82961767 249.88164252 286.08809389 249.88164252 340.35852073 249.99351062 499.60869401 249.99351062 196.85211780 262.61753389 400.30303665 262.61753389 510.48384531 262.53098857 537.36259976 262.53098857 72.73619884 274.73387860 148.17687744 274.73387860 Can't the prover do the necessary not to sample these blocks? 156.36451544 273.86783971 530.46334499 273.86783971 222.75735064 286.28075373 538.96390429 286.28075373 only at the start 90.45171909 296.96040135 535.74593185 296.96040135 71.43153332 310.74448332 235.83477511 310.74448332 237.04945571 303.51503790 239.82939679 306.69535444 239.82939679 306.90007271 242.93975701 299.19957200 up to some probability due to sample, no? 372.46207973 312.46724163 374.31695635 314.32211825 374.59973534 314.28645043 379.10419182 308.97194078 400.52226346 329.92943077 537.99266207 329.92943077 72.93176129 340.59448765 536.62866828 340.59448765 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 89.54906553 352.77317462 534.27201109 352.77317462 73.98586916 365.74737569 352.07947860 365.74737569 109.84267678 427.96712100 317.32337187 427.96712100 405.39019651 427.96536391 536.87006487 427.96536391 73.99269080 439.75871404 334.46059336 439.75871404 lower bounded, no? 464.21558753 440.60228974 538.39926794 440.60228974 73.27072472 452.90703933 536.16051341 452.90703933 74.78976389 464.97404770 205.36195398 464.97404770 287.51712528 480.90810214 541.49933440 480.90810214 72.81686135 495.22130951 262.06628393 495.22130951 273.32905031 497.99839963 517.72879379 497.99839963 70.19520484 504.96503083 533.97567295 504.96503083 What's the point of this statement? 140.19654403 524.08169292 494.77247813 524.08169292 366.83356768 528.96705906 535.52090571 528.96705906 72.61693202 540.36289331 207.54361139 540.36289331 284.59918369 535.57449445 286.82548623 538.70609480 286.82548623 538.70609480 291.23829839 533.19163859 291.32859906 539.34260944 537.81653485 539.34260944 73.55578681 552.98200707 538.96012242 552.98200707 73.88152038 563.41957241 517.42196383 563.41957241 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 154.71245419 612.68387617 277.75022814 612.68387617 310.32054218 611.65732190 516.19837022 611.65732190 526.24970140 613.09460468 538.96920602 613.09460468 72.83416525 625.52832817 182.18008209 625.52832817 190.50946905 625.00300979 212.27176709 625.00300979 237.03593300 625.09150169 449.66626101 625.09150169 144.37171831 635.53258121 195.26121260 635.53258121 241.80105903 635.35289287 539.44799654 635.35289287 74.40078368 648.91113704 98.71636698 648.91113704 123.36313489 648.06058466 381.63051058 648.06058466 409.81248317 649.39256260 539.79330105 649.39256260 74.33070678 660.73392705 216.80179108 660.73392705 blocks 378.64965663 653.96823293 381.90702676 658.66409169 382.07829141 658.85559733 386.10533607 651.14768928 159.79337416 681.57050510 303.86796124 681.57050510 332.57674597 680.69921216 333.91995552 681.18571951 367.22202249 680.86429254 539.64781935 680.86429254 73.10109658 692.36071161 375.85853429 692.36071161 497.08182716 705.84445169 539.62947783 705.84445169 73.99600688 715.52958610 235.02823153 715.52958610 332.30050379 715.72371015 417.66234917 715.72371015 243.84777659 713.90825670 243.84777659 720.60814606 297.07600757 720.60814606 297.07600757 713.90825670 243.84777659 713.90825670 seems correct e is just the classical exponential why talking about the constant difficulty (also in following corollary), we don't care about it, no ? upperly tc 65.90368652 187.16120911 65.90368652 238.28615186 64.87438965 72.31616211 64.87438965 148.46536232 73.62674828 342.96151936 199.01084589 342.96151936 76.44332987 580.15638292 175.98780119 580.15638292 74.53379973 693.20139327 195.13550467 693.20139327 143.83600382 276.09567540 369.27020044 276.09567540 74.68746677 300.28061589 109.55342226 300.28061589 141.29321655 300.29395599 536.11812690 300.29395599 74.09449525 312.47443967 118.59772320 312.47443967 134.17949104 311.58672569 475.76391405 311.58672569 230.23683693 397.53865492 249.27803026 396.38984505 433.41620310 396.04514524 537.16006569 396.04514524 71.28016515 408.79059725 214.80994544 408.79059725 468.87497806 408.75905575 542.18737338 412.02192109 72.71680194 419.57670388 537.71066945 419.57670388 73.29106045 431.84417559 100.16016939 433.49294661 134.83719412 430.70139495 539.14036812 430.70139495 74.35777803 442.96969354 467.93201709 442.96969354 364.65491329 465.44639496 537.40312200 465.44639496 72.49377204 479.22081294 451.11360284 479.22081294 Is the genesis block actually required? 480.80793075 515.33015925 538.83612469 515.33015925 72.65193602 527.30092385 144.76674736 527.30092385 Are they possible in Bitcoin? 178.17366030 551.57966799 344.90372248 551.57966799 184.14389200 568.13942751 171.18553919 587.26878544 185.41822781 580.36205143 171.18553919 587.26878544 172.32047640 571.48954853 probabilistic polynomial time 451.85976173 581.37343681 537.87661889 581.37343681 74.37836355 593.51167624 542.13980418 593.51167624 74.92901331 606.43170035 373.15329487 606.43170035 555.24927394 631.95480047 559.28634435 636.71818663 559.28634435 636.71818663 562.66571169 620.13097687 83.93995038 704.54075946 535.93079814 704.54075946 73.98126110 163.87788602 125.67283380 163.87788602 157.88503609 163.93189071 195.34726310 163.93189071 220.96239659 163.81034139 266.89944906 163.81034139 275.60648074 164.97970233 352.65133513 164.97970233 361.72787618 165.09095028 537.37938708 165.09095028 74.29114640 176.21526237 245.00762279 176.21526237 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 376.82920754 87.87452385 379.04937749 90.31942912 379.04937749 90.31942912 383.56267679 82.50216543 269.29339245 103.33807425 272.48643929 105.54484208 272.48643929 105.54484208 275.23247852 95.29648415 255.48341924 114.33191376 257.57811300 117.96002978 257.70202159 118.13382690 262.36740689 108.85377075 134.58176140 111.09239016 135.26615906 113.64659699 135.49388085 113.82666412 139.87398011 107.73135169 430.30553280 113.01237326 433.37564061 116.08248107 433.44665934 116.00978013 437.20017679 109.50849719 356.79327705 127.60428619 358.22568543 130.08529029 358.40039469 130.30724260 365.06454073 123.64309656 390.19532592 155.71478817 392.83695642 157.52087047 392.83695642 157.52087047 396.99124670 150.32542863 211.30988894 140.27451061 214.00636822 143.30201196 214.00636822 143.30201196 218.72872115 135.94984583 tc 249.39108698 183.66472309 430.77316004 148.20191716 493.43019005 203.60942096 495.42665826 206.19670051 495.58484464 206.19670051 499.53131322 199.36121642 unclear how a chain can contain invalid PoW 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 74.87051426 110.71242451 166.33790108 110.71242451 139.43589611 91.45867836 251.59463850 91.45867836 267.19864775 147.04101437 494.37328572 147.04101437 202.95954037 135.00037959 223.44455044 135.00037959 524.87489869 135.57634352 537.53976570 134.85020004 73.25037175 146.61049275 188.61169516 146.61049275 432.22396553 111.24129496 538.09402473 111.24129496 74.18318008 123.28942322 169.38107367 123.28942322 184.55906492 112.24598896 384.16389284 112.24598896 245.48574667 214.04798715 538.35127205 214.04798715 72.28886428 226.19862958 214.24393342 226.19862958 253.36901924 225.90457532 305.46574752 225.90457532 193.56205201 237.29443202 267.90007159 237.29443202 323.99852689 284.20712857 403.06881350 284.20712857 74.19482511 295.12217463 442.51318454 295.12217463 indirectly cf SVG 130.30812114 337.84479608 469.88429222 337.84479608 96.26879968 353.65278789 97.41230383 355.44117870 97.41230383 355.68057367 102.72218819 348.58613136 74.95686836 344.16002044 537.23554300 344.16002044 76.06455026 357.00118220 92.46917765 355.78610245 137.08978412 367.84422201 139.91380750 371.09154916 139.91380750 371.09154916 146.02515768 363.93398941 282.83740763 283.38100319 301.90790303 283.38100319 89.73625596 380.12306313 112.04324539 380.12306313 108.80869794 509.96577924 127.40080823 510.95863872 136.90124142 379.25721373 292.17501593 379.25721373 175.93567827 390.95471631 327.29026928 390.95471631 80.43251354 402.43776771 239.84019581 402.43776771 achieves whp with just log # blocks? defines whp but not overwhelming probability, is it the same ? 247.82719032 402.24230001 535.88352797 402.24230001 72.61650136 414.61657526 320.79522116 414.61657526 ? means upper bounded? 413.83291291 432.10766165 490.44705343 432.10766165 316.62753232 443.27280887 532.29830867 443.27280887 73.31994909 456.71797910 312.53062855 456.71797910 406.84372377 456.12747611 537.16837495 456.12747611 74.01575692 468.09844742 145.81930151 468.09844742 132.62900511 475.94509672 532.19416945 475.94509672 143.59113948 487.23090610 366.27389254 487.23090610 73.21879580 497.23295417 108.38320862 497.23295417 446.72485429 485.42913040 538.49653306 485.42913040 73.95449131 497.13634865 118.39949187 497.13634865 301.40251557 510.52486132 348.64312084 510.52486132 222.43718120 529.58319489 537.44002220 529.58319489 71.84226184 540.09447190 331.51786026 540.09447190 354.81665362 569.96363196 482.97181042 569.96363196 101.80707997 625.30302438 96.56464548 631.44989535 217.50787057 616.85829249 540.50647261 616.85829249 74.31059498 629.28979377 209.22883523 629.28979377 Their approach sounds very Bitcoin oriented to me, what about Ethereum? 245.54099166 646.20607902 538.87004621 646.20607902 72.36335113 657.45340467 539.33235416 657.45340467 72.98187282 670.22922678 461.81962519 670.22922678 330.36591272 685.10472034 326.54952351 691.71490034 476.77857775 684.46102230 539.21520109 684.46102230 74.17741786 695.71628931 414.30516828 695.71628931 336.07146113 92.38141787 380.16149357 92.38141787 73.24019096 102.37273390 222.75650352 102.37273390 233.78712438 108.29430970 378.62347435 108.29430970 285.09867972 115.42470345 286.51179390 118.46147260 286.51179390 118.46147260 287.94980389 113.09474626 117.32907946 132.18586517 301.76179225 132.18586517 422.66377404 136.00546980 539.30631057 136.00546980 98.68662508 146.79602084 217.58022104 146.79602084 119.13157867 157.69639003 339.78081414 157.69639003 225.60524978 183.60165732 478.79527270 183.60165732 proves membership and position 78.95561009 207.72683692 49.63472040 207.72683692 49.64281464 208.41574559 49.64281464 276.12445559 49.40170996 275.42064258 68.32534193 275.42064258 54.62482004 267.51064258 68.32534193 275.42064258 54.62482004 283.33064258 98.71644394 223.41541548 270.78748670 223.41541548 287.33617941 224.60915175 290.69366925 228.93991467 290.69366925 228.93991467 300.05941624 219.57416767 block 95.31267545 286.29780784 428.87667258 286.29780784 450.45581198 354.18694340 447.71785158 362.30011920 335.69296317 431.72307416 331.65175842 437.97743773 567.47559184 187.87798489 572.43506585 193.58210351 572.43506585 193.58210351 577.35298984 169.35241148 missing space or undefined notation? doesn't match signature so prover has two jobs: calling - AppendLeaf - MMR_Proof (not defined) 550.03043959 411.81055344 554.67318943 417.96779469 555.16717302 418.63199212 570.26247515 374.97034362 58.34624796 525.23024440 58.34624796 525.59484067 58.34624796 526.04754986 58.34624796 526.54397960 58.34624796 527.04040934 58.34624796 527.53683908 58.59445852 528.03326882 58.84267339 528.28148369 58.84267339 528.77791343 59.09088826 529.27434317 59.09088826 529.77077291 59.09088826 530.23836570 65.43796850 523.84705243 65.43796850 524.28782375 65.43796850 524.78425349 65.43796850 525.52889810 65.43796850 526.02532784 65.43796850 526.76997245 65.43796850 527.26638496 65.43796850 527.76281470 65.43796850 528.25597143 65.43796850 528.72337472 65.43796850 529.06540444 53.09320633 531.57442629 53.09320633 532.01864288 53.09320633 532.51507262 53.09320633 533.01150236 53.34142120 533.25971723 53.34142120 533.75612975 53.58963607 534.25255949 53.83785094 534.74898923 54.08606150 535.49363384 54.33427637 535.99006358 54.58249124 536.48649332 54.83070611 536.98292306 55.07892098 537.23113793 55.32713585 537.47935279 55.50642368 537.72722314 55.93264301 537.72722314 56.67728332 537.72722314 57.42192793 537.72722314 57.91835767 537.72722314 58.41478310 537.72722314 58.91121284 537.72722314 59.65585745 537.72722314 60.15228288 537.72722314 60.64871262 537.72722314 61.14514236 537.72722314 61.64156780 537.72722314 62.13799754 537.72722314 62.63442728 537.72722314 63.13085702 537.47900827 63.37907189 537.23079340 63.87550162 536.98257853 64.12370788 536.73436366 64.37192275 536.48614879 64.86835249 536.23793392 65.36206046 536.23793392 65.60977577 535.99016693 65.85799064 535.24603912 66.10620551 534.74960938 66.35442038 534.50139451 66.60262664 534.25317964 66.85084151 534.00496477 67.33990697 533.52326358 67.33990697 533.13504994 67.33990697 532.64744011 547.44717205 515.66629755 552.01087791 523.57086797 552.02363479 523.81120434 560.12478659 499.22277301 75.38079228 551.79020016 190.28452112 551.79020016 74.45026645 583.79503479 192.94898603 583.79503479 74.19588453 619.84083300 154.54544059 619.84083300 a valid correct 162.61860339 619.07686901 505.04778025 619.07686901 116.01698937 638.61788567 319.37594140 638.61788567 ? 74.20439436 655.57900256 429.40580870 655.57900256 362.76259575 666.44610762 537.17484983 666.44610762 74.62125547 680.25832027 484.44288938 680.25832027 484.89433751 676.10920949 489.38781261 680.60268459 489.51021421 680.47685409 495.48042868 671.60978311 153.85085970 700.16143538 155.79537317 702.46678977 155.79537317 702.46678977 159.17293173 697.40044331 These algorithms are for constant difficulty if I understood correctly. 122.01335176 108.31202014 227.36586784 108.31202014 Logarithmic FlyClient Protocol - doesn't make sense for constant difficulty period could denote p to make it less ambiguous period period periods period period periods period periods periods periods period period 75.37537458 93.44727412 164.28982757 93.44727412 why? 292.48607380 108.39270677 537.18694261 108.39270677 73.72305493 119.91000421 243.86951414 119.91000421 195.20200313 132.55307985 336.43722029 132.55307985 364.60681725 129.62764479 534.28974853 129.62764479 as before just got latest block header hash and was comparing but here have to compute new MMR root and compare 92.51467251 154.53850223 93.53631469 156.30803840 93.60300057 156.26782379 97.12480420 150.72528858 73.59228950 644.61219123 169.41389882 644.61219123 206.39136202 245.55801132 450.60858304 245.55801132 140.73579854 259.27572006 445.97781678 259.27572006 whp 455.70031363 263.46867196 538.09671092 263.46867196 72.27001862 275.61581744 202.20713724 275.61581744 502.16171355 270.56087484 541.24486903 270.56087484 74.54196245 282.11119525 237.69831428 282.11119525 423.08740511 282.13317610 491.33377590 282.13317610 130.46298627 293.78504600 167.29669429 293.78504600 200.26790170 300.21253466 257.32930860 300.21253466 428.75784617 299.56385820 542.27209207 299.56385820 74.41660611 311.00901157 140.14397649 311.00901157 paille 168.73040145 306.63635410 537.05908863 306.63635410 72.59686329 316.36975682 229.44227912 316.36975682 140.21571699 330.25697311 420.13344462 330.25697311 107.51579803 357.10115548 194.62569290 357.10115548 263.79978016 377.11580278 353.16113283 377.11580278 518.50871871 382.16893660 540.58520921 382.16893660 71.43316983 392.65384003 539.86117337 392.65384003 70.78858463 406.06385122 128.45587298 406.06385122 precise definition? seems correct 89.13332414 485.24298216 534.73127016 485.24298216 72.84657686 495.84314728 534.46030162 495.84314728 544.26880209 489.75639636 548.00823516 495.61010885 548.11600338 495.78464650 552.58387104 483.83817110 104.92467527 530.96146011 539.32465254 530.96146011 73.07942580 544.58544013 537.75087624 544.58544013 300.57533939 556.33131437 534.21703116 556.33131437 73.41300598 567.69889737 167.91003293 567.69889737 197.87979179 567.52591009 436.36868816 567.52591009 correctly means honestly 516.91562334 575.77215965 519.35136347 579.99098533 519.44355975 580.17067392 524.71751850 572.28871055 276.74107885 578.74398535 511.18830810 578.74398535 or not if it has one block of advance for instance 161.55973243 613.57773566 164.18725883 616.20526206 164.38354910 616.41927827 167.75860983 609.49620396 155.02702506 603.16738800 534.67478132 603.16738800 72.52099833 615.71251446 157.04254150 615.71251446 170.54178948 614.67586553 537.80497839 614.67586553 74.20133668 628.50649317 198.25511782 628.50649317 123.78944466 657.94537278 294.91718097 657.94537278 72.98696322 667.89086665 340.60624265 667.89086665 371.56637702 674.29218844 441.34967827 674.29218844 457.56413875 670.66414113 463.40553437 678.07763317 463.40553437 678.07763317 475.20370789 661.47688348 moins de blocs incorrects signifie plus difficiles de les trouver 333.99561376 601.30168521 346.04939227 784.41221851 64.48248291 490.61225891 64.48248291 713.88322050 73.13645372 232.71397276 169.64922178 232.71397276 105.64899275 76.74242543 248.16903378 76.74242543 119.08282802 98.35713617 337.50263193 98.35713617 378.13300313 98.16258146 536.42763433 98.16258146 74.30054339 109.34920136 409.51831562 109.34920136 119.68235763 133.48383824 287.36894850 133.48383824 302.02273406 133.23489987 305.58797401 133.23489987 442.70425229 132.77748787 487.85790430 132.77748787 73.01958136 144.68458378 366.45746362 144.68458378 368.67637661 141.64798690 372.02115338 146.02007590 371.90263590 145.79658088 380.24399230 138.20233247 378.45027854 146.10072980 416.96333304 146.10072980 501.08072393 143.89614971 533.84596170 143.89614971 148.39743655 157.14536990 167.12724588 156.40072529 225.68769523 157.20356060 538.83412950 157.20356060 73.73365777 170.74201166 134.86515253 167.27286045 326.06441741 170.27617596 532.04237628 170.27617596 74.72736995 181.82808120 130.77376594 181.82808120 178.14413429 192.12866239 358.87792795 192.12866239 484.12135551 193.31704125 539.14023977 193.31704125 72.79648255 204.28926166 506.20374972 204.28926166 reminder: k doesn't mean the whole reminding chain but the # queries to find the liar as allows to bootstrap securely (but not have Bitcoin history) which is AFAIK what most people are looking for (having stats about it would be nice) it's almost (should be more precise) equivalent to download all blocks 73.24101783 272.85682363 247.38675565 272.85682363 252.65829337 233.17901604 341.25254407 233.17901604 370.75187945 233.49177814 536.30585004 233.49177814 73.91843650 246.56964755 242.05761991 246.56964755 309.51734511 246.67906950 425.95821413 246.67906950 can't use Fiat-Shamir heuristic? or can't make it NI by any mean? 274.62066495 292.42398994 536.39566495 292.42398994 72.37768348 304.30969068 176.58399348 304.30969068 182.00485828 303.28713293 272.40160046 303.28713293 73.62545889 291.58055205 267.82816871 291.58055205 119.61413256 315.67646404 255.22709975 315.67646404 184.44037518 337.95613016 534.33173698 337.95613016 72.53711360 353.14054434 511.59324652 353.14054434 why could be the case? 109.51694321 364.51441496 437.42838584 364.51441496 72.98052917 376.37279467 513.66237392 376.37279467 73.20111293 389.39097468 284.14964506 389.39097468 361.59016852 387.22341409 483.48995730 387.22341409 74.29650380 401.75985808 307.28040673 401.75985808 353.86816929 399.18556549 538.99110927 399.18556549 72.67328811 411.85377442 320.33650636 411.85377442 order of magnitude if paranoid? ? as in PoST? repeating doesn't help for improving guarantee but requesting to reveal more commitments does, correct? last sampled by chance, or force it? 106.34489533 423.40707499 518.48822070 423.40707499 125.35008553 436.41736532 542.17063456 436.41736532 72.64600153 447.93667825 97.18914655 447.93667825 350.84897461 441.56963501 350.84897461 -0.00513644 152.88494384 479.40174784 485.80165361 479.40174784 492.98378611 470.95659469 492.98378611 484.23647156 535.59949440 484.23647156 535.59949440 470.95659469 492.98378611 470.95659469 272.46887207 364.79646301 338.17602382 364.79646301 333.49255371 374.35092163 436.32834839 374.35092163 522.16370807 488.93791950 524.47090569 492.35051652 524.48382547 492.27132686 532.55598751 484.19916481 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 243.93719871 566.19570646 247.25575693 570.37360251 247.25575693 570.37360251 252.31457546 560.57551475 310.84425850 567.23018487 313.73422445 570.57280834 313.73422445 570.57280834 320.02223113 562.45520536 124.49445999 628.11714259 125.20473797 628.68690502 181.45159872 627.20590169 234.96440413 627.20590169 243.82023161 626.36334235 384.02785116 626.36334235 391.16696250 622.00262276 391.16696250 631.08538521 492.54781021 631.08538521 492.54781021 622.00262276 391.16696250 622.00262276 497.65219251 618.07492261 500.77423222 622.30168990 500.77423222 622.09700608 507.57816890 613.04184029 105.13721431 640.24663103 306.56991758 640.24663103 381.32670457 641.42496691 539.67274475 641.42496691 72.70362376 654.65749474 220.45563896 654.65749474 280.26978165 634.68797194 283.36891028 637.53890292 283.36891028 637.78661823 286.62400928 632.14862137 249.36118199 650.54517951 249.53199874 653.95665681 304.90232974 653.68663334 504.64444840 653.68663334 512.19993701 650.07123019 512.19993701 657.73681303 536.07156157 657.73681303 536.07156157 650.07123019 512.19993701 650.07123019 539.61247786 654.57654799 543.42577764 659.99205589 543.42577764 659.99205589 549.24348692 649.91548783 218.65197764 658.51515243 220.23323849 662.89585462 220.23323849 663.12735991 226.74029578 657.24000431 as from middle to end is treated in next interval 93.12751810 666.68831048 270.42978190 666.68831048 279.15085954 663.21020156 279.15085954 670.30727950 386.49210269 670.30727950 386.49210269 663.21020156 279.15085954 663.21020156 344.72602752 668.08824649 340.05263947 672.76163454 343.12700627 660.10823058 345.06039150 663.15197640 345.06039150 663.15197640 349.16836569 656.92626030 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 214.57912804 700.66904504 216.22338575 702.47354251 216.22338575 702.47354251 221.93895991 694.53204478 373.26017779 700.28021125 376.64850284 704.13888531 376.39351800 704.13888531 384.91761121 695.61479210 278.09019704 701.45749633 280.20077278 704.63200758 280.43953037 704.63200758 284.12569948 695.16762920 535.67397678 476.87812037 538.39722585 480.14763510 538.39722585 480.38636685 542.97262056 471.54523880 63.01196289 80.59820557 63.45169067 72.78729248 62.31115723 563.52388000 62.31115723 727.65626318 269.60312272 107.98341666 543.07734195 107.98341666 72.30726205 121.98374995 266.23844541 121.98374995 en quoi ça augmenterait parce qu'on les prend déjà en compte en tant que blocs honnêtes? 322.88091399 116.20915822 537.47044074 116.20915822 73.79762792 127.68400987 424.20151154 127.68400987 which precisely? 71.26940727 391.97827319 264.23663062 391.97827319 74.60731933 530.74364980 298.53968249 530.74364980 117.20082438 184.70095076 542.83644807 184.70095076 75.79408674 198.70502453 162.48358160 198.70502453 233.27069012 198.34950342 483.15933478 198.34950342 204.44438362 209.45967109 536.84530142 209.45967109 74.38239295 222.78823597 537.24536846 222.78823597 73.37244961 234.46299033 104.23798306 234.46299033 no other advantage to reorder than help theory calculus, right? 110.23271278 245.84084737 401.43108221 245.84084737 409.61036452 242.11499551 411.02927701 244.85875878 411.02927701 245.06358183 415.16867581 236.24488679 434.39758384 249.06965417 536.23715990 249.06965417 72.62742801 262.36127060 396.26155542 262.36127060 should reverse in practice, right? 72.75890015 270.42318669 291.95522216 270.42318669 317.44722457 268.45909494 430.34308691 268.45909494 what's the point? 447.21862120 273.80515164 535.28292452 273.80515164 73.84269198 285.17255326 247.28276695 285.17255326 449.79101761 285.67236023 538.00593588 285.67236023 73.13821501 297.68713195 241.05421704 297.68713195 430.20144653 304.58692932 534.10664429 304.58692932 236.41954041 305.64718628 388.33357921 305.64718628 74.18362427 318.50274658 241.07862115 318.50274658 430.80651855 317.29048157 537.45302770 317.29048157 73.59307861 329.78884888 293.25553571 329.78884888 517.71966553 310.14396667 519.94854736 313.00384521 519.94854736 313.00384521 523.91088867 306.91477966 476.27819824 328.83786011 537.22347251 328.83786011 141.42576599 341.26400757 433.01731994 341.26400757 99.54543304 353.76522827 132.73914333 353.76522827 199.01165771 353.80882263 410.97172610 353.80882263 73.29888916 369.84942627 387.00603607 369.84942627 396.36715698 365.33358765 537.30654823 365.33358765 74.37767792 378.14123535 294.67976547 378.14123535 315.11819458 393.35724640 424.12786111 393.35724640 191.87336731 434.06651306 303.30818358 434.06651306 303.44833374 441.77362061 535.00922794 441.77362061 73.05767059 452.43951416 240.97270496 452.43951416 ... 305.18136597 460.15673828 521.54998315 460.15673828 531.72772217 452.51509094 539.26788330 454.02888489 72.41557312 466.28771973 477.55056432 466.28771973 155.12306213 476.68614197 377.39217321 476.68614197 73.51116943 489.13584900 151.93871699 489.13584900 384.66687012 481.85516357 534.70934455 481.85516357 203.20239258 487.10505676 202.32293701 492.17457581 387.50411987 494.57890320 535.77483710 494.57890320 72.64221097 506.86338081 186.58527249 506.86338081 197.27835083 506.62026978 542.04192447 506.62026978 72.11567688 520.75131226 440.69326457 520.75131226 196.08952332 494.81968689 195.68284607 504.53181458 195.67008972 495.06979370 208.36765718 495.06979370 439.70159912 522.23144531 445.46603394 522.23144531 445.68588257 522.23144531 445.68588257 514.48671941 298.28042603 519.98115540 295.44778442 524.02006531 j'ai l'impression que l'on a focus un segment là où on prend le prouveur malicieux sur le fait, alors que l'on pourrait aussi prendre en compte les autres segments où ce n'est pas le cas 122.47423659 575.25013152 283.62838585 575.25013152 PDF 312.42584665 573.73992948 538.90645058 573.73992948 73.64243549 585.55374455 446.89624550 585.55374455 by a single query means one instead of all of original one or for one query it has a higher probability? 139.67310333 597.29172049 403.18673464 597.29172049 448.86027047 597.15413342 539.69335677 597.15413342 72.65543297 609.11884294 140.31011236 609.11884294 190.53113984 609.05505367 461.28657717 609.05505367 473.87551975 608.40286303 538.63568103 608.40286303 73.51700162 622.50370362 246.15320955 622.50370362 285.53343903 621.51664943 509.34512193 621.51664943 386.53413505 644.92674488 535.21808041 644.92674488 71.63540750 657.98997187 540.17258008 657.98997187 541.80408649 658.18035779 544.54436483 660.92063614 544.43562233 661.02522509 550.72938262 652.60276691 ? 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 décroissante increasing and non- increasing are strict? it's the case here it seems 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 543.33173885 632.26734897 508.76047374 639.35153296 523.76998955 644.35021631 508.76047374 639.35153296 520.59421841 628.85225265 what does the validity consist in? For instance following blocks of an invalid one aren't obliged to be invalid? 342.83270396 667.67193490 539.70778748 667.67193490 73.25836996 681.48205282 420.87095283 681.48205282 seems that the following sentence is the converse 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 58.32186890 464.63623047 55.25314331 540.55355835 312.63711548 566.44071960 324.50126400 566.44071960 500.72326660 552.73146057 537.39343836 552.73146057 72.89529800 565.13838196 538.91980470 565.13838196 73.38902283 581.47984314 154.10344312 581.47984314 343.76736450 575.58448792 361.52723679 575.58448792 478.36175537 576.61251831 540.92862480 576.61251831 74.25867081 590.51618958 112.72885895 588.84150696 139.19464111 588.31777954 396.93346504 588.31777954 453.19348145 588.07037354 538.22538155 588.07037354 73.36761475 600.75328064 295.73504518 600.75328064 333.43356323 601.09277344 539.93013800 601.09277344 74.32600784 612.41868591 95.21596825 612.41868591 122.88391876 611.56806946 300.17384010 611.56806946 143.37132263 607.50030518 145.31694141 610.87021576 145.41876221 610.80934143 149.63954163 604.34654236 392.74133301 612.73704529 471.48509721 612.73704529 474.71707153 606.48521423 476.26327515 609.85252380 476.26327515 609.85252380 482.63567031 603.48012864 156.68681335 624.17222595 538.30734812 624.17222595 73.73433304 637.49996948 122.52585944 637.49996948 88.35024261 653.35890198 397.76767758 653.35890198 455.78900146 648.50195312 536.53147548 648.50195312 73.14568329 659.44808960 354.54493065 659.44808960 why proportional and not identical? 103.59255219 717.61143494 338.29424774 717.61143494 453.39566040 631.53562927 457.13793945 637.03050232 457.13793945 637.03050232 465.25787354 627.89437866 395.27890015 632.38046265 397.03973389 635.00007629 397.16351318 635.20033264 402.32220459 627.90202332 359.80822754 685.46180725 362.59768677 689.09629822 362.59768677 689.31616211 371.92651367 678.08828735 273.18118286 676.13839722 273.18118286 700.83149719 338.23602295 700.83149719 338.23602295 676.13839722 273.18118286 676.13839722 477.03021240 717.48562622 539.49351274 717.48562622 120.15798187 290.35501099 133.96700287 289.69543457 324.33798218 290.25701904 343.70266724 288.60195923 510.97476196 290.93078613 536.95961883 290.93078613 74.65630722 301.17819214 74.65630722 307.30734253 110.41937256 307.30734253 110.41937256 301.17819214 74.65630722 301.17819214 118.93074799 302.51654053 210.43157639 302.51654053 507.09228516 385.97937012 511.60925293 391.97486877 511.82873535 391.97486877 520.97692871 371.76426697 364.45938110 302.35156250 544.48827125 302.35156250 280.07875061 298.99665833 280.07875061 309.76522827 342.33410645 309.76522827 342.33410645 298.99665833 280.07875061 298.99665833 275.42243958 239.14247131 276.79107666 245.23770142 272.93798828 245.61654663 279.04770983 239.50682508 348.15768433 218.38276672 350.54949951 223.75042725 352.05050659 217.44544983 347.96703242 224.51823456 374.50131226 183.51049805 375.69540405 193.20153809 372.72955322 190.61183167 377.70239258 189.97206116 what is the point of this graph? 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 129.67438167 519.79151017 131.53640083 523.01662196 131.42883307 523.07637877 136.88192729 513.63134253 253.72588949 533.46637002 255.80702190 536.68188522 255.80702190 536.81507785 262.85624497 528.26795410 on n'a pas un problème de l'oeuf et la poule ici ? 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 66.87881470 574.56320190 66.87881470 722.58945172 73.81598262 521.48154353 274.41653194 521.48154353 73.23971939 80.56314087 464.70310975 80.56314087 372.43466187 108.20187378 376.29180908 112.47863770 376.29180908 112.69851685 384.75894895 98.03300041 249.05285645 95.31431580 249.05285645 119.86631775 358.60116577 119.86631775 358.60116577 95.31431580 249.05285645 95.31431580 432.16342163 138.92178345 538.50698706 138.92178345 182.27096558 138.39364624 212.16532904 138.39364624 75.21903229 149.76483154 540.19134973 149.76483154 73.25317764 164.18678284 98.61088562 162.37562561 ? 81.16461945 196.17100525 82.87621307 198.71566772 82.87621307 198.91795349 88.28909302 192.29052734 444.62042236 174.84529114 537.44586284 174.84529114 72.21096802 186.04585266 537.83490952 186.04585266 76.28005600 199.05093384 72.37065887 198.61122131 299.85708618 169.23081970 299.85708618 176.88853455 434.96569824 176.88853455 434.96569824 169.23081970 299.85708618 169.23081970 ? 274.88761902 193.29534912 274.88761902 204.18472290 328.70227051 204.18472290 328.70227051 193.29534912 274.88761902 193.29534912 335.42352295 198.50048828 428.50652200 198.50048828 to check 104.83393097 268.06694031 248.53791617 268.06694031 284.17352295 266.26545715 316.54037476 268.27607727 72.93375397 281.14035034 442.14306925 281.14035034 459.25497437 268.29765320 540.75660728 268.29765320 456.56036377 286.43144226 539.68879490 286.43144226 72.82688522 303.24517822 304.24026454 303.24517822 383.77954102 296.22845459 540.13646449 296.22845459 73.80253220 307.34658813 436.40196142 307.34658813 507.79135132 307.00839233 536.94756778 307.00839233 75.31458664 320.32356262 151.28260067 320.32356262 321.28994751 338.05883789 324.28659058 341.90463257 324.28659058 341.90463257 330.52976143 331.09114346 72.97036743 430.82847595 541.67807659 430.82847595 74.80265808 442.89067078 118.05708637 442.89067078 128.76939392 468.81929016 215.34952085 468.81929016 270.83239746 469.18977356 299.79953679 469.18977356 408.78057861 467.39773560 533.32950832 467.39773560 128.57859039 479.90058899 247.72897103 479.90058899 486.75762939 483.86663818 536.61988874 483.86663818 74.33638000 496.93534851 95.87313080 495.72232056 105.59542847 496.65989685 404.10958673 496.65989685 455.96691895 491.53836060 540.89808165 491.53836060 74.05172348 504.19689941 528.07900663 504.19689941 353.02325439 521.85058594 471.72983596 521.85058594 100.28509140 539.73603821 212.38184092 539.73603821 336.50726318 541.86537170 336.50726318 551.68208313 411.33016968 551.68208313 411.33016968 541.86537170 336.50726318 541.86537170 417.85122681 547.48272705 538.70949519 547.48272705 73.91930389 559.93238831 371.27665567 559.93238831 361.05853271 542.34072876 363.41574097 545.09759521 363.41574097 545.09759521 369.63916016 537.70239258 295.86610413 396.72085571 298.19961548 399.67996216 298.19961548 399.88342285 304.75916010 388.52195830 402.39401245 394.58718872 404.49801636 397.65776062 404.49801636 397.65776062 408.92898560 388.14497375 tc tc 123.86688756 578.71277116 147.96598406 578.71277116 202.57366780 578.62198643 224.54319903 578.62198643 113.09493154 588.32352207 114.86081867 590.92198155 114.86081867 590.92198155 118.11457298 584.72445986 374.73553087 577.83342317 535.33138803 577.83342317 73.59968909 590.07043176 108.83316454 590.07043176 152.47620513 589.54976968 536.20368887 589.54976968 73.45895476 602.39204770 444.07542116 602.39204770 328.32719509 571.94251549 330.58898741 575.32652533 330.85162076 575.32652533 334.32737328 569.30634537 252.24235215 431.79984524 538.20068630 431.79984524 73.48013028 443.49961135 117.64628624 443.49961135 542.70668664 587.51949641 544.48800774 592.03131373 544.73169207 592.03131373 551.35297058 582.87304635 why? 294.24443559 613.54522949 296.22858695 617.45022355 296.22858695 617.64577738 301.32276434 609.75612760 107.63482024 625.99558504 416.68915128 625.99558504 152.62088086 635.00398466 153.88722875 637.19736354 153.88580341 637.36417922 157.72690139 631.40465716 217.22885494 637.27934448 470.77493276 637.27934448 88.81740616 699.80743677 222.92165064 699.80743677 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 what is the constant factor? 2 170.84841210 126.81082548 174.65020942 130.61262280 174.44161907 130.10670345 182.76648982 123.47409343 109.05671643 146.51101732 110.70331951 149.93555910 110.70331951 149.93555910 114.77939099 142.87559620 265.87980665 96.32019285 269.52557818 100.71909299 269.52557818 100.71909299 276.68461079 85.42833694 363.16404958 99.73052287 367.08399442 103.04735846 366.95282933 103.21793749 372.86689271 94.72161605 385.69586853 95.58462999 390.74911605 102.46391829 390.48470149 102.46391829 399.10021224 84.00913151 290.54370117 97.30118561 415.87063871 97.30118561 449.11090088 97.10359192 536.19474836 97.10359192 73.18656921 109.22751617 536.72997254 109.22751617 73.00393295 122.08181763 335.76201494 122.08181763 344.83935547 121.68252563 371.77434159 121.68252563 217.41380310 157.87400818 536.83593561 157.87400818 74.85482407 170.21371460 451.98947820 170.21371460 384.37380981 120.73721313 440.63251143 120.73721313 378.19775391 133.69458008 538.46211743 133.69458008 74.72288895 147.35086060 118.60246318 147.35086060 372.19012451 145.15045166 536.76090919 145.15045166 73.26491547 158.87315369 191.68593612 158.87315369 141.01676941 186.42851257 206.94942278 186.42851257 325.22174072 186.81854248 408.49829894 186.81854248 116.69181061 198.64176941 258.43775969 198.64176941 273.44946289 196.80511475 505.79128132 196.80511475 73.00806046 210.64051056 234.29795784 210.64051056 249.06126404 211.46874237 439.26198932 211.46874237 452.45056152 209.78848267 522.08165742 209.78848267 532.69790649 209.88271332 539.09514895 209.88271332 73.33554840 222.07032776 153.25326882 222.07032776 166.49358368 223.09120178 468.74313788 223.09120178 496.22030640 221.37239075 536.28868925 221.37239075 73.22282791 236.21743774 136.97388557 236.21743774 relative 516.83404541 220.48446655 529.82553101 229.54014587 526.67022705 234.06477356 539.46695093 234.06477356 74.19547653 246.36990356 312.42567889 246.36990356 148.95841217 239.21221924 516.37715236 239.21221924 74.64243698 208.37966919 74.64243698 211.30902100 248.50080872 208.54638672 248.50080872 212.07798004 452.94729614 205.98506165 452.94729614 210.53992462 533.40789795 207.38539124 537.11320653 211.09069981 497.44207764 222.38061523 511.50119019 222.38061523 167.88450623 220.52702332 168.43630881 222.58637861 90.99044800 271.01319885 507.81586492 271.01319885 72.02381134 281.86935425 217.75565875 281.86935425 396.78454590 197.52700043 509.50016803 197.52700043 326.39221191 269.58874512 364.08972895 269.58874512 497.51446533 268.97315979 500.33523646 271.79393092 372.79409790 270.80862427 440.15428439 270.80862427 339.81930542 247.71963501 490.87187156 247.71963501 521.62265015 246.45916748 540.67127485 246.45916748 72.30901718 259.20425415 429.29130819 259.20425415 340.19293213 246.86778259 359.65673828 246.07279968 520.58993530 246.27476501 538.71208817 246.27476501 72.51250839 303.63380432 211.26398603 303.63380432 276.51333618 302.89596558 511.49058528 302.89596558 73.68391037 315.95436096 418.16641956 315.95436096 428.48358154 316.62721252 538.68346746 316.62721252 72.73147964 327.40420532 414.94559206 327.40420532 426.96234131 333.33026123 539.97074548 333.33026123 72.68476105 345.04698181 381.03346307 345.04698181 122.04738617 351.79183960 186.56990193 351.79183960 509.33230591 268.82482910 511.01168060 270.50420380 511.23123169 270.50419617 515.42596436 264.83444977 326.75289917 246.07041931 331.51373291 247.75221252 493.83969116 242.40283203 546.57183838 237.44099426 JVBERi0xLjUKJdDUxdgKMyAwIG9iago8PAovTGVuZ3RoIDExNyAgICAgICAKL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnjaM1BIVzBQcOcyIEAbAklDhaJ0BQgjyJ3LKYRL383IWMFSz9LMyEwhJE3BRM/SwlDBTM/S0FIhJEUhWqNcMzbEC6jIAEmRoYGeuZER0BCwisziPPUSTV1jY2ONRBBlolGSWJSeWgLSSNBNMNo1hAsAGoQqNQplbmRzdHJlYW0KZW5kb2JqCjEwIDAgb2JqCjw8Ci9MZW5ndGgxIDEzOTQKL0xlbmd0aDIgNjA4NAovTGVuZ3RoMyAwCi9MZW5ndGggNzAzOSAgICAgIAovRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeNqNdwdUk+uyNtKkKUVEqgQFNp2EJr33KhBABIQkBAiEJCShhSJIb0rvTbpK7yACShUQpQiKVClSVJReBG4s+5yzz/+vde/KWsk7M8+0d5751hc+npvmomqOaChcG43Ci4LEgPIADSMjPRAQAARKigGBEjR8fGAEHgn/W0/DZwnH4hBolPx/IDSwcAieqNOE4IlAIzQKoO+JBIAkASAZedANeSAQIAEEyv0NRGPlAZoQL4QjwEgMoI9GwXE0fBpojC8W4eyCJ+b5+wgQgAkCQHJyN0R+uQPU3OFYBAyCAhhB8C5wd2JGGAQJMEfDEHC87z9CCCi64PEYeXFxb29vMYg7TgyNdVYWFAF4I/AuADM4Do71gjsCfrYMMIa4w/+0JkbDBwC7IHC/DeZoJ7w3BAsHEBVIBAyOwhFdPFGOcCyAmB1grmcIMMHAUb/Bhr8BIoA/lwMAiYH+Fe6P989ACNQvZwgMhnbHQFC+CJQzwAmBhANMtA3F8D54EQAE5fgTCEHi0ER/iBcEgYRAiYBfpUMA2mqmAAixwz/94WBYBAaPE8MhkD97FP8ZhnjNWihHDbS7OxyFx9H8rE8TgYXDiPfuK/5nuG4otDfK72/JCYFydPrZhqMnRtwChfDwhOtp/sEQVTT/1jnD8QBpoOwNSVlpANwDAPeBuYj/TAD2xcB/GUE/1cQeAvwwaAzAidgGPADhBCf+0PjhIF5wAB7rCQ/w+0/DPyUaEAjgiIDhAVC4MwJF8+/oRDXc6bdMnD8W4QOwARLpBwIAf37+dbIjMswRjUL6/hv+a8TiRlpgAxMt4T8t/8uoro72AfiJSkoARCWkgQAQUEoWcIN4CPhnnJsQxJ86/sNXD+WEBvwM9rNe4kX9XbPXHxII/NkQQcA/gxmjidSFAwT+zXRboDQQRvwC/Z/5/svl/0fzn1H+V6b/d0XankjkL7vAb8D/Y4e4I5C+fxBE6nriiWtghCYuA+q/oVbw37trBHdEeLr/t1UPDyGugxrKmUhpUZCUGFDqtx6B00b4wB1vIvAwl9+0+a23+LlwSAQKfhONQ/x8xBC9gMD/shG3DOZGfIzgiNz8bYLgiCuH/zXInzKcuFT/rEMLBUM7/tw+CWkZAASLhfjSEIdPlKQBfiDimjrCfX6xGyAuhkLjiS4AYs8BACc0lubnoEEgOYC4908dzT/iwjyxWGLiX4QgJv1b/rXicLgPHEbzfgINUwh1rQ1tO6hW4/AWXR5WpNhMP7glITpcdIcK36M1ar+QaJ6TPWXwWPt9N0j7jmuHsbrHQe7s5LbfUh13va/Unii39qozNzR+4mzv3HiS3z7ntQn6ZpKHVqnqV+VLsT0kN7liGDqpVRyde8z56P3/qu16l+TNz1ymfUM/rM24vbO6LNuQhVPO8vNHM3wLtB+8LL3D+lfeR/cHIYuxtlFpxpnXDBTbD2kSvasY5vsG+qcZu7mexwTre91b/sYbjmfUUujn1JQ6X2U5XXDxR16p10Ymkx9U55LqhmPPkznB1INa4y2Xpa0NOx6B5M4bLg7JTrGgz4RDLkbMNLN6Oja/cCXa8UNuBDdZU59y0j7OsisDoftituIjl5t+RJiB79R418j8D0+DND2b172hAiJGiUqn5UufAxr4nsV5OYWTtv5Vncq4pCXMki24HuAUUtDLi8yZ3hMIG7eSsJFNd2kDK5dMy4W2Bt1ilJS84IVIr7S4KN7wqe98sfWeH0HqtGC7vV2df8qjKgYVxxRLmK+b9s8seni0CRJ/WQ/LqInVIHi7L+z5V/ks2Bn2uaOLAyoIbe7SX+YnGe/HouUB3LmP1juiQ+NYxVqjrlV8WOyO3L1aThrvSFJmnP/kaCeY5VUvuo1EksarLDj2aINwskGaCTCmwdQTKB7fvKxgOdrhLNNX0ENLqvxe5Oy7cmuaSZC+lLsacOjETLJxokWIud+vXbiApXWJSY5xIQzhufzaKHnJRJXeJUD00geB+xfuMZv2h6wlPohtU5vfacmLERyr4Rj/QtdWphRMJSb36FP2xo6kMwf7drbSRW6bdnvuM+gZ2v7yN3VOy6K5o957g+cbt6yucX9hI11qzMl6MQ/ZWkPf1saZJAiGJhfxbTpKbLV4xxo/rRjTVd7VDNj9RvUhJ6HHOuVi25f6GpDr7coQ57KLlB0gaHtLtv5jiL9Du0tcKfSu4HNv65BNmA0/0DX5W+0tkhu+B840l9Jd2Mybwgr4Ke4GMGFORUfXnSbuACDHE/Y0PRxIKYLl2vYqymx7voPLPg6uWlUnRErwT01IsUKINckNCd7vy8hSDze/P4eTfP3ggVu+yJ1YaGLmN8JgCxWEdjBMyl6dcnH9EgXT9HHv8BFoU3hkinHsHP1nq4ZaiQEMOlvzOPtJFFm7j/KA06Ru3ZENtx1Ya++5a6ZZf3SguPAx7dISyzogM51hBim7RLg1nYip3cnLytHlsdyfDnZs5GkMUnCUKigEF9O/l5YXWTzyYr4OM3ggND2hIEx4ffn8rdgqJsIFN8CVItOxOe8eZYhHL1RmGRSnd9QybMDAH6YCf/N2P0Epct2ppVHxm6vBj/tjvG7NyL1ZPvsdd147hgy5RdHukPzlK24Qw8G77NOH6eDXN0F+b4IvsTOj8qPuv83VnvKDgp8NtTlRhn/8kl/hF2U4usEf2dlJM3ArR25xoGT+aP9rw5yySvClqaV6cP67fvRXM+/MsQV5moirWfCWTRrxLeqo1lUuzuesLL7HX5ovBoTmR+BXpm4VhLReuxG05YEPnXc6CuhkWhlJFqwOlyU3Nxu7leJ7hUkxG1cv4ZpicqdtIaSVga+T7oFFTmvYvJ/yeJx4fnnVIw139NwycJivPOAh5sMVx09+LixSytFM0efveGuWfFOFm+44XuwmW4cgHK1H7syrdjSoUGHoEJIKnLXB6j0talzw4+OrfTu7dGQj1yoMYGsr9jQ0O8o/Xv4Ao0eUioQ4LzW/HDzyLQp6fx1ziZI3w2KYE1ISVBuUI20qcVtSnjWniaNf0VpnxA90cAaz1GOrJpMRsMcaXTuIwoc5BgWFzDw23giXsIMhIAt7UttnSptcr7AZT718P1S53BF6rmvwvsbfdueddZT3pQZ2o41CSRGhhu5oL+kAscfFciVXqvOuyUDa6hkvwq3XMgPiyWQeSQQYhAC/2ltWsww/jT3/YUi8VKYzcDAKuOWmnhjZe4r8quydOHtrXfGjrnVcdS+5jxfTs0sBQUvaorxZ17KgzDwCDQQ3TVMzKF6hru/immtRc3eOG+2SMdueVMUYpdRhxs5c3fSZq5pQloPzaITp45paaoGSTwqDwdWmFyy4QzUw0NVXqgoHXRokcvA1fm0bgRiagh9hh/GHJSrDrHFYkugv6W2t9juVYecZR51MqKxm35AuluWVeR4CZ/YT4tzEEyv5q6R36V6Olh02vH1HHVwjOmdobXn7MfSz1K1cmyGg55Ari7LWuFttUC3PrZ5Ow/j2xoOHfQkWadV7WYsAowjkEViXsx81euqb1Q236O09+4ELUyOfzo5Gh0lyD/vbcQOq7DKWVjgILcEzxpX8KezJOm8tQKoN4WLicqQKfSN659ZfaxOSeUvagyzeiRuQkiEnnWR8PObzuah9aWq9A2ru6eqK1wnxHX2AprglVf2wrvFF+7xpdK38muZTWGv+LJ3M1rdBEHVFpTXXcvWefiPb1UNKYe5+DjdIWL4NC2F6yCm9JogpbdJJT2jGxolNidSIiUVyTJCv7fujSoYkj8eVjSYCFB22ord5Ytmu5m7od9HoCnJiTffiG7hMpfcK74JZoYYB4srD0m5Mn1n3lUy9C0xOb7BI/4i8ziGfMilSYGHPYnhTJaGhb+CKsUblirnR3lvE5tsLU8opFxl7X+9HLtMtf5cUmnS9btWVo7kuuxrDuzXmv5XL06QdPTcwFN18yr42ZZikYH+XxtE0VV+Pt7E1tcu6X+AdK4u7mcfqpf1CfRvWxECnCQYyOZHUJzJ1H6/Yg44KxwK9AbRPNx5xmotQqIAeqIRQ0W5PqI33zPkiBe4tGp5reY1/ms9NtmkRz/T18yp1J9sTd9VRIZbjeDCzXPwHrRbSYisTZ9Gp1InnsfTVumuYFdaLEF3Kq9eobAlFJy8YxEfHroZquVpS+OWAorZBQyHgmhRLw5NRaV8rA39C0Oj2Yto3/6lG/PkiV3XHtTBLpUrCe8mpTvCEfmDbik1te8PpW0mHE6/8UwwKG2JBZ2Rp9ThrT+zTJWtR/GpG+lp1Ra0EIeft94TQYpIIGkVzGTyoAdk94/AUmrkSTZLXSqK3wTLCZS+Ycztje9wezqB10Rx/odgCJv35lcaCasw9dI80Q5+PoearDrX06Ma7Jz3GJVxvzKgAhjFfsp16fVYkNAVS7w2h8munJrI/IKbjHr8eeRSLu9D1vi0u5OORGHaWqprs6raWzSNRsvKTps+7F1dDyoIJz1KXH2ArKejX50d5i9Uf0xqSikfHf5JvVmfZBUzMTvIH6XDkjg6DPGWAdjiHYJrEnRT/zNYkgRoWqby5UoG1b+q1J6KMbm1PW3J7U92KF3aOnxpcrXSPmVGdtS9S+2tlsvN261gnE5UIrxmc2n1c04asIq4zDhM4+K3yWxQt5a3pJLUTWXc1wvvdT9nkju3GCteWMgJZKUcSy9oxc217aZeb2TR0Si4GJRm/yau+3z3nrwAwOP9VhqFTbW5/vM/BYandVV6clvQKye26B0FnpxYlfEJHMhy277Yb1VcWkqYSFAfWl2/G8mLIXCuCOnvXvLvwYcKIsllEZZH+4/Hcph/jgGcWxT2D33Cr1q05rmEBBTS2L/C6GuvnNwcOr2aI02guLAOeDlD7IeDdi3QZZOWKD6s42tdfn/i/EPNLg1VHIA+A9wsjBUpZpu5qUKULf33F2cz5/nbzKYYXwP+dAVJKX8+r9ThRWzfOnURw7spskSRFOX7ObBmRheQF8vm48ZxoZMgHya19sh8WfRrgFmg4ovrpS/mLC4M6St13nri8Wxd0q8pqQVDLQscSDlRxd64c+OiciSWEU9FvsJrsh2fejvnqWrWozQyebntzQYQXshnCbvah+gjnlFxfWPTO1j0I5gZC1wiv3KWKGFqZIw96rrUeAd2MEdGo9Nju4g8/uXVpQ68wq3c8nRz7zPZD44t7L88+HpvB0Q5eiQutWMcrGJXPr8crq7Kd3moMX6aseTTRYkWxhwkf33ajLAgZ7lfL52YQeG9ntMQ2yUhPzcC8Nx1/J7hi5K1JSg1y5vUbXyXOnbI7BGmt2GA2Au/pvUHYl1ngoJt5NObBM7VvpC6lWBxt2LNIBwr9V0mnbjFtLUM6Wi7j/Ksql0PCAIWX5is5HFJyFlXlYnjS0baqhkkQcJqdGZ72Mz2ho+ovdqHn+xYK4aJaI+zLYUnop2Dox5kO6aWqpo4fzySS25WffDbw8ZDsKp5/aY8v5arIWot/4z9iNckXCSwcUlrRSlCtak0W25S4M4+tK5bPE+DSVS6Hr07dHJqpG1eo2n/XN/kwNMDdKntN9HuD0YLaMAHngIMGxOfGvj/pwjWrMtsn4drESdNyF7UjO0LpTRK1XjxJQ36NmXWx1XGAntuDXJUtymziFZjd6r9jIXmpyiOzfnx3c3Fbg+LakzOvjpjmXddTRpI4lfS8o+lBNa6xphVpsTKcfLtdH4eCrkRl2LNaFWRHfS2MmWnplORm8f4OD5yq8MO6KB50/504u3hfAlQxPCVp+sTtWHzZb45ybSQZnTWcfyn0watessXPxbI6fIxRmOG2lxu9TUbf5cdSjlAnL3hh5kEbHNI8jxNzW4Ep0R+nVMN4UhsDlzSpx67LKtDdfbhVf7aNI+fKu7NereSs8a0goT54RuVwdWOScF4hzt4uqQ0bSPyvp5tUFSWO/0Hbtb0qo/Hoho7z/Zb0w5cc8vSH6kpyvLvnv/dtsPJmCTXJJOwe9btg6Xd5Qqi54eUKq4MXg0atesTKHAP3dU6BWukLw9QkRbOqoKXG4jgfRHW05WMPuoSh5qonyRUME5hPzkXG57x97eYmbLOncRIe7l9PVXLF3hUbNB7tKfjt7oJbpO4xhHfmvXhQalywOc4wT9nutjHf7Tjv81zPRUupL6Q0stgu0Q4LACd2Blxo/ap37/hLlsQMW+X1C8UR5Bmn6z021NVpNG8TYZ4nvi0WZsFu82TxxDeShoEojievgjvCQ/3bbt0cz7d81iOwRpgdWXf383p2v8sYL5Q39D0TxkCimVEzxJ5Ia6+AdxufFc3KWZfi4istbaTQLjvczGCjO5j5Ust+jkzNJE+gMhz30qmGT2D6GDOs+UH3mgQ/RbooJprWYDOwOgq6uCPJo+SptW26lpxGJbChqahQ51rdPdB0NPdeb/lQAsfMVdA4d6xW7xyuk/TK2LwvGtYrMf6jdRLLJBY+s3jjrcb9Oxrq+Qsxq9XMSjPY+BGH1C3mbKRHhYCE3UxHhjGcI8dgNRlYx/VZpXQUA0rd/057Jy596yLzZUaHm4HmZ9xKBjNnKlqHKwYcWVn8dcLbUYVYW14Jal6byVhxnwmMZDvJxkdri4flHiEUDUKkDvlYwKN9NdqKJAvZ3r4edLwQBkfHeXhBq3gP6VYKVUWZCm8PKZglxKJyE6MkfF+HV7GEvm8MuPp01WDtnYElOOT6E1n2hdjcFIyWfLv3QE7uCIsWjIk2Ka+rvEtJb3ctqlS/z+Hby+RbgmY+m7OJa/Fk3T7U0iNiUy5l16laNXXZ1vPeA/tJYQ2Bz1tY9IvpFsObN4OL5T3IWXr7XXwNZupPtRUUrc/y3oT9COzy33rSNEc9znhpByyO7Tgp4a7aVOuGrrf1FdYfLyHL+ZCEHWAmJBD3KUnzpoaxlIFt48zWiorW9e9mqNH9lGvrC27XZ/J2ElXN84/89WkFz3Z0bck5KJkDRJJHvSxUNBUFgwZTN+2Ksk6KvqY8/ZZY/nF2TedNH+PzJAqSpkww76qe0d6CbwxJpiyLlLgRl391U8f1PCUHGfZeClKKBPyFS8OybgNXEQWrlIrQw5TsvJZzNIt5rJHCVxWULmSR63y4e5cgy3DDHIvhD6/ljXLbXXqlukjVUJIeAzEKinyReoX5+kAt3P84fQda9fFqBi0d3jBCdqQGmDYQ6f96bL3d5KrgnMebZQbtFDx1qkkeaaGST21xaw9FzNSFdyX2Kz1KZ0kMJ8JpVaMmcsvhagFDrA9taRd879CLKPnYxz5/YkHx9EHn3EMZE6oIV/WpRVmVMJXQT8uaFE/jSBI4be7v+Gomv+84725VYn89ERoDOUv19xZk1HOYp6/oQkAg/pBe3DNRMf0cMOaaZL+aKv+Kr+qzLywfx+6JU1KGkXamosX3HuBH2Gl9aFO2d4WHWIRuNG7qvrY/MFXcYQV54UyCWkLA5+o+uL2VTnO8hTtK1b1fE+LoZoW5sezhazaq2Hd1wYdWaUc02yuS/IfOa+aAauuWrwRYxvhO1WtRQQTpd3fLiTmBcsPM1EUr55hH506xw0riNfQd/CBtcICW3fc2yYdzpeZ8nPxGzb5xhdYaRcnU0MPF5pI4YWo178sGhTT7zwCcFQnZ1IVaMktcSCtshCKl1OmB0YA9ux04MiPwr3SvKq5jFVNfGtf5sDe5RQvJd5/TpvuLVsMMGchDd+rB5Ix5XwmB/YyMpNlnHIZH7OE3xosrdIRvdw7mqcfWzEV3rCs1UwnxDwWDbzyRDbwbEX89fXS+twOZ8kKW+3Ijd23Ps2YX/eOmkuf5nAUCrnFn0GUhFiV/fCyHCGw0CcjUA0Q2bVbXv8IpWrZ6k5T3gUaT9x9yC3E/0GYL2UoTLev6UHfIeJeAlg7pL55+UudYTsagdTfpeIC/i/neO8re0qKDu4YtYirA+hnRt4tT5g4adCT3bnjAwZlFLKWK0GJaDAZf2zQ7Wo0HW5k4hHOOfpMSM/Hh9Un0+cT4/f7BrWa2/PJBZ1kDHWb7r8A6nuAJ9A6hxCrk29AgQr6P0qpNeIs8zaCurePHBJjc+9MjnEcEuLzd5Z4Mdmp9yzCJX97KOrq7LSMBsOj8uKjB0FE5NiqC1OB81gXVY8m3tl/NjeVlHxay/OVMvlYyR2WhMiu4NG4G5Rs5nkLHNgWlrypHy1xY7O4LFEynNkmkefKo75a39Cvxa4ML/m4ZZQJwNl5x1ln9J+06tM3zSVf7dp/ncgKNdtHXXTAj4DW+7q3lc6Jm+QLKxULDR9SjZZ/7JaQjXdpWN1v99cSkPZ87mN4s3J+4J+jw/VGaqWlf45rAj/P7UknSrCl1d0pDZkPvMRvNVaEjuaikdYQcVF6ZaRuVXZjvCjp9O+S8eH8d0+k0NUeKIjslaZfuBdE7lhe1JHwx6N5gsjGk8W32oK5X72zk7VL9iy1yQGaNx2pjnmY4/kjrcmOvXsumzIHIsR74OW9E3Omwb9b7iK9J53RTMYiWlTNLmEuuHSuS/8PcQ+2uGfmWFwwmRWu81/ujqXg05ctIYhhJwvgESc8zQ1gXs4x8kk76+67ZG6YdqXC+cGQSOpKPmABuStjd8BH43CqFoa28KdsmxClG7iXNlYsbhCru3q+zMzQNB24KHTQafEmZFG5SVYaLiU6hH489WD3VYKtkoydPfdgbhBxg2OwdsQ1kMxO+zOvVhU7VLM6Ycg6fozr1DT5cz1+FcEfSfdI0RmFXhTaH9ioJ+ZUuByHvD2yC+Ut6+CM6z1bGf3iIVcYMHHB1zLwpjrjSPVy80YdMtvSR3AXnPKbb4zOEEtgpoeaEsXpFtHz8W/NnqMDQKwhv/5tiRm+PYy5rsEMqsvhfIRomR2sjvM4b+/lt8E2J2sQu5oqmC+e1MImhVTmnMg3vVw0HakZyjmG+4AXV8lK3zns2NuRlj6qSSo2hdznKu8vWmQcXCmipAKVCfz2zthp2u5jlRV8O5WkLIPgUMJerNQ6mx87RdBtcmQwVOVBi94Ua6r3/AaMa2q2GkHRaeVdWixDwhpZhovjw+axJoVxagpID0ytI6eWdqM/RY9cCLehkPqNSsGfck2Gxp6bUXbclkFXIgMFL+0KNYwPFJe+27vpLZ3zQgN7L7TDfDAV2jUquqnSYehqdqKQ94IkwewN+1DHIQ5lpGm2r+GIpK2WMsnuw9murWFwzjdPx8DtPaTaWH+cedI6Q1xf/JcFnHqXk2AjtezHKa50jLfB5jKHavG108vXlGSU6wVQ+yHc96dsl1liAxXAxM/X3ipUpZRPrtouksz6PSBZJlsYu0kVXfxJwZ6xcD0hk7Lt28hTbdw65MJ35qL7A0qe2x5HRssmqf0wdGNF5W7CGq7iOPxpPBT7TxV/4oi1nzWUeLHf6MjbRkmeVfkCxwsf++Xjr0UT+6P8ArquqTAplbmRzdHJlYW0KZW5kb2JqCjEyIDAgb2JqCjw8Ci9MZW5ndGgxIDE0OTEKL0xlbmd0aDIgOTU5NQovTGVuZ3RoMyAwCi9MZW5ndGggMTA1OTggICAgIAovRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeNqNtwVQHFqzLYxrcPfBXQa34O4EC64DDDLY4O4ECcGdQHCXQNAQ3DW4EyA4wYLbI+ec+8n9/6r3aqpmdnev7t2yelcNPbWGFruklZMFSM4JAmUHcnAJA6RV3wC5AFxcPBxcXNxo9PTaYKgD6B81Gr0uyNUN7AQR/g+AtCvIHPqikzGHvuBUnSAAJXcHAJAHAOQXBgoIc3EBuLm4hP4H6OQqDJAx9wBbAVQ5AEpOEJAbGr20k7O3K9jGFvpyzf8cAUyWzACgkJAA21/uAElHkCvY0hwCUDWH2oIcX260NHcAaDlZgkFQ7/8KwSRqC4U6C3Nyenp6cpg7unE4udqIMbMBPMFQW8AbkBvI1QNkBfhTMEDN3BH0d2UcaPQAbVuw2996LSdrqKe5KwjwonAAW4Igbi8e7hArkCvg5XKAlqIKQN0ZBPkbrPI3gA3wT28AQA7gv8L94/0nEBjyl7O5paWTo7M5xBsMsQFYgx1AAHU5FQ6oF5QNYA6x+gM0d3BzevE39zAHO5hbvAD+ytwcICepCTB/KfCf8twsXcHOUDcON7DDnxI5/4R56bIsxEraydERBIG6of3JTwbsCrJ8abs359+TtYc4eUJ8/xGswRAr6z9FWLk7c+pAwC7uIEWZfyAvKrR/62xAUAAfFxeXgBAPAOQCAHlZ2nL+Ca/t7Qz6ywj8o36pwN/X2ckZYP1SBMgfbA16+UHzdTP3AAGgru4gf9//NPy3hAYEAqzAllCABcgGDEH7d/QXNcj6b/ll+K5gL4Ah1wv3gACuP59/nYxf6GXlBHHw/jf8r/lyyqvqqunIsP5d8b9sUlJOXgBfdl4uADs3HxcA+IdkAi8H//8Oo2EO/ieN//BVhFg7AYT+zvalTf+Tscc/BGD6ZzmYAf8dS83phbUgANO/SW7Excdl+fIF/H+m+l8u/38M/xPl/0by/52QnLuDw19mpr/s/x+zuSPYwfsfwAtp3aEvC6Dq9LIGkP8N1QP9vbSqICuwu+P/tipCzV8WQRJi4/CvNoLd5MBeICsNMNTS9m+2/K3X+bNlDmAISMPJDfznWQGwv4zmf9leVsvS/uXpcHuh5F8m0Mvm/PeVshBLJ6s/K8bNxw8wd3U190Z7GfKLxAfwBb7sohXI6y8SAzg5IE7QFxfAS3n+AGsnV7Q/ExUSAHCa/1H9JQFfKMYJ+g+RB8Bp8x8iH4AT/G/xhWWckH+JPEIAThd3p5fW/dWhf6N4AZyu/yG+xHD7D5EfwPk3+L/KsnR3dX3Z7L+I91Lz/8h/PSMgkBfIEm1xzslSJMyuPqz9plaSzJP95/jrafqfeunM7L6Lrl/d7zCRU5hrskPWXa8kU4a6sVe2ZJkuJZaoHn0PWxqQI1uTNNvu/R5ME95M/WxDW5gk7J8oPJT83EeBSs6uLbHj9+jipxtsD98C+02JPs/FXRBT4xPejWevvNfnvvLl0Yi5n5o7NfzK6A/l39njdGKNgktm6PMtcmaJaZCg7BQoLLinXlgzl1fTuB8nnqmUEljR/I/ieIp8DTa439/O+qxWanO7dZLQkRgQU8Bf4o5OMfhK7aUqEc37lhat9C94tYgWUX3EYEtbYcfm2OPOqgG/iYE09dR5jC52ALfzUgBhjGT9eNtJdWVN+KauNOoENW2mMXjQOh57EMVeh7XUavuVbpe1XRr5ktD3z8+AGQx928Og5i7f+waX1aHhfvbriLTWm6Gm4a0uf70S8T5xchtPIIusrWH0yrJwFkUaYjl0DK5TD6SIj8225JEi+IBoHi7qG3ImdUcK3Czk4jIQROyBHSX/xZfnd/bev6rxVK1jYwZn3sET1zj0OZRf7dniW9rpaSGJLY+sWXYEU36WbNe7/LV4Rk2RelDjTGg55+lGFSGHTJk3lUriJt/C2QBdEa+ifM/P+eqhaKMQb7tboQKOX7pVOm0f+Ao0qbePYtjH9hqDB6VCw3uFrqz2Nq8qKqRMCPaddG9PqzyjpIbe/9AWCMt/1/Em6GOnm3qGvGQMXPH11mwPqgXtsbaUB7VjUzyWnvbru62xzuIHT7ZyRRl6xqJF1T7lfdFIv0XjBZmiHpLaIAnCd5dNQdz1X9VvmGBeZWOvvqfP3lmGpzX9OtSke/ZEKkWmpX3zidZnA6Zn/vvYFvXI1Badr0OVUQlvbzNAhC82A94hgYF6fiso82L9NVNs9JN1dPOajqdkwxJ5XdZMP2j9aHAUQYoW+SsPF77Y+JECoLCMMXtNpYgV/3kuKddu0ydH4o4qvvl1tZtR/Rr+pWh4xWujTn1YunUZ8SidA9TJnQf+lI/fveTzNSEDFWSZ0STb4Br6ueRc6vkpNBVuGKI6w9xMnN9bRYHM1LHW4W9DUCz3cGJQYLZEZxnxB+vjU8/e4GnwyOZTh7EL1+Ew4mw8TUpiKmHVcCAu9tZLK43DKEHLYRh6fAWQPvDXodEG6072THYezs4pzJIlXcRwlg1jys3beNLI8SXHe55pRdH51TwHO2mKju+Op6GjT5kFfBHNoQRylfmhZDyLtu07njQ03S5krw3Znq7lha1X7QehNDbW1maJD5GYiV8IpB4SopuO5iEapnRcCHppiPICZykuXkMnbhRglrAwRPgzWpr9XZXdgfs895k60jCI4EzCBgVoVf3UtP+VNzHl3FOAJSW90brLSZBRa+sOrzqvB7Vhlum1Yuun2pPPNQ8E/TuWMaRc6xQV56pKt6of9bkqR+M9fPnXiZPnjG56AHCuH12GMml4SF5fwyfnaH/XV+ZYUSY+GGLuYiOSH1b2NY+SNpCSz/2KRknhvcyEGa3MGNHDrc41rZtWza+oQUfncL9/V9nMnkS0YdhJfDgDGhuKuRkgRSFRHp1n4Ka3Sbao8Ym8VholyWBzdwpQreTuJfZZc0/MyIuc4WfJbGMpxujrxqiYehb6Nl66Lt5boJxMaMlMPDJx/cPo1OYjtIpBvGzr/UTv73sIkvah59eknXa6PCs1I+nmrMLxJfWruQmJIj1uL6o9QRdqFavv1VtkTocB20BdzthBqdcSdb/vjqm5Erv08518bumObyevB4Loe6u+TQ0ReP5Y+8Ft7FTesw6oNn0UV7QdwXLfy5dy/CWHRCTcCMREWUi1Qikb9Oa/DulcWgNQyGGUhhGrQPi0zj0ZytgPp2trcuV9bkqFDohfDzImbjONPrYrPtiq3TXM+W6r4wIw04HwKh6Ws44EiODG4k6GQRrVowPHXokmvdmIKuLCKscVC3quxXREljuzzEPk3vyk9SRO68ueHIev9Bqy3PnClLqSzFpSKpw7ouWEv/jwyqVzJQvWr3McRKp9RzrRmWhbF94iQuSQEmlQYmDSYcIEfd8sOCXidPVqEzFtm+qdwllIPgUq+zmpopvizU2n6eGsP5EnfMXw3lbde+YPqsirM/l6bQ7NpUKRUAce5nPmwMidUSV/4fGmpM3YssRSVZ2flO8zeFw1hHesfG71mYiVC0RCxXUov62g6VYSqwYhLOhKxetJkfvv6jJ/QFjRGlwGk7DlnwSvlZy8wSVsJiz62iYXNwBf/lUjh2PvqwrCVJDXDUIxsanh+FvdKByigYvfmnk1GNoaz5ceoXm3aKBhtkTnpyXSUNdA26S75iR3wrMPYbFmrA6+pCjXIM3ruQ+mEtZE/DykCusa5h5TPiQ6YwSmtR/H8PsNKoCULOXbA3G4NfGqrAMWzkERIr6r5aOowVWaPIR7uroiC/ntY1HTmBi41eoc6rkbYLZ2QcGKOcrQo56IcJuPr41eb0jQyG3cKcvdaOdb3KcndOgGv3dgcrCp7spZsvheFbdK3bxXPps6O2L04/HWnFcTSFQ7GgCoENp00S1qLhktAiS6mdgff3Kzep8FwfRJ6EJBrirYLRSeI1fJ9SExfo9zWu6KHl30qTzUQ02mI0ZVXkCITlEF/MSQJLlgQ/YD4sDvDRuphBovp954LqqM+vNQY6xQ/b2kJPGwR0RS4Np3h08Mu403+j/nGxgXx2H0liZ/hjJ0fuIKVgY8kRBkcoJRwYvf3VEtckm7pdEEB3p9JBWKZj/ywKJ5c5wb5nm1bK5CgZLuVeU5r5wlJzgMeQu0FrgtPJNZLQHQssJfaiBSYltymdH6VfQ+mgxqyoDtChFWAWejQk8vElz9TXk0k1U+2eqxlb0kAlzyj6YrLanyjdc/TveDmCglXzk04U39ApqtCLpzXLiz/tpapLm7EBM5ZQv0GWqYokdzaqtZz/OCH+RKdwvBmRskwdUDynlN/JrZS1sH2Dw5JsQ1eul6XzYu4Uzl0BjT+gQQp5U4e5x3YeRQRCRkXC30lXK4Sgm9oyOANOtLV0kD73qh5VYStNelgjCT9mqRMzHKtbB50yIFnQczSQ7BcndMSOgLsWoX0cWwIhs/iqyeKrvvj2ETq7Af1lnao0X7i/NTtvrwwvDK4d06i4VEG+XjMaRlzcJ19z/Zbnwd6qUn0Ewalyty0vjauzmFExpIV/7hK80UD0/7tYbQvNCRQZybUCQso9lWFSXGkeuS3q2wWnLR0aDb9OVAchOVBJJ16KtsEwq91XAGbl5P3DIHH/QduhluvRO8es/V8P4jdSGL54KfNOrFH/GGx/R6WORwjVc5i828y2M161CjhpKNNFO6yeRYylfA2oRncXsmaoArK9MCVbPQwggteu3Paq3KAvE1KKxvMuaODF2Lsh4G9S/78I71XUD+7XUL5K+KYq4X9CM17n6jjcvB6sh+Orp4ij2dVg7tnMVSiGWsbxSDNdCUGMdSXNyA0hdsP6dmdxqWMgv0MnQ85NmOQ3Je1ZHs6zPOLJt3f9HuOWN86xo4s57BCTGFpMArqeQToqMwpUqg1e/mjUxmolU1qlH4Kss1ri+fmthnWax1Qw4CCI/NVGoKjFGWzQt18mFb+nwfonA9Nk9U1ldadz7xJv0GptMF4rk6Sj7/ckvB7+6/OIcYrMOzZLS9Lrsedrs8dcrCt5DwTfCeQ0ehlpamivElskTh0As0+HJ0QrnDRQRB37BwDrdx00i3omOfMrqqGZ/JYlARdf6GgNuM5YD3yq8lIKtBcO+OY6g39Qur9fiAj3epRyjVD9N6KZ/q4ciPEb+5xT1m2lGQ4A4u2i/nI3vewpoXUAuSzBY6oqUuRxLbeC5SI6Oh3Aj8lEPVl/DWMg44C/8Il1F16+AkNbdfmYRKlZrjQc11u9cULZcc8mp1/e5Xmey6uWFUiPWNhhdvkEJ4HoHfAbLeQ4PIsjzlHD62Ph4Nj9RvvsWLh52bHwpGNNMVhkg3wNTxjGNLPrUboXJnMW4BpTapx4tGN074X9FfbJh+l3kRaLJhQsUMqzcFx5Lk3fqag4Wp3tAJGfPjM0TdOXpXM4MbSaI9hvbtuq/0SmNUet9ImVC8kTJ3+Hbo9dk0b14/R7ieT7WkBmF959cy/kk0Mt77tiqsRrLA0ntOu8Lwjb7FfGr/NbPkX4cyDHrkQYPl23Oab1vokBTWS3axRqGKhVXtqIGDsxyL+uRnEgsQggrXVGzT30eQleBuFIwO9YctqKQaIrsKBiQ1Jk0c0XSN0MQ0fNkGP7ExIJewP14kzoyydvK4VFkqcu2UH9T7pWuFqiahGU0sec/hm6ZzQgRpxafAaebOiC85t41F55xxIshaJIyvTFouhbehCEp1dhIH+F4Vn0Nlmbjkh0XGWwmWNV3g3pcNJNtrM7ac5mKL5Ip+cCGDLGy7B0MdVKSBSW97AXxjpGloLgnzvS7fi4LFt2MmfYDSWqyd5AUawJ4AStAQnBb3GDpPhVKq6tJwWIoD09l0Ix0KZStoSPMnp6OzGp+yAKzeIyjaj7lneWHNPFohtWrDoGW6htc9Tsf/W1/vbs/vUiR8HcAU9UiqfsrRAcwt9QysIsqM/s/S6Y8kyvR7lkWyNc1HlPdZr6UWRxWNyYK0kIDXANqL6VYcW8xRQ80IFdtyffafIQFark/e5nwAVQ19+bLZSRFKIYQ4cmOEsikifRjCmHAJvqDE1fUpJlK0m+wEMfScntCmIRkFu8hP2FtuBK4EIV4rqWg7HN1iS5NzNTX5E/Zp1UsOvSIMqTW0ortLmbXnoA/M1lPbcj5ZZk0DTeKfthQtYSS0FBhSRZ8R2xN/IYA8IDCCeME5ciHkRlu6deU8fRfmVZLU3t7tW8Jn06z4uZbUBV6niKkhFhOqT3PvfnBa+/Osp2YdjhQPbNHIl6XiVO0yWqu6TSHPUL3V03n0f7hqbGrW722MM0EPmpmntxsboFboOIlRV3hGGRp7T2V6+yVGZC+yfvw8MGFTqdkjH7M+2HiFFo1uEbkca5lR2lY8mC9DNEyL+JGi7XiktutMIqmKOAc107yyIYgdP0My0DI6Yt/BSQ+2QZXpPB7JFaaphHbZbH4Sou9rt2zG4+cA50FRbdbKqOiQ9xi4UUf9s+Eh/3Jao3v4yDf5E5JsTfrJ63Fn8z0T9OAF20N1e3iznKZfWVvON3evqgTdvVfoXM9TVy9S3NGs/S1delj5urwDqB9XjWdz7shuOo8wddiqYDugecw7YGGF87wO9fDeZaZqU5B68D6FnG7Hk8skEqFYpfveRi+7vHDUj7Nen9Dc8CwFAyP6eJ1jj4VOGEqMSZ8tE+KNEak4b/ogNe3N5i88r4mr3x5uiLc74isl3hCyT/OEXVOAt+YVJFY+BFtPhD7aN7/hOMy6fPRgDBpw5MBlHNPa6pZpG1108H6gIhZIIvz0Sv9yTvpzVZ/jfqPJlxp5dz5T+Szkm8ZFYPE9FpQzdgb9aSNudPMUbYP3XR2wChJlei8j5u+MxLpjXW4jZEtHcVfaB2sscaJ6a7Zg8r1FXvlKhK8CqdBz4LANYVvR1eVEspTHWjJkXR8H7F4Z1L263XP+derk6Duuviv2PoXM5ZVwfNySFSXymyL4VUCSJBTn1SF7+Qc2fObNVvPywqFW280JIcOZEvdnFK1dYiHlRJIwnF5t5TLzt3TbnjZDSV/UQw034bxiyFwGQgu8ERSZUp/b7bD5VErKFTstG/39bCk76RJ8ZDbxdCa6P3i26cexfn2sNBAeP9ntnSjsywZ+O290CFwEdZINwJq530jAkfohVB5REcytRO01ZPabLPGT/eLM9Z66NzM/zcctHsSINqwZj8Y2+94xKptb0O1J2oV4ZE5J9irfZwd8rmIeRoTrbzdcuzskcV8Q/dO/L9ALa+dE7wsicsZPSKTb+3QuCAumL2aNg7hBmc9FTMowboxY867gMZUzu8oUw2DBPfyJspkYwKyhlL7bLPXTr9VvQ27l4q0eI239JkYP71gSCeYeNYd/lKpZWIezLrd3rIXlOtGgxi2W6KC2+0xd2BzYjJlvv//g3iCXN5Uh2oP39s57tbm8chLujqUdbtDm6plX/C23cfcH3lKFzLFPWfPnmSZdky4qIKf67HSd44uAV9dFiYmTAmJHzP2FFxkKkA+5cK2lVZICNPu+MhFvRDm5oY+qfQO/b91+Fgfd2wspvv2daF1Qlj0Fv/k88XjPirdY/Fb2qCQVe5Dj4Ad152QPDYvSspYAZueSPmUNCvke4ondMgYFw/dFyT2lV6wVO1HfWtpQcJdwX1+mquX/pOP3qNci1dbHeUe7TFytkvbMO17ya1c8C2aC8erouuc2UI7ISldeZY6NdZfQjaBS/qlww4SzucyloQdh6ArWNrYPq/L21oCy0idMpgwq8YrnGoSbmfVxT3VBQsyOWVTP1mxbtT1K7Hn+09BzwA/QxrGujNKsX1pr61ss/6kSadfoQaJ+7UHJwT10a+JHuPSCxGQNfxHEaJrpduWradrxBO28Jky56zujXdLHa5OZJHgKUnh0kQzUTr+DNwAZo94QDAX3Gf5nzb7HyXTGHE2eQQsRL9rm91Q8F1Rao8LldhY4x8v0zVClBGROseF89edf2RSuumvB3SRexrUtSO1izJsnH7sajYMccm7h+Zw6sA138yflRLDZ1BhKGfHAZdFGdWqaXYrnCjNjvyepOsW1hY8lFuROiHbVntGRtd52rXLViVYyt9lu6M0hBX/ltW6Rk2myjV/mWPisDcdsooU4xU4ZDvH0f2RDjzJQa5YlmJSG/V1zja6PHvcGEdTo0z1zdcrT/t0I7csC9PjpSf8Hn1k8kVyAaZZXV1wovE6uXwzj28TGgcgweQksnTlsfkV0I6qMsN2VK7EH4SFd03u4IbHZYiEWRS5/wulGIxrfBQKUEx6dJZ/+syH3bblsa/jRxcLwS4310mFm2Q9RglghDzpF2XeezNWnNnjRIwQuM8IbVna0RS01KwRRtsguA+hF2e1uThjsLRKJaMrw8gLxWzRVfpqTkXA75Xc/AQbnPm5+4SH+Bb0qsw1aeNFFwkHW5bOO7SXdkjwn8XOnWujcva9JEuYMP1s1LSQ9KGUbrXwmpKwiPye0PFoiDnq4xfJDGoF22AGn+rMkd12fogmqO6eqn0hGlTy62ZSp/GBRzxvCJ1J01z58yEZLf8jSDGswXFkT1el6K0yOELK0LG7JekW/UYd6rNa2IqXFJxRxE9r1GTauPJemZ643+7PNnvZ+++q2iUWZXh8K0jJTPQsdINYTqfJmj5kgOjZpK9wEX43atapH36dItCiCgcg1TUTSSlGazIwzKtgfjd0OAMvvYzTicI41+hidrcxLyjIWrMxOMr+qV6T1UyNmrFqyXJ4xtJewd+WO6PPk91HZE+6FSQUNgS6iGspj/W29IfZ6uSFcWdWEeePMQal3mx/pcGGMz7jpRTVbdjYDduBtTX5Qbu2PHtUGFgzQLg34WhU7e06FUcCA78AHVE4oQq5JYzq+EJ8Rf34t44vXGqZbx4TB7xq1Ae2a2s6aRWpvDEuir9WdCh/11PnLOaz6f1SRSlDvzqftSZqQVhPtKqNXr0g3idBDV0bnwts4EXe0WJv1+i0MST9L2UfF0zrqLXMaaHwOXNdjs3hdSHofBM6i0dayrXE4mSOUCyRqM0XcTc9u60d4HiY+CwuvXe0Yw20iPxHQwymvbDH73jZRAR06sFOPkZeHSKQfg3l1bjhR4xWfFTw4rzqw3Dh1Vmgqe0hMPkg0rXXuNUs+PUgHVR4+OhePac60pSHMKo4kBUyviIld4C1BHnSma7C/yCPHFkOa3x/EvkY2IL/WqBxzVUhEXhykWLDweF9h6OQlqiiQ/A1XgwPh4Q2SmuUk4jm8EqUdNNXfxhu1zdtfR5CtSLSVUc+3HLAjPq7MrFM2kILpLD3vjmST/GkJkyb05d9yY/RV7NMIKlBcT7aWVfkLFrb/rn5/e4bXO4mboxG768rvhHi4Poolqvnm8m8z2V9XrWXVFQtLyB8AVje/Px48KvxIDUFDAhugT0BugiDwEJPCo69eMDFIKVsYvJ70Jlfk+mghLplLexI0zMR3YyZPFwxbNk1Hl+ub6hCTnorVUBoH+h4GaczAZskE/+d7DX3+vLnoYXJUsMOHoJaTLvwlt1We5t59l0iTFGuYZf+soT2k+lqt+NT6+Pfy7MK7vVVzNNudbNFmGSJtI6cpsNlXlDnWmmikETfIJBdzYdKQNb4qEKmVt+2xym+UKo4KOF/PFBaJTzKJ93xb4pNwOm2fXApPYISfUeU0qmFtiSRwzQTHaMhGdXo8AJb0Wr+eAt/6hcNbI/Xr2aemyQY43W6cHYKtuu/P/DiarJFOcOk0V2mDuAS1H/DxGIoOwIKGx5oZA0SDnUa90XMcuKad8PPfqvD6R6n9QJdsm+VWt7z0+eziGXe6+4RzlQvEukyh1ihOGgSKJD+Hsq9YPIy0U9bsyZH8Am0eqU73G6jyoiWiOHt7tW+3yF3y3l8+Y4/EVXb49Nbvar33iWy/+eAydGh4SBNrQLYsaRpUONprHPHJRJ8SEVgodSXiGKEPm96X4mLy9mN0BqKvLJrgd/izNzhLQuf7fsgiJ+hLRpMkJSLeMkPdiFp0aiesjd+iXxcMYCOowBf42GJQBVmktt1KSb1PTpn2Wr3cikyW+5bfcAph487caJUpPliAq+WcGkE7keXCP4K/ziC5EXqa0k9ZHp74FmU6km+26rBTUvihE3sf9TwVaR7M+sAsQ1TnYaF3xKZc132zhoItlq0daUgtt3+jeLtdiSBMSlBtkxsEuNcgpxFXfI1VFAlIAd396hocUJW0T6DYDdYVY+gMF9wQXH1/SyeAXuCjDEvkMVDk+v3hLMqlTTebvfGbMQYBw0HsWAiq+40KHauWqCmDbQg+8BWcdrcvGlac2BgZoh1fj5dUb+JSDdFsQquJP+ieuN2wyYo+KYktF2OUM4MZFS7Zxq5abLiNUw10yUj21vicKD3zCeYUP8JqrkGudPu2ORYauDeLbFNWJp1QIc312V8tgBpuwaag27vahqXu09PEQi199xiNZMotKXFz8wYftGh2V6D2rdhZFSxUh/pVDP7TGwvmvm8AXQxPNvynaRZH7FQLKU8lzLTY5kdswwq78AzlIlaxTJeqcXbdTH9M/u8XLVjIGJL8l/42LAkCz79ko+A8nXWNtiUSY/2WO51Qjis2WQnZaSI6mGS4HsQwBd9duuHZkkvGa09bfZueqIwFfBiBmzPDqM8e4y9GC8Rw9O8SKEMYgjR9HuYAXamFYf5MtmL+rOGJXuzotMgwM0tVfzvrFWhS4IGtMEN2sxs81U90KQzdnO5vqDiobOIU32DYWICIepDFbOcdXQRvSgx2FnTJypza8r4WGxX6EoLJoxEcbmKZrGLDASkBEiw7Wml5yElkYJSiumujRqxjPD7Mi2ekpaRX+DnOM9G8fYxLFRSAMKI8PpMXZu55rx6CU/Zxb+gxsKJt7BOjo7Cen2jpGVD8GjOPMQITadW1h0cSBi3Tcm1jfVjn8BbASGLhux3K2I9sWnjiyN90PlssbSBX1jqs9s5epVBLuIXx6S4T0TmqxEp+95sHstP8zrUEzmrvhCTWF7yxq36keOvUvPYRiWuVpN/wfI1vIdMNTT1urZqfKbV0qZaU6dsZdk4JRTjtd1KWGU2q6fD5dCQSW8/4gK4KO3LwHgo5ksgPm6icOAhAQOCZEdPa4z6lTD64UHF5YwJxZmiTP3cXBJN/Oi+g40Mm8nzLvKSXIXI7vRH5vsxDNqgCrtH8WXFnsT39bcGxaDmF59iqis8HEj0Nf+Ww6GeAWBdCBeQ2k0e9QTK+Tu1jkR3Y4XcVgtvw9MWTxMc4M/pb89hPJNToO2rEnimUhkAo5mMnMwZd+EH9q3W1mabz4Y6zVsrWx0iD1q2dpXmz5dfMlJgebqPCdD9eIUewpTQqoYTz8xheHNLWcACcOdOjGoHD7cBrMWLU7xnZ5fUBr8LFvtIGmi43htzvwM+qKJUuYDV+s9UC9vVlZBkcBf3sf6Oaphh1TEiqy0uc/9r0ZE9dtkon17QOTPY40TFiWpeZajVoVR2F9cBZW9VSuxVmWbnsRLxruq9imoKoVtszvzNyQa1GI4MtM3Ivez2CbpiWbv2N17io2G+TDfOoptV+rShN19kleabRPiGPksbgwacBt4UbI/aAqsIyV4xyqkA+6YfbJPcD0i2I+czzjHySmf7SRWC9mh7yLqOpzpOk+tVeYCr+K2kEjNj5hpaPEg+gZfOF5Uv9+aTIVz3uxarMlLEkYxvzp2I1ih2E9gXLZNegE/hXWc7pZWKTMWMiw1V8793mUOodnO0DqG7Nr3Y6ZvJBJivAbr7v6ABLhoEjjAA3rlx26XBI6sKPBTvtk6kuqlfxMFXDiqwIKYEhYkxEK+228QVVOPuUAM6c3yJ8LdRfjdKtBs58SOMuMPSbmfDzQyU/Xd2C23Il8ldcZcd8Z2Thn/S+kMVLv0lgRXvb+zOmZoGO/t0osbCFtEkLzNGmg8GpUXLUoRhqtNLBxThVlz7Ndk+IS2IQNh2C5WffsKpbF7EK6W4e8AnLCQln1Ni0DPT9lNFHvgzbzZj+PG2X2REzZK2Ljz/4HX0AZ36rat0SMvHm8er3lKnurSjyrjIVXk731v0jxOPeWFlPLR2jFEGYGztiuqE+ORJ2SUMnHeE7jzQp+WRlJjgHjhrqHwTIfn9La8kszM8LsT5qxhLSXQ+7MwzE2eZVqseNHri4cojeQmeJabEifHwOC/Z+C8uTW0nCd5Oq4HlAs/hzht4JyNt0kU/3rjT7wbY3b0CBJzLRLu+jZ8Q3l0/d02jPa6WMgIJNnKf7UTcEIPZwLHLZUVjOEBnp8t7Rl1LG+7zHODSPGMHG1ljJNZofmT8lqzE4T5J1V9Z2TuWG6L9lXmVJtObygsgK7i0LofVCDpasjS194jN08g3ZruJl+MGonQX5oflFt548N6UFRouehGlXbjyrApr99+85mcxY6iyoy38Zz44EwPl8zJtOQOV+2k5ZYdZQJt+MyTnQXVu/T+T3kQ+RwJdTWPncxc4bcpUpu9U3LDuOxehxTv1YZx/WjyP7+CUzn+5ogD6pnUj31LZY2Br/Fq2yceGVKY1zsKbgNqp91Y7QKrUslVaLlcW5HdAi6Nu5y6XiWdhO96d3Mguy+KEFnIM3iHxCoxf+MDSxCsfxiN7b0+aI5He7eFRqeJ7Qu5RYzOiZHLE5SccMF9PHI+d97Q5R89ewqU3ZZbQ1ygo+9WnBC5FW6Xfdum5NBnyblVo7UwEw3+DD6hGZmjmvl1kBNLwhKMhFTIhKX778gHb7YTUxhr8Wb0AC6d6tKR/45qfDTsv1qmEM2Ak02WPaKhBmsUjE7tsJrtctq9FU7w0lpMczOZcpCdRyUBHfTp7GJuh4ZKCIeuBBxitRaWmkIJo5CFfCGRFAj9LxQ/gpZZe1bRgp2PdNJaWJcF+jl0P7ePuj4jYOj/hN+KQ6smg9PIW57+2iNMgu2Z/fYZtRdDW9XZ1+g5VWqsSiiO/6RsTJnTnZJO/X/F7cnogrP8SOcs1vrNEspezTr/qG4Aoc2yipc/g26/vT5d9E+5aRl2tw5SzJrWRmAYia241vWPZ3KgaW8J+/gzYb4kqR773GGhRzxs43f8Ou+vjIUvBRUahzDetgYttIEZksVOu11jtEvJqmS7zgdNgUUXs2Sajwp4c/qzAU/MgsewmnqjnmNZ/NOA+Qv8VvP2XJhR4QNCg1C3Br48SPAuSS7lmRxCazzt6I8H7wEu+8MqBqN0hHdcuwkP9VEkl29dW48IxAjRp63yRa5gy3DF8xVKbRk0s6RSRxtL9Z/kDO6U36mgyGEWee93dEeD/8OlAVay7mFKd5w5QvQunDru1SIHXJ9zNhM9uNzi9fVE1q5+R4c3YxrpSVPVLh/HztTZOjn69eEVEV/Upe3dhCYbXdCUk2SFOzh6EqJvXaLQARat474oU79LUb2ZXgemTChUSygEnf8f56pN6PPBfvSPNo47HJbUbYTNB6ioGUlwR4jHRIOz1+ta+R9iGBJeRRCbMvP9KiI0077Q2SDxngNtm/HZ3DMBL51TonF4TXItMD12ed3hdjN6WEoB68RIrEA8nGH43gVe58jlCK39SgRi8YD3msFSQI2PZArIWEeHxoLB83Xi8UTaxhnD9OKl06MlZ9vxkMaVC56QO1ZpMDt+CpSM5UqNxtvHCn083sspolG88ohnohkvaKO6XUtr9t51B49YoTeecN5h9Pu72uveCuhYF2mjATvJAatRNePuny5Ir3U/tnOXACGQwIu7sk4OJxS7yYd4UFAaKuXQ3VYaE2pj92Uil+ZfLxAoldjLXAs6qstTvJ1o83SPVsR0VflvA0XHrLkXubjoJ9uop/+hHkFEyn8TSyA21KAOJTJTg30nADihOLFDdcfPpcJNEK2l+5010mZubV5G4+eK3mfSjanXN+ijdjEa8NEmPrCYXcqHZX2rWIcT6V3b6ro9CnpT7cYkr86Nz4tHbxTKCwPteRxv3jSebCZa4F+7lVz3pgwtchHzNI3+9GIEeHADEzfF9tyLxE/BOD7k+fyEB7LuWwuM8uQSdYsO20e/ttI5W/6fyl63ccYTWrcFUlJOWz0YYuEMMERtggef5alQMB7avceNv6Kpcj6BXqR8P9pHeTykVxWTLkVX4FK42LksoNnV+UKBF+1JXFQ/PiJhs9VAr7S8nIp9FNDnZvSfO/F/x0uQcn2NLK0lUckdYuL5Vm/hYh9gUek489PiHWcnMRTupNS0+EEpgDljWIFff/D+A0o/gKZW5kc3RyZWFtCmVuZG9iagoxNCAwIG9iago8PAovTGVuZ3RoIDY5NiAgICAgICAKL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnjabVRNb+IwEL3nV3gPldoDxR8kgQoh2QmROGxblWq1V0hMNxJJUAiH/vv1GxOsVj0QTZ7fzLzxC3P363U70VW3txP1yNmbPXeXvrST7PfuFN3d5V15aWw7PFtb2Wo8PT+x174rt3Zg99km37T18ODIm7Y8Xio7sn4mGftRt4GCPuz+3f6dlE1TCz7ZX+rjULcTDvJ7PRwd6cdz5kD2FWSU9Mf257prn5h45Jw7YN1WWddgjHM0vUph01HcoW6r/qqH7aEuEpJVdTlc3+hZNu4+kLz9PA+22bSHLlou2fTNHZ6H/pM0PkTTl76yfd1+sPuv0tzR9nI6HS1kMB6tVqyyB1fRzf+8ayyb/jjjjfP+ebJM0rvwusqusufTrrT9rv2w0ZLzFVsWxSqybfXtTHKfsj+M3NRx+RwPpeOVAwziNQFGOECgmog9kABAivApJgewAKAJyDgA1BC5BxSAwsVSeCB1gES6XBBqMgBIl4YAqqHQVoHBuQIwQ3pMXfgMwmKwY3SRSQIdCRipZyRgaHTRizCcxlxGhOGMAjAPwxmkGxOGc+ockIfhDGpkPAyXSQDqNpy79fF6Z/Pxust/u/7qDFcLpHHIkJKjK5cenyP2lRYG8czHa8TeAg0NLoliqnOdj3LpFoWkmgXhBeYWxOeGYu9tjlj6voRL3zfHtUjfN0cd6fsWhPu+bmIXpz4mDmrK2JC15HWcga+8GRL6lfEx3FaZ95Xi3OMF4rXHiU91JNWfcX9X6BtTLyUxe1z4GHhCHCGAp9RLKGhIqZdU0JbmnoO7SqkOz4HPr3YC19zrwT1rEfzSMvilVfBLz4JfOg5+6ST4pdPgl9bBL50Hv4wMfplF8CsTN7/oy6IvCf9s7KHb0igvfe/2CS0rWhNYEHVrb/vs1J2QRT9ahOPmxdtLEf0Hce2DxAplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9MZW5ndGggNzM5ICAgICAgIAovRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeNptVU1v4jAUvOdXeA+V2gPFdkgCVYRk50PisG1VqtVeITHdSJCgEA799+vxI3jZ9gAaP4+fZ+zB3P14XU9U3W3NJHzk7M2cunNfmUn2c3MM7u7yrjofTDs8G1Obepw9PbHXvqvWZmD32Spftc3wYMmrttqfazOyvidp89G0noJ92P27+T2pDr3gk+252Q9NO+HgvjfD3nK+m2a2xm5qzC35ZfpT07VPTDxyzm2haOusO8DDKZhedLDpqGzXtHV/EcO2kBYIyeqmGi4j910d7GFg8frzNJjDqt11QZqy6ZudPA39p1P4EExf+tr0TfvB7m+U2Zn1+XjcG6hgPFguWW12tqH1/rw5GDb9zuCV8v55NEy6sSBVVVeb03FTmX7Tfpgg5XzJ0rJcBqat/5tLaMV2N1ITS+VzfIUqWgapDC2WMQrcYlvAZKipMLeFsLQ4ooLFQRoLixPlChYHaYLJJEMjLtBDoYdaXHexukYFyXxUVP3Z9BftPFxgGUdjKXkMLKkOBTwkrIFnhAvgiHbgwDFh1+eys1sLnVJI15NMxDE+GGd+vMA49+MM4+If/sgpb2vgCedBhDgLAQ/2JBNgSVzoE84D1zNg50FmjuM8yBxaBV2DwiGLhOoKeE5rHcd547nj0B0U8CKcNxHBvyBfpeOTp8xxCuJIYPLh9pWCbhv6paRrzIETwvAdUk8FTkg9Q3BCOiMNPdElAjiTiDgROFFBfqEhKskXesac+NCQ5FQHPyF+jj4J6XR3qTjpxHkq4XOjpM+NCn1u1MznRkU+Nyr2uVGJz41SPjeKsqKgR128O37u86SK2zyp8jZPmt/mSYuvedLya5506POkZz5POvJ50rHPk058nvTc50kvfJ608nnS2udJZz5POvd50oXPky59njLu85QJn6dM+jxls+uduV+++6XjbcI7en31qnPf2wfRPbbuocMT17Tm+h4fuyNWuY97yMe/DYxeyuAv8fOoUAplbmRzdHJlYW0KZW5kb2JqCjE3IDAgb2JqCjw8Ci9Qcm9kdWNlciAocGRmVGVYLTEuNDAuMjIpCi9DcmVhdG9yIChUZVgpCi9DcmVhdGlvbkRhdGUgKEQ6MjAyMzA0MTcxMTQyMzArMDInMDAnKQovTW9kRGF0ZSAoRDoyMDIzMDQxNzExNDIzMCswMicwMCcpCi9UcmFwcGVkIC9GYWxzZQovUFRFWC5GdWxsYmFubmVyIChUaGlzIGlzIHBkZlRlWCwgVmVyc2lvbiAzLjE0MTU5MjY1My0yLjYtMS40MC4yMiAoVGVYIExpdmUgMjAyMi9kZXYvRGViaWFuKSBrcGF0aHNlYSB2ZXJzaW9uIDYuMy40L2RldikKPj4KZW5kb2JqCjYgMCBvYmoKPDwKL1R5cGUgL09ialN0bQovTiAxMAovRmlyc3QgNjQKL0xlbmd0aCA2MTYgICAgICAgCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp42qVU226bQBB95yvmsVVl9sqySFak2I7bKHUaJU5ayfIDxSuM5BgXsJr8fWcWEt8atVUfgOXMmTNnhmUlcBCQRGBBRAkkEFkEBD4QUBAnEjQILixECBsBMcJcgjD41Dro9wM2fd44YDdp7gI2LNeNWzc1KBS+Dditq8ttlbkaq3hg4hZFOiifYMYRiONQSlSzoRV2HqBIhdlYhLhnZ15+jJLQ7wMbS4VmMEJLjoZoiSR2U5XZnWtghi5GY2BT99TAnPJnEitYUNaGSXePOJUltIspFapuTbG/veSeRntvVXUsQ9ndWySOsCK3WCWWHjUKfRjLQwMmksSwOow9TxkR4vQFMdpsIyNIhOniHeZzO3VlKCOKCGn1iYeX4PK1PF5GkPSu0ePV3gi8mNY61AdrxWm9Y3QDbFG507B+pC1nx24ZKhHYikq8Hn2QeTCLRUTP3V6iTz5ydVYVm6as2i1wnT5iZHIxvfpy8WE4mVwKjoFVmtegW8bAb6uektCTvn3tm8dtdV5ntK1MgsxhuvnkinyJr1YFjMpQrCcoeNmkqyI7X+crhwgCd417fMC5Buxbl6WVQJFlWtGOe8d+vm+LjwtMEXx/4/6pl4+Th+v7EfZy+1Yrmr+0wpP/aYW/NGKSNxtJmWM5K9ia/diWjauIwypWs+agQ/n7DrHA9nvjXwlE5UFaO//rnnyzg4HQYeMPhnFR1Q3ZQQRdfk73374Wi2ZZ4/HkqdPyfl1k5QLt6H+3czT2Izfq2I06NGNezdgTM9GpGToVazoWt1gabVwVixpmfojzQ+YwxQ9W5kGbsjsCfwG9DWbcCmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL1R5cGUgL1hSZWYKL0luZGV4IFswIDE5XQovU2l6ZSAxOQovVyBbMSAyIDFdCi9Sb290IDE2IDAgUgovSW5mbyAxNyAwIFIKL0lEIFs8QTlFNzA3RDlEMDlBNTk1QkQwRTg1NERGNUQ1OERFREE+IDxBOUU3MDdEOUQwOUE1OTVCRDBFODU0REY1RDU4REVEQT5dCi9MZW5ndGggNjggICAgICAgIAovRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeNpjYGD4z8TAxgjEDIwM/AxAmg2I2Rl9v4LYHEDMBMTMjAyXQXwWRpmTIJqV0W0ZA6PnOhCbk9HnIQNjwCkGAPzSCLgKZW5kc3RyZWFtCmVuZG9iagpzdGFydHhyZWYKMjA2ODIKJSVFT0YK 100.32840347 364.12002563 214.22718386 364.12002563 100.27619553 374.84439087 223.66637785 374.84439087 116.57637024 387.45355225 358.37653312 387.45355225 463.44075887 387.00631608 538.44169397 387.00631608 370.47291205 387.03772407 399.37679326 387.03772407 97.94026731 399.54189483 526.96656936 399.54189483 120.54415883 410.09096306 246.01588141 410.09096306 436.10005890 410.75465231 540.47894786 410.75465231 120.53218306 423.93166469 278.25333501 423.93166469 119.86006149 436.01795282 305.67385427 436.01795282 373.97855562 435.89143025 491.10131643 435.89143025 120.15854638 459.64890938 539.57400839 459.64890938 120.99597915 472.34095961 167.26033913 472.34095961 complexe 336.36396502 482.46134428 416.56741037 482.46134428 320.85578797 494.23656538 413.49337680 494.23656538 423.89120854 494.69931927 534.89421667 494.69931927 73.93369390 506.02279585 161.34451593 506.02279585 367.72090871 510.43626778 366.24248586 512.99697127 373.28020862 506.90953396 537.67722488 506.90953396 74.05076092 518.40247158 200.21430185 518.40247158 212.53395224 517.90327873 536.13463258 517.90327873 73.74993583 530.89722467 538.17673889 530.89722467 73.49565900 543.35487559 539.92802513 543.35487559 73.58126117 555.60706235 279.71818215 555.60706235 200.54570632 567.71902639 537.64522250 567.71902639 74.58018692 578.21105809 198.87666630 578.21105809 213.74231198 577.50469566 501.80743073 577.50469566 510.23440392 575.16110043 510.23440392 584.17897456 535.42135885 584.17897456 535.42135885 575.16110043 510.23440392 575.16110043 542.34756491 579.41172453 544.73968856 581.52027617 544.73968856 581.52027617 550.19079450 572.07868372 433.19479592 592.46081210 436.69183957 595.95785575 436.87363349 596.19253637 441.96773508 588.30538786 273.58629525 542.05218766 356.04543545 542.05218766 up to lemma 4 it's a bit unclear 415.09950986 605.29359667 478.11523942 605.29359667 73.78162806 616.53636940 92.62490754 615.08851306 don't provide algorithms for variable difficulty 73.80654257 302.17197478 210.74145114 302.17197478 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 ? It's not the case in Bitcoin 272.45374363 459.04565887 474.96451774 459.04565887 320.53609397 493.97222490 413.51626550 493.97222490 far less intuitive that the modifed MMR gives the same security (if it does) should be very confident with this part if want to verify its security when not even able to sample all blocks 422.81047387 495.30732081 536.47268903 495.30732081 73.45566710 506.18956786 158.19845281 506.18956786 214.07549767 519.10235689 340.63096780 519.10235689 295.27009753 559.47108002 342.77947523 559.47108002 72.69000631 596.77359413 117.15866268 596.77359413 exact definition of weight? 360.69468975 407.92160403 363.85606761 410.80117215 364.09114909 410.80117215 369.13594535 403.37224872 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 number of leafs to be precise 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 121.56446854 524.43290085 505.94833705 421.43755370 418.87203135 494.97053653 418.87203135 494.97053653 208.71136745 517.72892884 208.71136745 517.72892884 as verifier doesn't have all blocks, have to verify as it can reminder: epochs are assumed to be power of 2, should precise *exactly a difficulty transition*, otherwise may not have last epoch timestamps to correctly compute the following one I guess that it means that if there are multiples blocks in a given epoch, then verify their consistencies by analysing them two by two, as don't have epoch information other than the block itself 275.58192971 527.16470455 279.74593785 532.55984914 279.74593785 532.55984914 284.34662694 524.59122189 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 283.48878519 550.83103892 286.18894403 554.84163584 286.00328158 554.84163584 291.87819629 547.43910839 169.18859208 566.18534996 173.13262111 569.53652116 173.13262111 569.53652116 178.95195836 561.14601102 otherwise difficulty wouldn't decrease 203.03111597 581.65680382 204.53580040 585.13091623 204.53580040 585.13091623 208.90436316 575.02262103 if want to be optimal need the equality 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 for the considered node 121.00238391 633.43860653 122.78874545 635.75741644 122.78874545 635.75741644 125.80768357 631.06194528 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 288.56211867 533.31599064 91.49097006 634.85152088 91.39164880 669.51307805 298.20045934 562.37481674 need all conditions to hold 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 257.23450236 650.70200810 260.57153002 653.67143244 260.57153002 653.67143244 266.31346622 647.40070692 218.81468284 662.88331796 221.70858967 665.12137096 221.83127697 665.27940953 227.55893509 658.08971742 tc 61.93258667 231.76031494 61.93258667 461.32811589 504.31628546 620.78690564 541.68138364 620.78690564 Algorithm 91.55041504 501.74635315 504.78143197 501.74635315 112.53478241 519.35784912 531.06323722 519.35784912 ? 387.04644775 526.15533447 448.23064608 526.15533447 73.86723328 538.06733704 121.43569464 538.06733704 284.69821167 542.30441284 539.22314124 542.30441284 73.35285950 555.22276306 234.00812927 555.22276306 298.74169922 555.63616943 441.12516201 555.63616943 472.02618408 550.47543335 498.35228796 550.47543335 75.24049377 560.48937988 96.99397856 560.48937988 197.51885986 561.38615417 398.29126031 561.38615417 ? unclear what new means here 90.55920029 620.40780640 302.89059429 620.40780640 339.95401001 620.53816223 365.63848342 620.53816223 317.05105591 608.96105957 444.95108651 608.96105957 396.56365967 622.02658081 404.59963989 621.45066833 443.68344116 620.25605774 500.08729138 620.25605774 547.73315430 617.39364624 600.87213135 619.62989807 73.31809616 633.11750793 75.43888368 631.89307069 ? 72.72049332 646.53878784 259.11313047 646.53878784 267.77238464 642.27780151 267.77238464 650.29380798 304.99841309 650.29380798 304.99841309 642.27780151 267.77238464 642.27780151 121.91532135 692.54005432 279.61692428 692.54005432 258.31759644 699.98368073 288.47744751 678.63035583 is variable difficulty MMR less secure than constant difficulty MMR? 95.84678961 77.73600325 472.82990423 77.73600325 97.82153278 91.40938508 131.93971419 91.40938508 338.44062547 85.62373918 338.44062547 96.42056578 381.31042219 96.42056578 381.31042219 85.62373918 338.44062547 85.62373918 318.95933265 91.17951458 332.15258456 91.17951458 89.24096402 102.08465375 440.36904540 102.08465375 172.28315572 119.71968719 452.47850518 119.71968719 different meaning? 497.13404031 127.44825139 538.80993657 127.44825139 74.23642337 140.59744662 536.09327900 140.59744662 128.24776718 156.29727400 538.20027596 156.29727400 355.87885823 90.67716482 366.42808942 85.61780435 387.21943755 90.73682011 391.26011672 94.77749928 391.13088185 94.90272694 395.20215731 86.58125185 478.36333935 77.55033322 482.69804022 81.17996778 482.69804022 81.17996778 493.40918696 69.48728101 similar condition for difficulty uppering transitions I guess 146.84023750 170.85210716 149.25165968 170.20596853 185.48093622 169.46908488 540.77828356 169.46908488 74.88547450 182.65280521 317.25344527 182.65280521 should look at this definition 182.53133254 195.19224955 510.74275638 195.19224955 73.90607571 207.28858066 536.95753484 207.28858066 73.15608318 220.07963950 143.72517515 220.07963950 379.73682019 195.41258870 509.91598542 195.41258870 74.17762457 206.67140176 213.93702185 206.67140176 491.02211132 206.87445941 536.65764613 206.87445941 74.42164999 218.95840733 142.69877749 218.95840733 124.18440242 237.12802521 131.94726262 240.53454132 409.03791634 241.55649615 409.03791634 241.55649615 170.06584190 238.05616519 403.71835779 238.05616519 432.94671542 237.62826198 477.08696495 237.62826198 498.86871927 237.75620229 537.12743082 237.75620229 72.32604741 250.51645175 155.39748420 250.51645175 266.40504578 249.66862114 423.98783229 249.66862114 146.47655767 261.52508872 148.75765732 263.61580245 148.75765732 263.61580245 152.96349455 257.59141102 71.99732507 267.16846714 142.98457020 267.16846714 428.22837623 254.98947010 537.67104728 254.98947010 155.72417655 262.71322642 276.56819463 262.71322642 285.60672004 261.84146837 285.60672004 267.04143983 324.19018756 267.04143983 324.19018756 261.84146837 285.60672004 261.84146837 195.71424668 277.71884803 201.94900663 273.64508543 237.88672655 274.71014065 301.86302922 274.71014065 310.06025162 274.58425029 310.06025162 277.99862162 350.10014043 277.99862162 350.10014043 274.58425029 310.06025162 274.58425029 355.84031386 274.69809941 521.95059239 274.69809941 105.66581431 287.72768329 155.22328048 287.72768329 269.97180164 292.56000941 296.74059154 292.56000941 71.97283777 303.75748193 241.08327509 303.75748193 268.67210593 306.12765918 438.56036804 306.12765918 497.39004150 304.59065289 542.43880059 304.59065289 72.20527328 316.07320473 197.00651808 316.07320473 290.38259533 311.49651805 297.36589304 311.05958821 319.28356408 311.43002423 531.37560403 311.43002423 419.83764904 323.64731551 421.72876074 325.98696762 421.72876074 325.98696762 425.23336383 317.88119916 unclear computation 73.57847395 322.83914002 417.84724628 322.83914002 480.84358935 335.32187255 536.93938053 335.32187255 73.31420409 346.44304944 512.91553053 346.44304944 257.30049196 359.07947571 433.17919479 359.07947571 371.45075358 371.71593643 507.73850541 371.71593643 193.23614618 382.28631714 537.49776782 382.28631714 74.10958038 394.54407318 535.46267970 394.54407318 72.77153876 407.18301449 537.48061481 407.18301449 73.27000121 420.59538570 430.60732438 420.59538570 211.06055435 442.29550481 422.51421993 442.29550481 440.99615363 442.10329289 536.29037091 442.10329289 71.75284832 454.73825492 196.03117778 454.73825492 541.71764452 384.36466233 544.83989095 388.45260224 545.06831271 388.45260224 550.62013293 379.69030208 but in the case of A, the total weight is invalid, no? 443.65325341 417.50371609 537.45085121 417.50371609 73.39843246 431.23486140 331.64898095 431.23486140 unclear how A' just solve partially in a step a difficulty transition 482.87468259 337.28760891 485.99586098 333.55585881 but if change difficulty transition may make some blocks invalid, no? 64.90316772 127.11067200 64.90316772 222.22732637 74.79230499 78.38537598 167.38437225 78.38537598 235.27133179 80.00546265 306.45890469 80.00546265 96.71796036 90.15335083 169.87596505 90.15335083 106.06685638 103.13652039 308.67333322 103.13652039 526.36276245 103.00500488 537.34753267 103.00500488 74.12203598 114.71749878 183.92458528 114.71749878 267.68301392 114.77940369 497.18420314 114.77940369 427.04986572 126.08753967 429.16525269 127.76310730 429.16525269 127.95729065 435.09530640 121.04626465 197.92375183 278.24372864 293.13084563 278.24372864 319.22616577 279.70719910 539.48083965 279.70719910 169.87028503 290.31915283 475.86264094 290.31915283 72.19795609 302.30372620 193.13407190 302.30372620 215.01647949 302.32339478 429.58327525 302.32339478 not very clear 89.47905731 313.27095032 104.86084724 313.27095032 132.63066101 314.67185974 535.44193442 314.67185974 72.83989716 326.63711548 107.68671431 326.63711548 117.87544250 330.18664551 334.23333794 330.18664551 405.30029297 326.65351868 419.71175041 326.65351868 74.29973984 338.91522217 166.53682181 338.91522217 307.87585449 338.18220520 537.40561139 338.18220520 150.34030151 351.20681763 487.36723006 351.20681763 183.09024048 361.09048462 536.84872630 361.09048462 140.86622620 377.60975647 430.75187801 377.60975647 517.89721680 372.79785156 537.88740471 372.79785156 74.21695709 385.94572449 257.54114060 385.94572449 why doesn't Ethereum need such definition? 350.41665649 397.90966797 496.51646537 397.90966797 508.59204102 402.88780212 540.15529095 402.88780212 71.74736786 414.70199585 223.24874842 414.70199585 72.89861298 422.92709351 423.43755933 422.92709351 due to difficulty definition? 71.80842590 432.72711182 351.43300118 432.72711182 hasn't had been? Considered to be the case in Bitcoin? 146.12780762 444.66000366 538.09082662 444.66000366 73.84244537 456.88546753 536.80861136 456.88546753 74.16156006 469.63531494 536.15240478 469.63531494 73.52697372 481.62942505 128.40888707 481.62942505 181.04306030 354.81419373 153.98123169 437.05970764 135.48389435 481.02813721 352.25878608 481.02813721 as in constant difficulty 365.76275635 481.50747681 537.01985108 481.50747681 72.64547729 493.79138184 537.83125111 493.79138184 74.87311172 505.20532227 533.55428129 505.20532227 73.70159912 516.91622925 538.63842296 516.91622925 71.68130875 530.21905518 437.16471544 530.21905518 376.60693359 474.91531372 286.32167053 391.79936218 441.47308350 575.00375366 537.76158316 575.00375366 74.10781860 586.38328552 327.37924973 586.38328552 357.68606567 586.71029663 515.88777711 586.71029663 ? why? 420.68124390 623.55368042 541.69664134 623.55368042 165.90715790 643.48231506 165.90715790 650.91966248 441.23059082 650.91966248 441.23059082 643.48231506 165.90715790 643.48231506 89.34775543 670.40158081 146.70430685 670.40158081 header 295.03265381 667.64862061 459.94214590 667.64862061 496.94183350 681.84948730 535.72284158 681.84948730 74.77826309 692.66383362 169.32133026 692.66383362 115.90605164 702.71530151 115.90605164 709.46301270 127.01165009 709.46301270 127.01165009 702.71530151 115.90605164 702.71530151 133.16092682 704.62304688 422.70608235 704.62304688 432.17446899 709.94197083 539.28911907 709.94197083 132.14057922 716.50479126 532.04528951 716.50479126 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 means that has ran on incomplete chains? yes cf section 7.2 125.70676112 134.69342622 460.78685091 134.69342622 471.00778272 134.53981603 537.37851994 134.53981603 95.11633351 147.62908500 512.71905630 147.62908500 102.30078622 170.35863691 176.01376213 170.35863691 205.25379753 169.87016920 534.64240641 169.87016920 73.17992104 183.60227402 114.01961978 183.60227402 frauder 144.08012398 182.41111999 188.07967484 182.41111999 266.07337083 182.58757322 357.00123354 182.58757322 403.20229500 181.52483666 453.39958921 181.52483666 482.93505071 182.48305993 537.74268058 182.48305993 74.02778524 195.62774529 407.44985850 195.62774529 173.64170535 212.86762544 213.64777375 212.86762544 265.70575994 212.31859668 349.71998990 212.31859668 417.01267821 212.05564120 539.66055920 212.05564120 73.84593154 225.96092107 147.85250586 225.96092107 293.10522081 219.08341398 486.86433992 219.08341398 headers, no? (so don't even need their hashes, no?) 491.48367143 219.88649219 496.88095727 221.78510769 497.03296627 222.49884129 502.36325615 213.26650840 262.34155273 229.09063721 262.34155273 240.42414976 JVBERi0xLjUKJdDUxdgKMyAwIG9iago8PAovTGVuZ3RoIDEzOCAgICAgICAKL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnjaM1BIVzBQcOcyIEiDYFG6AoQR5M7lFMKl72ZkoGCpZ2lmZKYQkqZgomdpYahgpmdpaKkQkqIQrZGXX6IZG+Kl72ZsjqTM0FzP3NAIaAhYTWlefkFJZm5mVaqmqaFGCkQ9irGmZnpGFhYw9bmpiXnFmrrGxsYaMI0p9iBdRHgBQruGcAEAMxI4IQplbmRzdHJlYW0KZW5kb2JqCjEwIDAgb2JqCjw8Ci9MZW5ndGgxIDE1MzQKL0xlbmd0aDIgMTAxNzUKL0xlbmd0aDMgMAovTGVuZ3RoIDExMTk0ICAgICAKL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnjajbcFUJvrFi4MpXiLuwaH4u7u7u4SIG1IkOCupVDcSpFCkeIUK1Dc3SnuTtHizqXd+5yzz/n/mXsnM8n3LHuXPOtNQkeloc0qaQO1AspBITBWTjYOIYC0qhYnB4CDg5uNg4MLjY5OBwQDA/8Wo9HpAZ1dQFCI0D8MpJ2BlrAnmYwl7MlOFQoBKLmCAZzcAE4+IU5+IQ4OABcHh+C/DKHOQgAZSzeQDUCVDaAEhQBd0OikoY6eziA7e9jTMf96BDBaMwE4BQX5Wf64AyQdgM4ga0sIQNUSZg90eDrR2hIM0IZag4Awz/8KwShiD4M5CrGzu7u7s1k6uLBBne3EmFgA7iCYPUAL6AJ0dgPaAH4XDFCzdAD+VRkbGh1Axx7k8pdcG2oLc7d0BgKeBGCQNRDi8uThCrEBOgOeDgdoK6oA1B2BkL+MVf4yYAH83RsAJxvnv8P97f07EAjyx9nS2hrq4GgJ8QRB7AC2IDAQoC6nwgbzgLEALCE2vw0twS7QJ39LN0sQ2NLqyeBP5pYAOUlNgOVTgX+X52LtDHKEubC5gMC/S2T/Heapy7IQG2mogwMQAnNB+52fDMgZaP3Udk/2vyb7BgJ1h3j/DWxBEBvb30XYuDqy60JATq5ARZm/TZ5EaP+R2QFhAF4ODg5+QW4A0AkA9LC2Z/8dXsfTEfhHyflb/FSBr7cj1BFg+1QE0BdkC3z6QPN2sXQDAmDOrkBf738q/huhcXICbEDWMIAV0A4EQftP9Ccx0PYv/DR8Z5AHwJjjiXucAI7fr38/mT7RywYKAXv+x/zPfNm1DTTlVfSZ/6r43zopKagHwJuVhwPAysXLAeD8TTL+pwff/w6jYQn6O41/+CpCbKEAwb+yfWrTvzJ2+5sAjH8vBxPgv2OpQZ9YCwQw/ofkJhy8HNZPb5z/z1T/4/L/x/DfUf5vJP/fhORcweA/asY/+v+P2tIBBPb82+CJtK6wpwVQhT6tAeR/TfWBfy2tKtAG5Orwv1pFmOXTIkhC7MD/biPIRQ7kAbTRAMGs7f9iy19y3d9bBgZBgBpQF9DvawXA+jSa/9E9rZb1m6erw+WJkn9UwKfN+e8jZSHWUJvfK8bFywewdHa29ER7GvIT4gV4cz7tog3Q4w+JAexsECjsyQXwVJ4vwBbqjPZ7ooL8AHbL36I/6HcG7Db/gJwAduA/IC+AHfQPKAhgd/gPfCIdO+Qf8MkX+g/IBWB3/Dfk4wawP+2by5/C/2PzFN/lH5APwA77D+R6iuD1B/5XB6xdnZ2fLoE/HH1qz7/wnxsHCPQAWqPNTkGthUNeV4Y0Xn2VJHVn3RwWnaDb1P/AxOo969zkeoOBnMRUnh607HwhmdTXjrWwLst4LjFHee+9V1+N/PZ7gmbDrc+deZzW2GYD2swoQfdI7p5kVRc5KhmrjsSWz72Tj17gG4R6+BYluiwnVwEMjc+4V+6d8h5VXUXzg2FTm5pb5XzK6HdF46xRuu9NAr9M0mVbZfwgokaCsZKjvMI59sCcPL+YwPk08kipFMeM5rsfxZ3nbbTCFX39w2uxRIfLpZWYltiIiBzhHGdwjN5baidZiXDauyBvoXvGo14kj/LTS5aUBVYsth2utHKQViSktqPCbXC2mXMjKwkQwkDajbuRUFFYi2fuTK2OX95gHokLq+B+AyTfabaVWmy80GuzfZ1CNic4XvUImHxpaL8XUNfmfVvttNjX3816GZby/aqvtn+9zVf/i3iXOJmdO+crWXvjiIV5oTTyFMQi2NCzVn2gIh4Wy5xbksAdomWoiHfQL6kbEs61XA4OIwHEDvhBskPeLJ9f0b6lNcdqzSuT2NNgdxzT4MdgPrVHq5aU4+NcYntuWYv0MMbsNNm2d9lLMQyawpXAmsngIvbjlVICNplCT0qV+DXemV89tHk8ivIdm9NlfREmQZ6vrwVz2A71SnUbYnlzNKk29iNZh3ZqAnulgkM7BS9sdtYuioulzPB3oXrXx6Xu4VJ90as6/CHZ75q1Aj61uqinyktGPsu/XP/RgWpFc6Aj5UblUBuDqa8jerM+1Jp/585SpChDx5A3q9qlvCvy1mfWdEYmr4P4a4AEwbvz2gCuyib1K0a4F+lYi9F06VvzCDTmTX21er8eSKRItXWuPtN4rcB1TI8PrVMNjK3TeoNLTb7wdNYBhHnfpyKA4+ipptcDPp4uizK+j3iwjahb0nWXrJ4jq0ib7AYu7/cOPpeiQW7i5sATG95XAOQWMqQvqeQx4z1OJWS+XvPKkLihjKkTLXMxqVzCOxcJLRY1aTWEp12WEQ/X/Yk6unXHl/Rp3EM+WxPSU0z6MYJ4A1RON5WYSTU9hqbCBUdYYZz5EftsPc+fieq9bahBEIr1DnYkCty6yA8GvN7KmORfWrga3LLZVCGsQhXYDNgrD6OSGEqY5WyIs52V0krDcEqwIjj6Dm9+pFi+CjSaQL3RjtHWvR9TCj9IE04j2Qv7MeSm7dyp5XgTY9x/aYfT+pQ/BkI1RYa3h1PQ0ccs/L6JZFBwchT6oKQ+ijTsOhxV117PpC/12R8vZYUsl+4GoNTUfP2aJt5HbCF+yp+8R4BuPpiFaJzUfCrgoSHCw/mD/FQUNnKlADeH+VKYL7W+ztdZ2ZVzl/v2o640HCLoI0G1Aqy0cmzC98KTiGLqwc+ags5k2ekowOT79y0edR43KuM080vF75+/HlWV3+F3b1lHknAskxefqCpdq34y5CgZjHHz5lsmSpwyueoAPHP+5NT3kZqbWPQSITFDZ9xQmW1BmehnH1MbC6F8v7K3Zbi0kZR8ZhMaBbnnPCNGhDJDWAeXOseEXkoZn6IGLS34dvempI41gXDFuJVobxI41Bd51UOCQqw8OE3PRWeXaFXu9fZSaZA4lcUV6qdawtVJ5LXkGp+a9XaS79XHhlf5L7vaXxaPPQq2DBcsi3fmKCcSWDMRDYxcrpoc232CldKLF65Hj3Se3UKQdPbcmxK2GmmzbNRMpOvScofn1C+mRiTy9Lk8KHcEnKhUbMbL1kmhe34bnHrs73ulRCUqzm4OqDji2wyzoV7XtAfXo5c9AXSdpS1jffjuq0urXKbQoo5lQJn5vbii/QCm6062lMOhHBKhUA0nBspMsg1KYa8n32VQ69wSgFzuZUEIkQqEV/vEnb6QdW/ia3mmvNdVgeBPItFehvgNxsH7RsU7e7Wb6invDXUcAMYHTgQVN+sfDviIoJr8VvpeatX9nw6dErX6P8JKiXJLHRas6DhmPyC+urH4uIfcmZ2wnMBue96RAW6i05Dlyhai0JNk0pZSYd8SKSI45MUtks6UzFm+zAALl3kPtKIz0nyfMUCEyCHFU6NEwn2ACxHw1pqBxmO3deoQMm6Y6x8/s5J88Ff2gaqim+NOTaToYy8/kMU1vfTcUN155Asozqowa7q0hGVSokioc+5ls2fAyf2iTPzG7UlBk7pujamqOj0q32V0v2iM4FDy+N1r5L2cPxIqDrjoupi6XUmsDPh8Rk8qRl+KzHdbjyn2+YJ27zyImCX7KHDpy5EWDkEdQV5Tg1xUD0JRk0YG206TyvOxAI+r5/lE5sbDBnrh2IQ9p2eaWeUvdTQez92Cs67RgP0s8Y4PcyTBzv72CTd1Ca4Ev2JD3lswg71JUC6BmpdTseYStoR83CQKyxqWbmNexLpD+OZfPw3hdRsVc1K8KtroicIpj1Fl7rFyDAgT9l4sGkQNLNXkJtjR0xOeyW4cCp/AeIlTps6mnrkCYmkUECieogje7wgLtfskaiK6IkEtt3KjLHelk211+yGuWS8wGswItitry5izGi+NWqSq2yn6kfxjwGT1/tqSR5OT8OugH6BYcM1JL6/uy2AeIN7F7M3BZxeb6DQIhldcGwpyac52rtAUmUqmF7FpNPZxkTN6RN7nomA3NZnmSFV5fkFaRRXQA32C5Iwd6SoEzOcJ/1YJNUZOveZERBl1c09jKFc9WlKSqN8tLMF/aRz8mX675spwc7qaYXYYTn9udDOYvvUzR6Ay4IEY/yM7CBU0O+6KapVJ0i6NJtDT6SWpkPfjEzc8mifbiXGWR/3aIoxT0rW0KOOFo+QImzFPjvYMl5V7IrM1AFaYe6gGJCGyJ5MZrFxE76JOpaLw2ygWZuZ3NMl19yDGMVyTRzNb5JUtG1rYScDHIftkvlCfLF9zuXq8G8BIIfkCXIs7dshpsSDgynbqyny4Pkt9cyomfMzi79VXPUaHBm0oX87yQOjl+OAShD3VS4yjzynnMXI4uZOyDLB7cIiLqvHQ8zyvmcMey6A2pfHyI0r54uh20vYygzwsLvVipquAzVlK8B0tPqTOULpUmvOmE1ZkI0FzWSAAN/pG7e1kpPJX+KwJ4ZzWn5MJ4EC5G0Yk9Jn3aqcR+fDCK6t5Ng8l7bcH8PGlWHfLrxojRLrzs5PWu3BDcIsQXFrzBUVq5GNeSstahOrtfrZfaerrpMPXTBiWy4NqNHWujWEH+9MWxTZRj3FzN15qCE4L7htFuQi+hWewWC+leLnvPKd/LaSWmLff6zJx3pNYSymBZBv8It2MXH8xlJ6Lxx2nEOyFvkU7yaV/hFvpvhjava8uaPWYs0mtnv8Jt39Iv+OVHI7pInu+hWfRe80K1PC+RBPNpHZSuVdFCyAdgl9RO2ZqgAsb8xxVi+DcMG06nSq178r8MeUozFqpU/vGznlpd72G5124B4ZOQN/GihmyF3mRlzOGbzVuztCG5eB1ZT/vnz68P55QDm79ganwnqGyRgzeSFNiGFNxdgVGl7PxmJzealzAxN9J33yXZT8MyXhRQbxryDA5b9n+TafjF4OBs//kcio7xByShKCkkk2AjsKYLIFWuZ01MPoRrbRGjdxbWa5mef7Y7E2a1VI75KcfwYGFSnmOKcq8Za5uNnx9l/ddOI7b2pHK8sL3rc88CWecH2j9cZ0dJB8PXZLw2rtPTyBGywivUhtECy/7Xc6PoWl4VhLecZ5T6ChU0tKUkd6E1ihs+v5G3/aPKLY4CCHoK1aOoXYuGh9saFnHTC7KhyfT6FVEHFue49RhgnFf+NT7pVUL7Nyw9XUmf2O2He7x8ixwC6ZcNa+U8irrf/sp7IxL3G2yEQXp2c/TxvPptx0G8JY5VALEP3Id0JLn3xLZuc9SIaOhXPFvyqEaSnhqm/r9Cv30LLX0GgyVmtotSUClTM5wo+K43qmNkEsMerG4fHNYKLtsaRweZHul4cEToBCahe/zE1n/rlp4Xp5iCg/LEJeaW+qMd/b0butqVcGEeqLYGOmKM3k49cCaV+1KsMhRjItfqUHq/rTGhR3hMOKbHeNZoQe+JgsGTMy4bE1gKEHepasuUIhSi1bQlA+PPvzGwbOMCVRDHOHWt/u6/UK/IFKlU0vKjFxLyhLcsudRZZ41bZghVMmr+qX8+fLW4TzeUQQybnRDKWYNqX/BLfvr3NCVrtlsKt8li8TDPRl6fbKA3qKNKU2DelokheUv25iDMMXc0kZU/94fbLOGZL8kZiD4xc7JWOZn+5CFwHaUl83qd+swSTVEVpWXkOTIFHFE8yUCM/PQeTu8+Bq/TILuGOEoC4qvowcFylJvl475gJ3f2hYoy+Pq0MQSd8Atmo5xYSTFn/0nmFrDvmVc1+SdsEcJI2sTM7wwqz8X2oA9V6p4LfETz6O4KliWkUO+X3j4O/68ptOz6MKexDc6DPXHmVjCmSKxTqSQmQ3XQBhYRZozwaATwDtEkoLmFDfd6TSeFyi+ETnqxSmtzdxKlqPB2eFHAex7ps01hM5drJSsOtcfkgRm/DVRQ4tC8R3Yp7nJ7uCoxqvMD69/D4zwYeqYn1myjFBILl0xqp8o53GN0vVt6erc7jgrQMLTBYxRDSQbJu3/hLummoRXRJk03CyY+ESsTLdjnSdbXrdPcZsmKjU7qGhKGqCNxHkJoDmd+I5tjzForBmmYl9kyLoZ5Kft/OBpyQtQ1TCUL/wxKkwh+DyKzPR54RihIRxBZKgEb0D84vIYIwnaVXqcGHpGR3Btn4zC67efsdZd8J3xgzwWktG22NrF5kanysuzR96klM2BO4Xpk8tpRLbnPn49AcYy2Y5tyHmlWdT21Ip/Xle0hpPQVqBPFnlEbIw/fA50g8AJ4AZmyAWRmazrVRRxd51alkpSeXo2rgv9mmDGy7SmyvE4RkwOshpRfZh6t8pu68u9nJy2N5Dfs04tX5iMXbrNYKvqMoY8SWmgr3vve3dRU1tn2FkTZYYeMDlN93qoh0qh+ShSXeERpW8omtL8+luk8M7byuET/7g1pTq3bIzKQNMFGjTaWeQizHkGaXvxQN5UkRBtonvyhoOBr22/JBJKiTJQP1qWVAew4qVK+ltHhO2Cofrw1aqMJzFIznC1X2jmLaZHIYber+ctuH3Az9zIyyy+MyiCs+79VyqoNqvvss8nNNr7970TPyPJln84Eh12tNwxQw+csd9Tf4NgkVF7mLbueHXzolTA1XOB1vkkefE0yRXN1tfaqYOZt83Tj+p+0fRHxg3pVes+hi5LKXwzLItpCySkcJLVrB7aOc9YZg5UD9wll9NrfnAaRSIQK3HdWelklRcKX/3V6RWcGZqmYGRCF6N74DbTCkfxctRr3YxoZUAqypMuQE1nre4btyhRmcHeinijA55S/BUB6wR3yCU5aH1aQWIhNtB2JPj+TZ0W217a+b0bQ0CPAxsOw5D2ertMw+As2POOkog/geDzC8PzKemq0i6H3Rqzb+Xyrrzm8mnIVzWznPm3mDD295PoDytRg2vHaCs87yo4SyHh5rcyYr6OSMxbtkV2gva05DcFXfCmEkeq1xYzZuP18soXwrzFSLnuPXsNzzcUnZ2OJAu4bSWDlg2xQa4lAe2LGx0nTWNH++M4hs5Yu+Qy5xdCMVFzNhTIWnkIi4AESRj2iz3WolgWPKa175ZFuX3f7ddGBI0nv7g+omhvEwkqxxOHYHfqKBdaGtBuuNv1JXxTDzZee+YRSerUE5zj+VyRMfmx8TUWr8qXIsVW6xpfH3uKVto4L5k1XN2R9lj3BsMo5qb7EiOh4aPtzpHcrnTOlpMasP8ssJW0B97C9UriGYnP85J9SvyphfCd6o/dZnN8pIfsmZ5jtxaWx9k4+b0vI4zLhyOwLMabB2Uzc9rdSdoQ9y0pSF9ke22BTlQsQwhxfF/3f93uk7jNidj07fL3wNw60v+GiJy6CXnrEv2BA/IKwxujHCxuVOh1GpnUjxMpVrctcEDpyKoyRt+bc4twpGwhBrCoLqBrt0j+fLjY0udSJP7dbaCh28zk7t2rePype83+1QI1K9tQ5vnG5qWQTCg1atTsF13URq+xU7ufdkOWG9GxrtVyWWOpIh24Bjeei3VFJaPPbl41Puu1u3jkETfgMm2P5SlQ+Dj0OW365KNZ26iTChBamf5B9+DU78VlXnz8KL/YPlN37mmqAiQ289n3glJJfupdb5kwLRF2Lti9alfP2bXLZn7A7RtBRYOzeNucwvQxhLXHkftbZtzZfAPZ/S/JWL1sP1epWkc7qF8pzWvzY7TOGVKUo5DtIB69nn9JTj8+K7mj9IK5eCu8pb4BBWcOR/Q8WS17k5bPrVKbRMcQ+x3NPFGZSsojz/CXw23xNLgRhov9y45rfzlCGz15lSkW5m0CF/wS+YfcFTP2ukKn6o7nfRfw9u+7MEuur40oSrxCZAphEi+4L4E4H9M+7ajOSIi9ZhLRt7fYUG0MF3uc/tz36LcKXDnQk1H64ZPy/bsBpu/YF2nniF7Cbp1eyd4ddFui+2cfcuITNXyFESOoJxqVLyZohuN0smox5C5vTLZJ7i/NJhMQyEkQ0IVTUVt9fmoBZEw6g14quE7yPWp23Y9+YMjQ5O61EvagqYum5D6l1B4UKnpthX0wT1cHU4pDZhfrz1Z/PEwnd9ZbCmwn9jD9Wo/UKMa0dvSprcY0AJxxjcALbcYy3s4elRPGYlGjL2DABRVGmFSoabYpnihMDp2NUraK6wgdSMzIHRFuqz2iI2sbtC1yVIiUMDXYr+hPIQU28djWy8nU2sfMs81U6TxjMtNGHGOlCIW4+96zoIcbqdXJ4o9Kw5+VX6IbokdpIQJrvNonL465G8dN0L7NwA4eHgxXeS1iCOX8zNM82qKCEXQzfSIZDOJret6GyEtg6k5h8Smim1CmhmwvXIjdCfXpmd8+6xP7kS/4SpHDl2CixoTaewYf5Yhbd86r+1ef64Zcui3C4Gxu6LnGckE/k2xsuABm0J1uXvqNO1PZsR1uxAC+06TQis1rmrz68gX8cHtkpx70vPRGF+hL1nqJeDRlBHn+mHXqUh/N0bfPtopuNgFGJ14uPqFBvjmdKj+qtXEj8oQCbIt+ODR+aZfkPoqZOtZG5+oUJY6bMq6yqZ1JuFNKN1moIqAoJTshsN6fIwq4u8b0QRqANb/mHOtOk9x2fojAL2sdK3sgHlRya2dRpvSBRz2pDh1J0luKjU1H+3CXphlSbbywJKLbZiBE9jxobl7cmvmCbqUC9UCtYUFKm1cw7Cq4rQo+qiiTumOqM73Kbkdnt3Fxw8yqUL8LBWmesfIVLeC9O1LJ1Q4TfsT7hPVQMzw1KufSDkOvPJG8MHpC5xRhSRtFaVIL9vBAXzTW1wB4Pi+TAfAJ5uB9RLoyD8mroUBlVuLpRf087U2NyKEyySJ5huBOgs6FG8Kq0fFB2SOumVEFDf42wnKKA8MN/T7WSrk+HFnVuGnTj71S79Y+0eLAmf7iohPRrN9a89tCsDdbpVjfHdz/6p/TQzPX422T7+g+FkIOB7oB/aSEogg6JwzpekO8Bnz5tE1PRTXM1w8IAt/V6AAaNXUcNfPUtIy/RFyqQ3Pv9dX5ithsuldLSSSotqdTdiTNSMoIt5XRyxaka4XpYAuDU6EN7Ihb2sx1+t1WxiRVUm/CY2gc9OfZjTSq/Jf1WaxEc0luA0Bp1Dra9uXgoykCOX/CBnPE7Q/pDd3PH/uJfoWEfl1sHsKpJTvi18cuKqm3GG8YKYb1/XytHikvD5H4cADi0b1iR41RfFRwY79oxnRh112gLukgNouVqF1q3amTfLiTDijZu3fMH9KcbEh5/kNxIMFvYkFM7BR3DnKnO1GO9U0e+X0+pC7653tRZCOyS42SIWeFeOTZXvIZK7foYmOoh4gif2ILjgbb8zstJDXrUcQTBCWK17BkXztP1AZPX10BljyR7wz63kWALfFhZSbdwp4kDEfpaVcku8TPcxjUwU//lmsiLt4/DKByiuvLfmVW/oaJ5btt2N2Y6vFO4mp/4PVlyTgBLo6X4hfVbEt5g4+soqVLaRX5QhLyPwGLa+P3P+8VVpOD0JBARugjkKsACALELHe/yQMuEilp/SWPO53ZBZkhWpDTx7kdCWomopshs4dT+nW72v3z5TV1iFmnSvmBINQ+V4S+BTfo2RZrSMDzLjWk2uv+ywxyEkTeB4IlQdQ5bC4gnz5e893A2Cez+8Agq9hA4gzUeXej8SuDYXv75x2/iN99Mq5aiFpPjq1JV6OWSTg5yf46Jr54uYWTIV/2nLESBZSHcjvaIbBfrN2j2rkTHCDOXnsrxPG2AP3RdWAoUOWNiZSH6cz9StBlRjCKJhtFZtXrZCmc8JkCublPosJRvfGN3j9aGWQkgpSSvpFlSfmB7xo5BcfA9t+ypGEflCOU8KXPagJeeGMJ3dHdvXALCjEXk7KtnWDgZLt1RyW4LV6Lxb/XDvIJQcQsWcvoykuoxnBhFZ2vNLceet+Fpt6Vzi4OnU3mhD2GCeWUYc64atN2MKJ0QFF5AoKJouwxZJB89IpE0vwfsXf5I1DqR8vRu4Zv2mtJ0eyKB+E3pJm3uqAiZwQFmrXCMUPNnumfFAwYirG4mW8QEWuOcs+70kQx4dV3voTmXEBv6mb6ttcgis3m6+cHRTykzphG2+MSBssKIjb+IGnAJnvwLKUzSRP2awlQDL3l02+Ze2QdP0WdPn1lDBshRBuxCARGVSqetauZCutdfP1k0mxlwU8D+OXHHi+QhfJziA88FA1U912+0LtGyoBRRqLxFR7HtnEQjrqR0jFdyOIyx7Pt+vlRa1o+FeIQzQTW4by3yjzeAdVR5MPZdB15mxd0EXz1zUlqnA4UnKBbMi3dx6Hh5YzPkp7VOh9I6M2+X67sfnjml6FtzjBKoFtqy0bL4TB3UNKui0q9LfLYLAVfCrNyey7xmdNP4CtTe5YmdxhhcJhfEYpdqUZtydBcxEMQJ3+5U+9BcA6+WVnPx4BLKfY+Srqm9nB0zpUAznl7hzG77HcZtJHFwERDPvkNPAQ6bBXD0MPR6mMxD2fAG6G6UvlRke9nPnjV9cKlnAjSgW/mdne/lfvUbh/EDUjTQBu7XgLayEBMfWKrG1rB+oFjEn6sbIIF2ykL4ZHAothrrGymSRybLMHJuqDHzel1xCwyKzjHMhlCVpxvOhEY5+l2WNmtmw0Sr7vwqKHDVWIG+aDt5zgi7UQ5q3hNP1Nf2vTZ2KypCySj+597SkkN8YUHOuIsFKqv3cdl4sqIKIFxgzHLRce5hayoNTe9y7ewrgfQvGa/onOPTSMn8iAS1+UUle9uzhk8n0jsoP6iDzI1OktgrQ/FKC3IUx0VMOeJf7MSo297o86rPzrYd3BKeiXLOWWrkfZuziYyLrPKivBNMFP02kw14oINFCr90+Z6tfSMT8zhhPlzZpg/t5GqwF4tzRscjHMNRpltjVBuQiKzpC9dN9sC3qEBKZ827yqf6yvoedKN3OXrt+sDaRTn/Im9O2k9t1+VXJd0irygRZ398uuVdFC0iOLPA4ZbQY+0n56d9sIl6xUUC5qZ/Hi9xOap54OiPGuOTkRzVnP4jZIRh4Irzsq2BYrlb/E5Zi4yRJgNGppkOjyPRhB2mfWYcK09mQmcX5aVyLyNIE0cylpJPkx+RKJOiHVG8zZRtavC79SF5PtD8y3uzpLL4ek71L2aGGXYs+EC6aE812iIJJxvxvs3hHsVDbyp12s+MG8zLXpsjIQRK+ltBdtenIcNw+m55aZ3F267sGoeIrVlbTYTZgonPHTaOT2IJd9re1/1bqi+b92yAzaukAhQjbzFbj92sE2t9XGSz/AYd5Bt3vaWGN5ajZNJYRAwbcFCavfnO0zTpZetE7X7rjPZPiEnHISM1gDIUd7f7G7b+MoLr3P19j1xDF5usrNXNVlFTOqAf8v9gu65IrfApLzaPf3nwbX5CDobuPwuvW+RRQ/H2O7ZyPG9LgGp+U6iqkgEh4fiwYQzQULY7DzMWFH53qLei1U3Mb/CI9d2MHg69N6mjOZZCiw9fTNKhSBSnwX70E3mtHyDG8sXuWGTveQNNv7ZO/vBHe0ldUW/S5L2os9lYAN7aBXHKFlEoULAtTTbln9JWOXeWdXWAU3fZXhFez07TwEBVwGVBOt96zs0qWSE86lz3iH+celp5gyHOMIVzUUBlFh5fvpq4StkEzuw033eWsZZT2LuTSAzbilXZWRvpMbgl5K0VhOvUKJt7HD8oZ9Lb1Ky3OHwUKx/rKqYRGK/M2rdTkenIlPcP5W/dO5FTV+sOf0RVl9TODuU4dXnFeT9QL8Q7booKeDUD+D0CIqunN4N66ggNCXf6CxjZFbVN4jXLn/Uwq4wz3dEJU2/yqpYHaAoaEdxJG8B46VEI01vsWzy6EO62bv9KhK4o+1xNeIAX+OHEH/ph/HbpRoVQdue4+a4FK4sDkNeVMKF2PGzwSlASooGNSIz6H08Cwnk5ANc1wzXvSTQMTxEvPSkIOoFVC0zNrLwuzSFBS3uuOvvgnmaUkeabTvvm2briZBYUgG+KHUyBtmjknYRe0Y7Kz5S6PPY4uRgyxfpaDmrNCVXif5rk3XC+pVuZWi7vQaSeDd8zJZ7KgZM3vfJKXNYia9IKhBaP24O79VauPtQynmfyEVo9WotFkjTdTYRshK0EJgfp679IOTBrUo18q2v7gIHxYRMjWxMUvrrH5scCXTSkRTQb2RPwDTjGrlkqM63ZrbDJPv39D/s6i0bwA979gwc4XAHhe1FtZzMasTbuDF9yRJEWeeetwT/7M15AV91yqPHg3qkON0WS2PRpKmHomkQ6HsxLhSdV/qeBszuDnftHTvQv6dU4+aCvGBfTk3Y3r9/GFBI8/yDfDix/P5eWeINH1hVgUonX+uYl7n09WHRvPOSR9SSdO6rhFv4qIvKDM/3VT4DROWH8O9PzETs0rNwVLLtYhlPq3F3kr1zseoe4rsjNgOCG6o1HTv1uqtIQVIwGoqOCxzlBI3sxj6nXvF3iZ/EYeV3mgynqDrBnyqVTPopr2uurGIWblg6mosSrl1/MXsft2tdld0EJPifug39QHjUcPP27SVBOhMoWsrWiDmTIuzX/KqmlOorq/yN4SC1zC84ADgcXnBIrNTj1UVqzJoLanWaMlE8z/GBkRNq3FOAL4iDs+kcvFPkjBxuKRFTVmZlZ61MytXjhlPdfGdr8Tm6jklN2jVbOwfe4ScqP4wsPbKMfzWIReveFGDBxfvletvjo4QnP0N30ZcRlrftfM7R8siOktf+QdW6jIkt1FRE7Xjsu5+2O0pOu9sMRh80iz2t+8Vq/BcDoz7B8OJ0erWX7ztFmIrNGSGqt5JbpmX0jLzPrY15IQdxo8vvS9WWlGTl+Op8I9xm4PslKfEPNmesSJYxzAJ0WLFlpKkdIoK1IGm9mj49r9ifkQQeDXSfJpFyZeMyAjZber9FjaeUUDSHzvMIkJ8JhO+y4c5Hh6ET8vWzCcgSeCvpWm9u3VQIXYrjx6LrabkU34fEGb9g0mb+eW62WjfKgFwruHmAp1p22k2qc6xQ/1aRQyTnqOyqcYoUWIDijbYaHSPmlia1d2BY6la9Z2SdhJy8mGNt0mWF13JgCO5Fn1ua78MtzxbbcvGI6zfl/5QiPHVf46quTqHt8XZM+1HNk1OdNslYcPT0QKDLojKmicIL39IgtCpDUJw4biV1DI11t4VqV5XONz7uscTFwW6qEI4P12Yh8JZdyqZfomjT4koK2Cr5ZVlqai3YEoct9I7UHyjg3mzNgNNUmLd/ZzFOfGEcA+ArIM+Xwe678c9RIq3ImcSaEZKuQxCrQI4ttK6H1ExnJbmwGNM1yvwaWYPlmpaUH5huneH4J51yD2D709TDxciaOgv4kK21VmvGRlfHeQmveKF90tiegGZBSu9vAxWWXslH7OkMnt4VRH24oj22MI8qt3fqY7lnEvOVxXGTkEMp3C6D+LyrCgzzHnnF/qK34LLB7pIyNUsFuUJe3LL9YFndmtOSBIPA4C1gp4Jm7Xsair2mWrDFfiF7btHugzlMf0yyLhVhogbuIxPcsz3GCY+ruA1lRqGKI6ibzoZBUHTquGX8pKZY3jcxrPEj8OL2akWE8XmJrnFJWqE/krAMM1o/M71moS5nC78v3vIdd/1VbJ88Og3bPf3rVvWC13xyzksTntPnt47iN6Hywx6oI0KRtKp30oPG5du1ZwZMVfAp1x6l9MJ4OQxaGMz0FjPTD4vf3tw7L1IyY7dWkWJQ6OhTghoPotpgLgErLUmAA6cxJHBS0gzaNraWvbwlsUGcD7zSRJiu4Il08auG5cKFzfPIWP+2KUI3qWDLL/VYJpJVSCn+PSw+Z7oyPxvgNR4m+iSLtNBZERQcUMozookjDwO/rTiqufsuXDVXoSFdzgsoaufpX/L2TUzzBaJiBWRh1tC9E5J+swUFWHctxBnGeUkaDU6w/jKINmEvHXLS8+N9c+icl3x66+/g1CzH/75FYxOIzfzKsKZ0OlIVb6sEP1QUZv3STzEgNVjMdmc67Rm+ydg7WHv4WcIO+ZIbAJ6BoGuLO0zUEQddlSqCuiMn8fMyihT9IDWxcN1DWsjtFapTPH20JyQj7+UQRw4ztQfirzG3l/MYNK58mzKfud2VbwV17Gov+4l3OpB08cBUwH4rlLxDCwtNSwa6zYmSqpAjqvT4lk7mzW6P6z7hLBK39cndbhWMvFBLC/FwOs1Ai17iM90fr0Ob67ktSmR3dTiMZGnKwkxO8uLhYM6DvCREQ94U36Ve7tTXNmOltgkQWVrfXreQTnO+aUnxvn8rvkrqq91CgvpGL2mrF8kL15a4fKe0fMxB6iIezpWiWP02dDHdsAJnRe74vh552Uf7ZJWcTENDUzNZNh6v8E4dvuqdy2etK9E3RMxXzMR0VL7pS1rVxO+wRdSNCGC9fWxwmiymKe359rH3aVhoks8Uirg6vLESVk6CJZb5i1znu8swC+BdVE4Vzz88K5vFQDpnGQfqIHGHV4qqJ/i1iH3bkiIt/1aKlm+WyVzSReg9x1QVpozsMDMUiQ5M4FC/QXqGaIO/HymlX8mm/yVbsgndtl+qLETCZ54P/fnK5eXM2zdQ++XrBcjjAhwfGVUp0nP0wmRomegy7G5WIxdCwjGJVRSx9CA7FoVn11OucvCz5cVZuF6TqFTwyfX5EgprKFX+VZPgpR3et8vHE2Lb6WlhHDij0qC2Vqb7l+Ba7XZU+KuADxW9GyaeBM4rXO/K3eoi2vijTH0xLUrehCh4y+8yRaOP1T2LRi+J8GmhVyl890oyhR1PivkHXjFv2GRZsS2Y+v61mBWDHTknt9MGxa7BxHqAOJpYXSH1pJnhxOukeWUZvwf28i6DCDzJV/TKbE49Qa/4upRuMyOAV6EnKyWYySgOCpbEgLpa6SEdtWk4rI2FqaVUSd0MdRYbW2tcsx4lttaRMoAvckhqQjmDSM8PViSw7LW+udOLvs7OlIYbKZhkMCNmwvn0Z5l31QRaFIJsZLJQdrrk64+4wzVSqajf6c0CxHOsJF7qhx0byTbnfELV5o9x/RC6mM0axQWahIVwlV87tYoanWvcorSeXVxPZI4msTontUMPKLvxL0Jvfw0kTPGuSN2vJL75P45LwyAKZW5kc3RyZWFtCmVuZG9iagoxMiAwIG9iago8PAovTGVuZ3RoMSAxNTEyCi9MZW5ndGgyIDg4ODgKL0xlbmd0aDMgMAovTGVuZ3RoIDk4OTEgICAgICAKL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnjajXQFVNRd9y7d0g3KSHd3d4N0SQ0wwBAzwAwgjXQISouEdEundEt3o4CgtHTXH9/4v+/33bvWvWvW+s159n723mef8+zD8FxLl0PGBmoFUoRC4Bw8nNyiADkNPRUebgA3Nx8nNzcvFgODHhjuBPrbjsVgAHKDgaEQ0X8x5NxAQPijTR4IfyRqQCEAVXcnAA8fgEdQlEdIlJsbwMvNLfI3EeomCpAHeoBtABqcAFUoBATDYpCDuni5ge3s4Y91/l4CmK1ZADwiIkLsf4QDZJxBbmBrIASgAYTbg5wfK1oDnQC6UGswCO71HymYxe3hcBdRLi5PT09OoDOME+pmJ8nCDvAEw+0BOiAYyM0DZAP43TJAE+gM+qs1TiwGgJ49GPanQxdqC/cEuoEAjwYnsDUIAnsMcYfYgNwAj9UBuirqgBcuIMifZPU/CeyAvw4HwMPJ87/p/or+nQgM+SMYaG0NdXYBQrzAEDuALdgJBHihqM4JfwVnBwAhNr+JQCcY9DEe6AEEOwGtHgl/bB0IUJTRBgAfO/yrP5i1G9gFDuOEgZ1+98j1O83jMStAbOSgzs4gCByG9Xt/8mA3kPXjuXtx/XW5jhCoJ8Tnb2QLhtjY/m7Dxt2FSx8CdnUHqcj/xXk0Yf1jswPBAQLc3NzCvMIAkCsA9Mranut3AT0vF9AfTp7f5sce/HxcoC4A28c2QH5gW9DjH5YPDOgBAsDd3EF+Pv92/CfC4uEB2ICt4QArkB0YgvVP9kczyPZP/Hj/buBXgJfcj/LjAXD//v3vyuxRYTZQiJPXP/Q/rphLQ15G10CF7a+W/9cpKwt9BfDh4BMAcPAKcAN4eHj5AUKPC7//zKMFBP+1j3/FqkBsoQCRP7f7eE5/b9njLw0w/zUgLID/zKUJfVQuCMD8j9BNuQW4rR8/PP/fcv8j5P+m8t9Z/p9C/+8dKbo7Of3hZ/6T8H/4gc5gJ6+/GI/KdYc/ToEG9HEWIP9NNQT9OboaIBuwu/N/e1XgwMdpkIHYPSqag4efk5v/TzsYpgh+BbLRAsOt7f9UzZ92/d/z5gSGgLSgMPDvF+Yxipv7v3yPQ2bt+PiKwB6l+YcL9DhD/1lXAWINtfk9bLwCggCgmxvQC+vxrh+RAMCH53EqbUCv/hAzgIsTAoU/hgAee/QD2ELdsH5f7O+aXDa/bX9BHgAX6F9QAMAF/hcUAXA5/wMf1cYF+Rd8jIX+C/ICuFz+BQUBXPB/QSEAl/s/kPeR7P0H/I/2rN3d3B5n/Q8dPvb+N/7jYQGBXoGssRZmodZiIQ7VIS2XlTJUnhw/Rnn5n/QdR51iGG4oUHhsagfJiV+d8OVGz8t0TP+Mvlol3OUtemhwNCLldjRf8U2NFiVdqG1BtbVaZ/cdJ5S43oWpu/P+VGtvN7Hkg9jYkR406nzxPJWeYiFjdz36MZO+rSTO2Fh+8cn+AJ2pfo8TB2k0JhqdXFiYDwcppFUmvbVctkpmarpNhR52LD26n/BUcfsqtXeIV+B732IJOyJ4LZVqZ+eJi9pp+o7k+60uQUo1y3HAFMNGlwL5zTvmoNOWkNfMVrBhXSk6sQyVjfFj5eONGBUdu0bl/lXk3hRkudV3tIermDIfX1kxfTcXY22XL/octZCkl+/NJ8BU0lVaqkQkoYiJ3TOPqTixF1LN+ZFAzVe9amAi3lwPlpQxlZrPPpRGVK+le+IzxzNhjTkUHewWC2aXbX26HqATjJAZg+4w52TxNWgMXqWf19KNp4zN8Bwv6ujm2S5dkEEeta/g2K9hJRFwNknK8A1XCxNX0xfCeK5dhKpfFP3dNtdZ0Fmek74ew6FoC6WInlmsrsjMKiCOhzqtCxBZ9zqZo6iQPMdusz7cD37cvCbtQ8GYVDxuPHWWYRmpghXsu5QDI5gA207dNa1TD4WbPYTUiCNFkHvfVu2BH9KSnTIODVMeQp/qVw3bxkVhl/qNZbvGmFuzh0qXJflE1AwJdvkfrEhFqeq2V5f01Hic0SfWnIJraOmPql+8wcr5QPPRYEE7TmoX4esWBi/CcWkZn2CJex5i0dCopR9htbt/bnULwvdnn9Zzk0XO2n90V9GNaEgUodtyWhEeT30pXacMaH6i9GwKp2G3eG/jdfY0rRpNLhXh4vXHklQAUCXVVLOGtW3rUDtraZ8VmVisR4mfEg2fmJCC24SZfnR7xsiDktXwDSxmVwvlfgFSjmlvdK8vRpnP2QukETLqnxRA8vFH10j13lTuw27XW8NLOnMoSJIKJOu5ebr2Ac0ca0bd/lN5wY0KnNQP/yloAn2dmLFtk11Gq/4ST+fscE/TSxwQKKKxtj6+uSVnix+l/YrWWvxNwuKKv6b9pygG7gPLxXD5Tz9W2cJjXX8dLUJwxOK4js6N6rKK0jUQPiPgeJrYVIL5DroMolN/0rLRMwvM4PpyJupc/Iq1nFd6WUryamyeWkMExljfL0TuyoDBKjFXf8qQcPcRD8M7PleVT1GGYVf6nWNW7CTN6smkDVcgUqlZpt1Jz+sg3qHz/gJx05tIhpUEyJghczCxgLsK6Qrj5DebXBXMPFvDyhZ4qVnKlRlq2w4fL80ZktXxdnEmqgEuUt2Ern/gi7Pi8ronW4yJlnfb9qtGMCUZ2pp1hk28uL6RFNoJ+1/N4g91sQZCQoTl9nRZSXRUqeh6Y2NR2XAcFHU5xGd2GdOfdXTu+HKW/DSs/Sy7jpPj8u5epyoVV5hy2U9A3MxmX9WI0CFmgMkc/OLGe+mvPm70YD/pbz+3KR43WDMrry/ONS6SPGQtfBPPP5qGNGRvKWpHpW33IW8TiA7XXE3+IkLbRJePKM96RN9f0pJO+N3LyzQbUCTyAiFPAd/Hi/ZdhraM5ynX0UQBOIuSfTbl84dchHpBQQHRWCndQHw3Ot6GMwTEUEyCWLYTs/223kEP0rKw6jcru/M9nfcGEmY4+rhkwv7DoxtrMcSApeNL/nBa1ECBTbGnJ6TtTWIO8+uqwfdsl/NN0Izn0ZslhSxe8Zzm4kQYEzsfH6bN7TSdDESPdkKUsZevmfOIr2kmHOg5313FEcktkQ1ITl7auG0QdBhne3fxJY7IU5rT0jDffC3xii+WKqlYuoaVIoTB5EPI4eX8zwSo0dWoLy+nb12t83MKDfLfN+z6fevv0VoaUmG611GwX/7cj3zzjLo5EBHy3OVXrh+4uf2Nk6syU168ZBQS7/UZbnI7RvWizIsxp4QQ3lJARR5dwjUazstmqqEPsA4aaA4OJsLnG3n48c02cEPtaeBoQIqo3wJ+qwiXxoKZ7X4zmtGCk+1xLse14qjvPKDbGIAtw3NMHqbdl4RXycV7LwzQJdn+8KO5eIfLPGXKxkAWB+MlcIAgT9W7plE5kfute8YGSWDVuG7DEvQNl7ElOpMdiwDxYMm2qGllkD3eR+NEN6XW50lNXgCRqhm3bntE64ytWmCdnXdJ+QqUYuw9vXSEmTB2TtlHnc16hVOt09ojQ/vaHoT5kVZvM0V8EpX57HbvpZqtn+qjvrRyCpWefrI/03tb87fLucv5GF1OPEL5tUXd+9Xee7aeskHkpv092s9n4VCEzJog0RRgDfsTryAaU3QKY3LhX63qANiP6s7DsbEKUn8ym6EOouCWuC6XAgnIoBSaPPMRTtyGhGRHwPaEc2Qg4oJ3tqbAbQQmIWUeDu7kCfsQPS8X7T4CHvGJbUDhR8FsGgYWHYZBq6/CCw7FWcGC6PE0zgckaXWuGEMK2hxyNE9GYMlqDdMP8q8/HdeZlgVJ6PCRDZBc20g+N14ajd0VadaI0K5GG03iMpixqVkrR8T42sV2L7u5jERScWVIwRiscnQQtEytcuaSIXNWSGTP2lQM6GY3RK3s3iKgOj63wMurJNB3LDLknVVi/BEDdyxgszcQpy+20LMrVN+dr3e/Qzm19haROjCvnfK6rWIWK8vmrVre3zkd5pi/9Bf6RNZrhn/2emTH7VMho3bSHPfLtrQJGQ2zTNsZo59S9a/MnkWDmy5Tfx5C9CWvD17nLDMMNt4xT3ToScVRBKeOcBI/AfKoo3DWetYPg4Fhod+UP5Xeb1/QycVwWNpJUJKhl9t+ZcHSS6hWUAoLuAknA6WpuCsQB0OlFKnssKcEUjthIiVxb2txnweejisZu3UH0c9m/wQcfDxR3+jovSRuFU6wF911eArGTJf/YU0dLuxIzXn5y2m/ogvP18mXgCAOp7iGq/Ry+YMYUyozr5aZOOYa5GKqavoSy8m0R+52PnBVNDdp7U06ky/HFCzIK5RkVgARtD4kX5hIAyK4UYgcG6nmW0zBzS/IoU667OHOEUiC0HwuDvT4JPmW9bkN4Aka4q1LPRsv0rD/6sFYu9sAi5iqWNOHiYhVVd66nUkvM06eK4x1BCZQzhsm7s1NBNOiHUKNVrgo9dvXdh0rfX1bimzOQTtuiXyzpNXFrMRwuJEalbsOsjpNFuos/m7QUFF+r+w0P+IPlNhhLWf8jB77SJDTxn37y09WIoON3640dYrdQpoxGLjVKFcP+jnXW2L3rIR79HJS5Xyi2LVI3PdFsFEYaLHa+tJ4CEd65j8TnJoHqekTqCx5NxV9XNiwvVqrhm2SIrQzFacqgj2VGHkHrfIp5MWN3uKdjSuPXrQje0xPBR1jSxql8Icdk1P1TjOu0cLNPNr0+Y4HXLObut6BHFdN4q2e8V4FHDY5KztE8vi53jWXWmjxkvp+BQrv5Q/4RwwNO1ZrrZ3zQ68KLHY3w/H3qL9LSPwgIInBPEnN90ibjgs/icE/KR1YWRoRvtQXeNlkMYW7g905wbJ9CkKTcB5cux4MEn24a+SZjsG3akB6Il8gckfmN6RoGY482/6J+8J6s2EDkqOzHNyhch7hUusF1pUa9hZwBSXU6Nq4Hj+ATsFRD0+0M1QNBGPX8lIlofBbAUbeo6PdHNKWBhPDMfr7dg1tUa2xluEO018do54F581cJx7SDo0Sow+rFupJ0mH5FyWe3ZqTjWghforLNkZiGE1xg1G/PKP7fx6MMnwGahRZd2cF7HLl/KI+srJ6FqDGRpKWxuv6rdTWlkA7KDYEv9MSFYUWC7JFrI43B+WKCmPyjNnExigzZzUkykkEVhflp0dEQuuPbqLWnuImJeI5/eKlYKllBBFdkwSzzdeGXrTZ3eemRWDfPYTstD2vtqt9Eshk2y3lWuPZHAmfS1fLMZm5gV+cMaJOIGWxi9Mh3LF8N37P7v3+qtc7erw9BhX9Z0EFA8/zpDyE/qz6ypowQ1oX97FbQKLzKVDHjadoZd3t9raSSFounBnbPKPhCbx+7UHHnLsgLHpEDU544DPTjmcnW3NDO7NSeHEgb3v5fHVFwjc6vlh7Dgt5XfT2KIG5HfNlVLd/kRJBDMzjmUNA6mCCY6kWth31OtcheY0E2izeyfk7CzN9hGdZ9Z1J3js0CTh6B+z0BsUTIgQOI7+WTFbqTt8+4D99CCAS+N620lAID5kZ0nYdLt9fSJ1UcrQePV/75ZOXgelbqPP5CulOHREfe4usz4zYQ07Gfou+D49ZINtLRFJ4V0ZYGLqDxzN0mYdbWfIlMjJbd/DFFxwZDymp6JTErJXmGaT1pjgDR5iEk4fVt7FcRCThAd/qL92mrRYMPoeTRTWSjIze1CroJOlnlbiG1watutdgfZmYA4Nctq8IU/H0X+T94nFazpTObrcyQBK26r54fQC2fZZVKH50hrmC5XlDScP2sopHPOEG1S+hg0BbArWWGjZYc7a8dxYv7KgXtei+foefrXM7oK0t8oeopAwkwOVaj2t2oZHR6CF2eiD/a/aSXiy7tF5wqJhnKfb9RfE0xcdflSXeX1qmCldJx3a8QTMXGMhfHeOtJbz7D8+AG1fKljOW9GTJ5/w9BNd4WGPRq4TKC0rm6VxMcAzDB8O7icHbzVF3agFWq15kdHKRW83vA8gxtYzTFX6LDXQZrBjLWLNC12ESm+Fcvtd1cvlGvOmB00OGpB3PPWVS9qgcvwww6WmIS+tOBIXElLc6agnbUpQ2SUqVbp18Ch0G/NBD4A1U46pb22xXazd9IrnyNIY+ZXphIGpufr9KXVfziUCXosQ3lsi+53Rzwogg34H5kYRpu6okNAvN8lltpEais2VRyuyijELU9IQlU32Z2/ZYVBtxaQuywdqv5YdYawYhYhpZ30YFvOH3SBrOB8l14L77VtWIufkqs11PsHPnVrf6UGH2+Zp1gUbDRJajZLyyyicAciGM2qKiyuJmx/gQgSuPeFn5kEF5DMM2MsEswIIQhzZ0DXFW4B2biML4JCGvXg/6cOOXn3K1h7Evml6G1cwQlU9dPjmeRLC7kggXP5RereFV5+8zb0dumymEIJnHCK8S84V2HJa+/35eIO7V8GrX5setXkN4NvOrO5gbQNOhcdtmLfaS6as12pxv+AyeUeZcS+rIDuhF51xQcpuElOL66vO0eSEsnft8BHP/1et79F8tNyBtbXWh3QOiheZjWYDLEkK22Xg+Xlz8bNulcvfeTYAMw/ZeIz/8Db81QaeUkULQWqUHdC+124l1Kmu0L2ZXB7oV+Uz4KqbiVgUffMVb27V4tFIdOhUp6K8IjNfbfJ6DJtPpqjqAUrG4wQ65oIptyc3epyjx3dzo+05yZtitQmqEPyU0pu/f+unMohNV54Dpi+Ux0rJCmbtyX47ygXrfmM0D6iJArzUeCuqGfv517HYS8NmSbRtqAu0iR0NQ8uPzpu8eW4yLrvqgoHf9TdP7gTzVfOSLFKpxhB295LIbOn6QzO6lbKi3bgMieGc5JdTrLBhV/wWmSU+WklSGM/JEmXr/r4fNuSM0Jy3nitcE9WgHSyUu0hB2r4Auav5Z0hFYIeKgaO8rzbS6DLLtYDUjIC/dNRZGLLI73JO5/nYekCoU3ktUXbs+nL819x1XsrlvMYzokl3xG+TEy8xW2eLOXEwT10tZPx6V6ysdLcuzmQd4I9oBZ/FQYHHH87E0sGfkq8xEiqc+ATs4XnKnX3HkrHyjx9vIP2HjNzSnilWtJwkROXYmJOZtZDyo7eryHLe+31AFitR5fzXsgOUOJY7ZyFeiYhgpXxOmm9osZcQ7tAWw8L1aZoDcMTkBENpIAtReFF5XOOsQm35VEXABk7zwF5Act5M2XhLYSGKjnOgSufveONeQwD1QW4PiKCyNextZMYATel7JjuuaLDPQlbCMJL8b2bTNrylb4o5x3LHuBccb9zZzKWv6UphImx+bzCnVNRw/UTHNtey0/NLpK2P6JjElYaSO/1tDT9nnuafxFzcQsz5hNhUBT2MzZQ+i5epWMX3a/vc0p8GrbzQpyDuXUQmbDvmP08LGvrJ+Res5k/AxydjTF3wLZVNnGPkqcVd5CchkbK7xGAgmcPcrdYVVBnUUsWt/r1SskNJpU3IGpqO2Xy6DVyl/ZEp54Xjd7loFvxq31SdTf/fWkED7Ik8aL0x/mUOwHLS0vdD0mU2FtKYvCX743NCWwrPvV4OzjOZwS6D62ul6E/KdyYzxhPrSi6OCvAsv1TLtBBbqDi1EZF4EenGj/hZ7JjnMF88qUcYpcNN/0TzUkMpAXqJNhIl2xL0VAhzkOSbZEUF+Qlyf7aagRpRi2csKHtSYOzRtL1K/ejMlaSUVVK1SFv8ilB+K8+30+wvVosOLvPOa+80Yt5TpKXnkSNGwfuFnjk33vFLh5HqpKL/Yr7ULjDcxVZputkNqZBW2UVXbGN1aTKwwSQcrX+j2iU37uyqKWH+huywotbZOofg8m9pmo96fZ8XdlzzUThD94Zt9r8ncYbVOMLFqYT9AknVaqQRb8e0CxbqPmBwTyEnF2sgZQMCePh8umDObyvg9R8E55QRCgRLDqaO0/jAiEwaqLglB6O/N2+ZNNXzqi6UmllKFXjwBKH8iifzqXe3N8yuSnNh+nCfYGiMyZ6nTYhUX8/1RfrhWD+t8T9pyuHiX3kbAWFjMiYqWUc7B58XJ36LTeUh0eufPAMxj5L3JfeX91G/jGrdo7PhpJqr5nbg6e410kNnGfVVsrUJ8su1HcRSyI4LMBIJfQtjTfIXNnlXIZbGTtcjOIBoM0LJqBuWbTDf0D6TYJVZ8Y7Wslbpdeoeeka8VFiWHLRfSnHl8wqI+oyC/iN+1PHlAqas7igClhL+wisQsMf2ArifBtXBzehMI+zLRe9bbQRN9Xg8vlZIrqNGyVSQrPP8whLnMCdxPZpZ7Pr+CKG/VeYZBPZyGplD8inLBgWG/ccJ4v7frQM3wLp7nOC3mW/JmNpexI1y6LYtTJEDg+MpTvFsbgIDNYa2LHOB7nxrkx4uDUOGub/F22Lqop/sTBR0DC7py54lYmejOgZyzcipFfR2ffHNZDlWXc8ID7hjzDeq0vE/PYhXFa3LzCYSNzAACSVzlqR3FNuueRU15ErnDb7NIYJptWMLE4XpIfRJ5dQTSWIUJobCMYGKimomGPVWys8KFkotR5nTW+XqWhVgz5Yb7UzIuuAVjO3ZLdbnpelBKVoZk+kMbeVrCvW2JJ5WVmaSv5cMt9YfhAUXYptJFvfzidIbPhvd4FmmLuMvbGSrRwwABsgmotTmly5tWmuXo8+91JA6aOGeWVt9dnj6g9DlEBR/xGf7s0CFDuZE8vVfIwrUKtcUdMGXxsWyu07MlQez9GnD+mtkJJRM9NHMsEh4sS/JLqmanX7Z9Ujw7H/3Wsfn6+h0dsUZq4bMlcRhACpY6+h3O+0bMrDFJhcdswuKL/xopXi4FB1Jt+YiU6eg7+h/Z/DH9jWUeA+sGVCuXcYLC88GpRyAVDndFaXVfEqqKltTR95J5VktdGTdFuMIpYVkHddsqr3fjze55sgiR3xPsdLgYNhHE3EqMHjSXQb2jnKf0R+kufK6ezIe57VOud1nloGn8DJwUS+UIcJf3GhFMoWDxIJX5sJ+lwLJNjVz7QQdxlWBG/rwX6flHsA/ecd7XD3PSW6O6oqjMHUS57VHauv7XHLHYJ3AlNlOfOmxERDfrh8IQ1fyxsh+Zi4lTzQw0aWTMa+y0JqAq4lDx7HZqveq3AnGdlSZjEopJbCpv80QYrNMO1FAo59wYSWs9h+9fqPZdD56FEUzekdKxwJQledgXO52ybEtVcr99s0T9qBmXEcjRd8qu3q27quC/BSLCVF6Ofy1slGdDhFsQRlLVQAMqavaqw371YoEuc5dJOIgyJFLOYQXHMYhZw8GdIkYIc0mmMexqDQ9i5yaG1kHzMSv8ysFAiQOw7giTch/L0Bu9N5YySDmAImWCYiTnj+Ojqt19uUN16lh7+JwCqVMlIxGnaPQbsT+FFGsV8NNzgqPL13sHu77W8DHhfdiNL3pn7RgESbmNy8qx6E96Kaf8acV3Bb++Y78qH97sxTBXLIOohm+oM/ZNAQVRbeiKoPlmTpL0+YZWEMlAvaX2mxdA+QStEedtIlQxbzszPFSKuoazYoElcFD6U0kQbXxCHCKTJBQmgXu9ICxOxcnKIDrB0MgIr3gv1UWXb9EOxKg2t+l7WdG7Qkm3cL10YaUSs6tUsyIJDSFHyz1IG63KTr6SpsRRMnuKAkNT8xfrdO/ObaaIE+pe/nwRMpfOhRchMTHpMqPgPAOQ+9QROXA0nPzTVN6dVq+6TjWFTSAYxU9uEmkPxbdLLKitzLI0IJBioX9ULXrl888EdG5qzgHfXayXQ1HJ7ibBu3iQLPGn4VJY3kN6hP49P0DOC5cx/i+JkZP2P5RXGr8ul+bwbZFOry7/So0ZoFxqilw3ycutY1W9oKBShDtlUGPqMfJyuva6hh3ON06tXL+iLG4TAJYDfA/FIS4gQQs8CDEOeKYXdud1btnzlepCleG1cQ99jXFFkc8KImLTLiWiSav79cX+Mb/fbaXLWCx3QqUzduDorIbfPSqP18eFznnH3KYOgEWXEe4p4x6Fhdd7ad2Y2zRyW9nO65Rok+8wPgFQ5AoWJj0DxczkNfeCSGd9KJM+CgEet1FsJvL17ALick795wGD3TeTwxcynL0difcnOTt5RXT64ySpqwtXau1I7S9OMwUpoYo65YKsdoeF7AucD6iuBmmBFRQy54sVu5oRTjk1t1mLhsxntSx41phHNlicMvnr030XOwuyhYqEr6ctUxD6Dcj4OvvfSb90V7InjYydEXjKH+Fv9xZbWGbhXZ6t1Rhjuxi/3IKCK4FgZKc7ZaFt8ut51Nde53CVclBInXAubVKLsZByMQ0WSXac4o/pyAaWcU4izxgtWq/DQ3mPHnbsUT6Mox8runJeeJL+tnT9HEC0cXdh8vVZHMuPApi/9K3T4jk9ONcFUKlE6o2asSc4bnlZC49BOx8be6cRrruZzDazh2zqJuqu3yNleFMREDgp2Lxj2bJVe3YWCuJvxCWgL8GXddhr9aKfymcJv0ce0nCd3FLpPLx2cAnXn5ovGbI/2SRUE+bVBGAo42XrsoJ+trFXv3YUdYkg+wQ8JYk3P6KguTvVIeiTkND7zDqpFB+OcbDpMFrWQKM5ZOZVGxHKeWwy6L6uhwoIF+6VPrTQdbkRsP1u/MNxCss359iLyYEI3XK5S7WLEsgdSSwypCtf8aQO+iRekaPesP6hWrWMi1CgEnlhZIhq+NVntaM48pepU3gnk6PR+05By9UZyqumk1CDTZC09ErvFYsXLmJDj5C6qPnwHhGw1OCw4m0BrTtggA1XZZ4y0aW5+/LpwaW1fvDIfh9Fv1A9y0p68Ob53UVQwaujwfEhmtix4EGFwkj5UvNwQxq2Ln1tSNnHvieqQQ+Oq/3OiP5x9jIDyx38mkk5m5s5PPN3vZy2V9T7HGesPQmBHCuerpEIG2d5jVUCOJgzFUIACiOn9w3ZGjPUBCv+bCz0mTLFM5vJfM13rrg2i0XUCpZyZ6Z3Cz4p4Z803phpDPuaNYZ2MPioPc1K0Ch8Ny/GZ6sbV8Nqq15OUblOZlyvb0K145RLsT7NOO3KaCK6f8meLJ9kCj9hJLKdiAsIi4nVDcha0+j4yU7Xmi6+O4G8KjzYw82jRSg3krKTauQ1JwUzid5gfNOQiSXysfbnHDcZA1hGyGj7QfOdeM3GzCjmM9OeMzjLHpTdbO+dzvbnCAceRnxWMHlP5towo5lQSOZmKa0VoFAjRGfhedlCLiyXtDDbf70R/q1/oYiEu/DsAuItlXew98LTSVbet0bjXIC+okJvEhCnjSxIux4qUuCcefAaekOa+FFmS3SXoaEgPDP27VcUJtxmChmXXVjEq8wT1rcupXbCD/oP+YhisI/e7O/jfV+VSQKx5QgagCzGwlU45D+YjYKyl80HehvpC1M+yeDG498arFhfjNgMsLcfMan5GrpqFZCLMTwNz9v7DhuljelwRllarbx79zDcBe/AAm5WjVfIcbolWmgxvo9Df1e0q2e1J5hbWwm/GmsT6qndBmR/SA9KNhKIrGQqlJB4yUqKWbHX90MvG7s8sVN02RYlZwiTeYKBSEaOtofVPfa1UEK+fwSqjDwS208r3F+X0qo5HXza3Hg9pQ++Lvsor7S39zurDMAuIXoeRZj4LK/xHVamb8tLNSq9hD8vPZcQjiS6Ows40bWIpjL4RP4AhhdwHUQ+lYhpoSRQsxRhCtfltog1acW3+rJ7+nOQ2z3S71aOgjAgZ+zGTtRC9qBvH2WeiKJrk919hJAYV/zDLbvqLLlFCHHkuzwMFnzGODSON2Zo/IuKHQE1xDw/UK28B8YCLZzbMSaSucOGw+ue5lCNxCnwe8EaGDLd9AtwtaW8aoi9aINbh34Gixd3vCork0bZshpZy3Iy6j3E9/ohiNUw2lmNI4tPzUm3589tVlG76OaqtKP5Tjf7M1f6xTW4CcFzrkTWdWjuBD9imK7211MKo5CVsYefHRWJhWB8rIk66hkveTXyBIUwo8VJWbx6qyBO8g9n+yz7cbhsvjaZGJiEiH4898lvr1NdefqO0jTKn67EEru+deXKzxG1Sp0No3s3mMxbKrlYsNreuYd3sIX8Ah0586H7pths9W3ld9F0m/xWq7E95giEOM+6s/x8tT7KednB66Rfs24VERg8o+QB9sbVeFnWKTFUYlnFOj7iL4s/qgAHSiruW8rfbkgDkdA4WtZFtHwTKlA2f3zhR6NWdwtMNxYQ0waGmK29NHaU5oiq7JcGhbKToCslj7eLhRQhiPXHJjIM80fqOW6Z7G1wMDlkCuMea6xY6ZKFRW3pLrZ7l/0ceYttzZfkTDJcYql5M3idEHOgRc1fzrtJGfSBUfrn1CSxyTlB0PSaUjYoo5muR/6EJ+5ds2FBmKqHwZe6JPQPkQ7Wbr78s7mfOk5nTy/2gNrXyAuzhU9ukq2QBCYHFxBwKXN1WcJA8NqTg3StJdWq7YK9NEWaViQ+6+f6bciCPGIFVPaeZVgAQYkvOd+dqWoZxEsSN/RSTRarxHaONhk4N8ngdmozqR6bNZgnrAGjQgeuiJPgXYRIN4dv/WqS5/MN6D3Wa0esIWGUahAxZ9PWCLMBsYHBnal59/5t/55j/5F6nY4cbCjzs6vb+q0fw0vgkbMX8KU7z1QWI1tc9YfvkhvYOhRvyu6i/EhjXh/2dd/XU+QK5Auqjwe56WYqILtECdp98yArX/DE1XEWmBKiJxrknRQrGCjDIKBQi6yMu+vuC3qtiPnsi+eJ8Uah9vJu3fjmB+ogyhE/PrubAdTPjbsLW8J78gsLLLI9D4HIhYEP+QP690rLeLccXtQJA8rCMLV7DUj9wbQm8w78TcHnI27GMES7wHfoVRNEalYX33e+frPUxRq602U3x2g0zYVyqkI74SZzdrDllXDIM6uCMs9UyMItey3fT5yutUhKKcbXBKkesml1gc1vqhF7no1vj9cb1kXYxD48x6e2wMTyCIcKjDDCpB2J2UNNOjqYG/AdPsDqjirLYnGgvOsop7xDCEXBYlZtDUFfffuPzIhC36urzFW3ofge5fpFqTaXZQ5brQXIEhHHmLx3wObonmET/mhqWL5xM3RwUBNuO4pdM2fgujTWXciSWI5vNtuz+sZrbVu74gPdFq57+dt6WlJXSvrLu6OLJqXnlhhPaprNVIlSGySGdqXjnmD0ImOkz6FliFXhcuZv1wm6wxdUMErpO6hJimtCP1An+Npzk7g57nzLwN7MDW6yzVLrtuSW2GBfX0DObm4OI5fWsuzhjSYx4j8piX8W50Sywfc/Zpw5PQplbmRzdHJlYW0KZW5kb2JqCjE0IDAgb2JqCjw8Ci9MZW5ndGggNzM5ICAgICAgIAovRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeNptVU1v4jAUvOdXeA+V2gPFdkgCVYRk50PisG1VqtVeITHdSJCgEA799+vxI3jZ9gAaP4+fZ+zB3P14XU9U3W3NJHzk7M2cunNfmUn2c3MM7u7yrjofTDs8G1Obepw9PbHXvqvWZmD32Spftc3wYMmrttqfazOyvidp89G0noJ92P27+T2pDr3gk+252Q9NO+HgvjfD3nK+m2a2xm5qzC35ZfpT07VPTDxyzm2haOusO8DDKZhedLDpqGzXtHV/EcO2kBYIyeqmGi4j910d7GFg8frzNJjDqt11QZqy6ZudPA39p1P4EExf+tr0TfvB7m+U2Zn1+XjcG6hgPFguWW12tqH1/rw5GDb9zuCV8v55NEy6sSBVVVeb03FTmX7Tfpgg5XzJ0rJcBqat/5tLaMV2N1ITS+VzfIUqWgapDC2WMQrcYlvAZKipMLeFsLQ4ooLFQRoLixPlChYHaYLJJEMjLtBDoYdaXHexukYFyXxUVP3Z9BftPFxgGUdjKXkMLKkOBTwkrIFnhAvgiHbgwDFh1+eys1sLnVJI15NMxDE+GGd+vMA49+MM4+If/sgpb2vgCedBhDgLAQ/2JBNgSVzoE84D1zNg50FmjuM8yBxaBV2DwiGLhOoKeE5rHcd547nj0B0U8CKcNxHBvyBfpeOTp8xxCuJIYPLh9pWCbhv6paRrzIETwvAdUk8FTkg9Q3BCOiMNPdElAjiTiDgROFFBfqEhKskXesac+NCQ5FQHPyF+jj4J6XR3qTjpxHkq4XOjpM+NCn1u1MznRkU+Nyr2uVGJz41SPjeKsqKgR128O37u86SK2zyp8jZPmt/mSYuvedLya5506POkZz5POvJ50rHPk058nvTc50kvfJ608nnS2udJZz5POvd50oXPky59njLu85QJn6dM+jxls+uduV+++6XjbcI7en31qnPf2wfRPbbuocMT17Tm+h4fuyNWuY97yMe/DYxeyuAv8fOoUAplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9MZW5ndGggNzUwICAgICAgIAovRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeNptVU1v4jAQvedXeA+V2gPFHySBKkKy8yFx2LYq1WqvkJhuJEiiJBz679czQ/Cy7YFoPH4zfs9+Gu5+vG5numr3dqYeOXuzQ3vuSztLf+664O4ua8vzyTbjs7WVrabd4Ym99m25tSO7TzfZpqnHBwfeNOXxXNkJ9T3I2I+68RA4h92/29+z8jTWgs/25/o41s2MA/i9Ho8O9O0+c0l2m2RY9Mv2Q902T0w8cs5dIm+qtD2BjCGYX6iw+UTuUDdVf+HD9sAuEJJVdTleVvgtT+4+oHj7OYz2tGkObZAkbP7mNoex/0SOD8H8pa9sXzcf7P6WmtvanrvuaIEG48F6zSp7cB2d/ufdybL5txqvmPfPzjKJa0G8yrayQ7crbb9rPmyQcL5mSVGsA9tU/+3FVLE/TNDYQfkSPkqH6yCRoYtlBAkuMQGbylBi6RKqcHFICRcHSSRcHGtMuDhIYtiMU2jEhXIJDT306nqK4zUxWPKJUfln11+4c7WCMg6NpeQRxJLywIArig3EC4pziEM6gUMcUYx9LidjLfCUQmJPEhFF8IN16tcrWGd+ncI6/wc/YYrbHOAEahAK7kKABi5VDLEkLPATqIGbBcSoQaaIQQ0yA66CnkHDJYuY8hriJdUiBrXxDDH0BjloEahNhKBfkK4C8aQpRUxOGAkx6cBzpaDXBv5S0jNmEBNnCT3lgrhhHBMG7kPRWRpqFZ2loFbR3RngGV6sAXcVEiYETJjTPQC3sCC90DPihAducUZ5wMeEz6BPTPzxjTUnnnDPWng/aen9pJX3k154P+nQ+0lH3k869n7S2vtJk4c08NEX7YjPvM90fuszXdz6zPBbnxnx1WdGfvWZUd5nZuF9ZkLvMxN5n5nY+8wsvc/MyvvMaO8zY7zPTOp9ZjLvM5N7n5nC+yzl3mep8D5LpfdZuri+GU4EnAAws2DCXsdhee57NylxDOMAhNFXN/Y6qbu2gyr84Yif/lNg9VIEfwHpzK8ECmVuZHN0cmVhbQplbmRvYmoKMTcgMCBvYmoKPDwKL1Byb2R1Y2VyIChwZGZUZVgtMS40MC4yMikKL0NyZWF0b3IgKFRlWCkKL0NyZWF0aW9uRGF0ZSAoRDoyMDIzMDQxNzEyMjkxNCswMicwMCcpCi9Nb2REYXRlIChEOjIwMjMwNDE3MTIyOTE0KzAyJzAwJykKL1RyYXBwZWQgL0ZhbHNlCi9QVEVYLkZ1bGxiYW5uZXIgKFRoaXMgaXMgcGRmVGVYLCBWZXJzaW9uIDMuMTQxNTkyNjUzLTIuNi0xLjQwLjIyIChUZVggTGl2ZSAyMDIyL2Rldi9EZWJpYW4pIGtwYXRoc2VhIHZlcnNpb24gNi4zLjQvZGV2KQo+PgplbmRvYmoKNiAwIG9iago8PAovVHlwZSAvT2JqU3RtCi9OIDEwCi9GaXJzdCA2NAovTGVuZ3RoIDY1NSAgICAgICAKL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnjapVTfa9tADH73X6HHjRHfT5/PEApJSraydnRN1hZCHrzkSA1tnPkc6PrXT7rz6jRdGWMPCTrp0yd9iiIJHAQUBiwIw6EAWaBDgJE5CAU2y0GD4HkBGQgpOZDbKASD0DxLhsOEzX/uHLDLcuMSNqm3rdu2HhQSXyXsyvl636ycxyrBceHWVTmuH2HBqbQRaW4lCJtaYZcJsjSYjlUIfHIS+KfICcMhsCnW1xRBU+XYEZkIYpdNvZq5FhbYxukU2Nw9trCk/EUmRCpAozbFTZoHK/riu/fKLEtxDiJPLWRGprLD9QxaCsJymxagVECo39nG6FSjpTCmLTEF3DJZ6JyQeU68eYYTRL+CXAZvwBvLEW8ySQirkZFwysTqhIjZRmZQCNPFO1/I7dixG8wIOjp+wuFHcPlcHj8mSJIhKeP8ldW/I5nWJO7QVpzsHhEzOq/sOaxSKDZienREqILGqYrAZ2moh9EoINrxO1ReHqwcLcap86um2rV1ExflS/mAkdnt14/nNx8mF1eCo/++3HjQETAOyzfQHAYyTIYXNBPcvZFf0e6ZApGTcvfJVZs7fFqVMKpCsYGg4Flb3ler0XZz7wDpZ617uMa0hN12OVoJpLgrG1rKd6xka+ZYxR7YltVsx37snW+ress8a9nT+9jXtEI2wQ8X/28qL05Hs+szVDk/e0umyjqZQur/kTkQ+lmofVPoS5kt2x+pk39Wh8z77214khMpx6V34W9//Eu+mAUdqnBUplXjW2oDDKo4L7sHHqyE3VTr9s7jZQvIef1tW63qNTaj/72Z44EfdaOOu8HleqMd+6qd7HU7dFI93dQ9FsdGPldrD4swxOVL5KTE36reJDGlP5+/AHFIdN8KZW5kc3RyZWFtCmVuZG9iagoxOCAwIG9iago8PAovVHlwZSAvWFJlZgovSW5kZXggWzAgMTldCi9TaXplIDE5Ci9XIFsxIDIgMV0KL1Jvb3QgMTYgMCBSCi9JbmZvIDE3IDAgUgovSUQgWzwwMTFGRUUxMjkyQUNFNEMwN0JCRjcwNDQwMTQ0NjgzRT4gPDAxMUZFRTEyOTJBQ0U0QzA3QkJGNzA0NDAxNDQ2ODNFPl0KL0xlbmd0aCA2OCAgICAgICAgCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp42mNgYPjPxMDGCMQMjAz8DECaDYjZGaN3gtgcQMwExMyMDC9AfBZGXSkQzcoYYsLAGJ4OYnMyRi1lYIzbygAA26MHLwplbmRzdHJlYW0KZW5kb2JqCnN0YXJ0eHJlZgoyNDI0NQolJUVPRgo= 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JVBERi0xLjUKJdDUxdgKMyAwIG9iago8PAovTGVuZ3RoIDE1OCAgICAgICAKL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnjaM1BIVzBQcOcyIEiDYFG6AoQR5M7lFMKl72ZkoGCpZ2lmZKYQkqZgomdpYahgpmdpaKkQkqIQrVFanJmXrhkb4gVUaIyk0MhMz8DMEmgMWFUyVAWyUeZ6BuZwBbaaukbmFhqGmrrGxsYauYnZmkYWGqnFIK6JRkFRflJiUmZOZglItBKiJiWzDKymKD3VHmQ6Ed6D0K4hXAAE/j1QCmVuZHN0cmVhbQplbmRvYmoKMTAgMCBvYmoKPDwKL0xlbmd0aDEgMTM5MwovTGVuZ3RoMiA1OTczCi9MZW5ndGgzIDAKL0xlbmd0aCA2OTIzICAgICAgCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp42o13BVSU7dY2UhIiKdIMCryEwAzd3d2ogDAMAwwxM8wMHdIN0l3SIt0gpaSAKKkiKSGhgnQIfIP6nnPe8/9rfd+atWbuvfe1697XftYzHGz6RnwKtggbqCoCjuED8QMlAUo6OhogIAAIFOIHAgVJODiMYRhn6N96Eg5TKAoNQ8Al/wOhhIKCMVidMhiDBeog4ABNN2cASAgAEpUEiUkCgQBBIFDibyACJQlQBrvDbAE6/ABNBByKJuFQQiC9UDB7Bww2z99HABeEGwCSkBC798sdoOACRcEgYDhAB4xxgLpgM0LAzgAjBAQGxXj9IwSXtAMGg5QUEPDw8OAHu6D5ESh7We57AA8YxgFgCEVDUe5QW8BVywBdsAv0T2v8JBwAYwcY+rfBCGGH8QCjoACswhkGgcLRWBc3uC0UBcBmBxhpaAP0kFD4b7D2b8A9wJ/LAYD4Qf8K98f7KhAM/ssZDIEgXJBguBcMbg+wgzlDAXqq2vwYT8w9ABhuewUEO6MRWH+wOxjmDLbBAn6VDgaoKhgAwNgO//SHhqBgSAyaHw1zvupR4CoM9ppV4LZKCBcXKByDJrmqTxmGgkKw9+4l8Ge4TnCEB9znb8kOBre1u2rD1g0pYAKHubpBNZT/YLAqkn/r7KEYgAhQXExIXAQAdQVAPSEOAlcJjL2Q0F9G0JUa24OfDxKBBNhh24D6weyg2B8SHzTYHQrAoNygfj7/afinRAICAWxhEAzABmoPg5P8OzpWDbX7LWPnj4J5AsyBWPqBAMCrz79OlliG2SLgzl7/hv8asYCRqraJkjrvn5b/ZVRURHgCfPiEBAF8giJAAAgoLA4Qwx78/hlHHwz7U8d/+GrA7RCAq2BX9WIv6u+a3f+QgOvPhnAD/hlMF4GlLhTA9W+mWwBFgBDsF+j/zPdfLv8/ml9F+V+Z/t8Vqbo5O/+yc/0G/D92sAvM2esPAktdNwx2DXQQ2GWA/zfUDPp7d3WgtjA3l/+2amDA2HVQgNtjKc0HEuYHCv/Ww9CqME+orT4MA3H4TZvfepOrhXOGwaH6CDTs6hGD9QIC/8uG3TKIE/YxgsZy87cJjMauHObXIK9kKHap/lmHChyCsL3aPkERUQAYhQJ7kWCHj5VEAD4g7JraQj1/sRsgwA9HYLAuAGzPfgA7BIrkatASEgAByJWK5B9hIW4oFDbvLz5gc/4t/9pwKNQTCiH5OI2ASIU41oW0H9coMHrwrY5KE2ynH98X5BstekSE6VMZt1pKNMrJntEqV/3YC1J95Nilq+h6nDv/fs9npZ61wUv4kI9Vdd2e1SZ++vLw2mSSzxHTnWnyFpynZqmKLJKlqD4cfeZoim5iOVv7PiMOct+/6no+JHlw0pSpimmGtut2dteUZWvTMkmYfv1siGm1GTReFdmn+yvvs8uT4OUYi8g03cw7WtKdJySJHtUUiwNDg7OUvcwvowM13YNWd9jDMJQqUoNMysLXq01nC27+zCt138qk8rFRo5bfsu17vsCdelynu+uwsrtlycaV3C3mYJ1sFwP66n3CTImcpVFMR+UXrkXZfsoNZ8VrHpBNOkKb9mTA1F/NV35mdtIMD9XympnsGVv86aaVpmH+tj+E655OosxFxcpXv0aOjlh3uzDctr9qUilXVHhps7k3/eyCC/rZnXNmD7lCJ80EzcXTHdqNZUtmJULaAu5TCgmRucPSq0xuCjR+Gbhe/ODQx1v4omCvs1ORc8a1OhoeSxXjvVg/65tZ9PR0GyTwugGSURuj5O3hsnToW+25ZKk94IIo9qv0bncR+bb4njIuBiEJYM19ttkVFRJLx98Weafy03JvxAFLBW68LU6Zbv7z0/1A2jf9iHYcIRL3ssCY0y3v8y3cTIAuCbLBm6Bc/5aU6XiXvehAQR8pruzHe5c/ZNvS9AI0hV0UgCPnhkJN0608NIM+nbwFtG0rVBKUS6Ewt9W3OskrevLkDn581J+44siCaAwGgzcSn8S0Kyzut+ZFc0/UMk5+u9FeJhNIxC/x7Ev21r6QPSPDXrbMTVbzTivWS5tLhNWtHUUm06KF0/6g4etNu2Z3WL/R46405WS9WgTvbiAeqqL1ErhDkos4tm0Fd1s9YnRfVE6oyx4o+x3sEH3KSeh7kHKz/VtDLcjxYVWwfdlNwi6QTWdrtmY52Ne60yG21OYx90uPB8HbEHNOoGPyTt19HDGvY3sS6nQHeqPm0AJOgsd+VMgLvvFNu+lHAPDZtBVJH6OzsLfpxt463HBvsYvZKhYqX13Pg+vtm5qQYgbjb5YY4Y4byMhSDDOKW0ALvX3yxCn/3qMYm8TMHe/hViIw6XCosJUi4fImNQHV7Fn/6Clom3dshnLiGvlXs8Y6wSEkIlv5LPt5JF6np+yQ3Xv1+lNzVktjlcOXjpmGg1H+ArxnpCsrtJuAzHSKOWfxFe/7s4nIuv28rBx1NtOj2UDbJramAClb4YJC42LyjyKS95ZP3WnuQrSe8MxOS/F6v711/X5MNZU3mRPgdpHBxIJHnyzYtd9GdBUUq3HaOqpFwRkqB303dZQgE7Fp19okveOo9TNugt2pxflwnsNq34XdkiJDYpmvNzh/9bYTWHv4McPsSbrxW32Qz7tAagYaeH5k3FSu6oyPjXHHSLsdYdjnb/mVPpHa41ucEd3dJEP3cySWh0oWT4++Ny7IygVSz6w0GOd/GER8N/TInFiSJAlnyYK2bpMI7BJHtq0zM72ko/U6+9Zy0y8kPxyzNnO/ILjtjljArismZNHu1K+bam0smbsmTBzfyHDiforXbSrpbHSDoGOK3qP2peA2Co7uG09MctpCF31kJ2MF8iuqnym5IBZWgaMcFX5PkZ9u237xcaAVlo2iirr+yEO5ZEcearBve7MXbxMMs30w9mhRvqtRjgh5AyYkxVQXqNjXqsAMPTtjGdg/uIE3dqdSC7KxZkVCsi/78/VPY8SYTBEPE3XL6+FTr6KAj3eR1ITsGSajTOCSgLqAHBEDwYdCknQ5zYyD0g/UxnxAx5cQUw36GjxRLiuUzp3jSEyobUBA8Fy57laYoCUEBl46FN67lNlmfoPKeOHu9ana4RHPS3Wtj7W+FvsfHkR6UDcy6GwVCt3jaeyNchfx4y8vlii5XZN3RxTc3kB5E/pgI9MvHk/0maCfVjDwu5VpDe3oi5jrn0YESkW7/YcjgbtOiokR/RfO32U9Eufvb0p/Vn8QW9OP7+lO1UHtF7CiyseedSfLhoaNq9HbSdnA0AYjVT9wc8OxqKU3x4l0RZf+ULhyglD4JGN/oX720lGBJ8vafjzcoLy2jpir5IvUcGCNAZkJa4gS0mb9jbzUcY8SjgR0g1PVnCuapOBn6En8SYncKF0sCifqW3p7m9V+Veh1ynE7PSKz+Xe4y2V5ZW4nwLmjhFgngcQqzmqRgxuvx8tOGqc+EAfW8i1oPzB9WG7zVfh+rvkI0G3EkVZWZdKpLqCO7X5ft3Z8Z9Px04EEk7Saw6xlgE6486mxOtMgfPzCK6sXatLff/kTHaqAP5sdhQgVYh31tWQFVFtmrKwxercGzulWcaYwJKtNmYDkG8P4BSRwpQbGNK5tvlX1TmYv6Qww+SCghYvn/N5O1NN1MZ+Z2IukzsOvNkhdXaCeh+P0k02KU1L1zwe1XgjPd02OVd/TPAvrjDrS8Sy8Grnht+Xack3XgzSb6FlOCHlZBxmdwKH55rTesyN26bUBVGnv7TR45szt6GVwdahohSa4Odp/PKuiSHItr2rS4yLosuB7yBZDz5K7pdlDos7NhDI4jG9kNhA5LHxsTGej7ScgOyriRPWV7kjGwKNA70KMVuRnxF1GyZT39wpMrGi19eUSGgeGbusqVa0Z6RxOwbanyGZkU25S9r89ili9sfpDiOe9412znhzlTfH1aPbdCd/dXLZm1aiFoZGolguGjRntJCmrxyS2BqmaGuxNbak9Dwa5PtDRuhi6rlMfFWqa0yX6201T4EncS30uWv/5thXotHDC3wNA+mLrGZPRPQI50BO5YCLSvWmFyb4FL2euoGXta61vMS/yWfG2TeKpvn9dJ+6mf+4iP85DexZvTCMR/0mlFbfYTM+ebyZ1+mUMeY36BnKN7iZYnZDlDpGFd9H5KwqB8QmWEBVHUwKfHFDkHmgk2Lg2xVT7fFzEy0zL1ztgfG85bcd3pglzvchR0XYj1FSmyvuj0Ey38bSmf/uaeV1n48WUkPW5e/4FEo4KNrmhY2pWnnXI/4X6AR9mPSN9o6ayTtA7Z+pHQkgxTjiJtJEoBtTo3Dtn/cImcy0KJ68NR2OLdozZijvnYcbepBWUQuWmEYas2AQi8vWN0pJ8dBCiT4RiwFNb+U2XQnpU0+PzPt0S5neGRADt6G/Zdv2ea4LKXKlBI/D8upnp7E+w2djyt2PPYtBkPR/bY4M/n/Kj5olq8Fj2VMyf8eFVnDd/Pbi5HlwW6N2RuvoEVUVAvrk4zl6sWE6qjSsQFf9FskWR9gAwPf+eM0CNMXd8FOQmCrREWweSJO6n+Ga2JXHV0grnLZRybewo1p3zUTq1v2jN7U91Kl7aP3uhxVLlEj0nP29VpPDX2vvuh20T3VRE99gNocQuk8rmeJWx3bFI/+Gdqp1IUsL7s0kK5+IuCt4fD75k49t26krdWcnwpyMcSyzrRC60H6bdaqFXUiu5GZCk+y6vJq53wVcKoHX9uyhFt8LC0eSAtfVKp6OkACnubZyH9U8CLi9MSjh4TkUZLT7sNSmuLSXNJEgPba7qx7Aj8RwrA7r7Nzx6MKG8sLJ5WFWRZvlkbvPPSUCHSXHf8A56/UFbjmOoXwGJxSuMutLm9e2hE5YMARLlpVXAiyFiHxi0d/lGBl6F9NNqxs7Nt+e+r/h90iA14c7HwLjCCK5S2pnHSkTpvN/fMLUwfXzYcoFkB3D+oACXkjewq5QnqqrHuuBwL9yeLxIiqMAsGK7CspzZgRyeTmznShmSARIbX6xG+V74Oflrj8l/+VbximxYTab30XOHD5vcTtVZrTBicZuJhGN59KPbx55ql/wJYUTkW3R6R2GZD6O/O1Yvq9IYz7a/I7vHDt4OZjD8VHOKtktuKCz6YOESAHECIWp51x4ThY+sLeAHvFTZDLfZjr6nVOW618MZdn6fekujMKt/Mh0f1WHxqelV0OvLz2eGUIS1e+JSG8r2NlLu69vJqupsuyml0VuEtc+mW80IDpFhk3tOhAXBo4MK+awUXB8tdVbo31OSE1PQHM7GPwqsHJvSS6l1nnv7zkuGab/skbeISkwgvTf7RdAw5Ns8cNjJKAr5pENhB9ehFIUmDe2IsCbQfJN04RTd3jqipuIwybkudys4FFBIvVjFaJ2SsywvEc2WjrCQ104CG6dZGmJIv5J7d1X/xcDz8shEKoxPZYxhNTQJ8cLY5vNcl8hKdXPXzw7B5E7Z51+1PF2FeooXX1thSpkrszbi3/mOmb3niAAWjsisqSTIV7cl828LPlpE1RdL5nExq8tWQNdn9Efm6ielqo8+DLx/GuLnYpa9wfejUWdJYdQbbY228YvPjfl43oNukaexSkK3C+Cm5S6rRnSFkOslqrx6nub8PXrewULN2ubaIZhFvCizmZ1rfnfwkYkQdbVrZsPkwfbynhLBneeX7l3RLQeOF5Q4sXLpeaezwwrME81rIvxlaMlOywFGKXXBqtCOOjnnroY6CA3VygWOfvHRPhuUqPDTJh8GFPdBgEFgIMFGOiwlafbc6Uxg1WeBcGMsGZE1mk8d8uRNP97y12JxNQ7KSORo++ut/madH5ITKafw81fsEKOALUYRtvLE3DZgStTnGflQttQm/xVl4om74lI3Hj/dbbjcQ+Mz5z3arJGxV9opSGgInJM7Wd96731dKtbKMqkd5Y/9q6eeVB0pgPlJ2rO3Lqr0TEzNPq41/eQ1oyT5iaKMBPvB9R8DW3TsWTzNogkHp4MOKPIDtmBiVmiF1PrwzYBxsz7+Mlv/I7ULoEr60igxTtG8PGilqTjWE1YTZVrueiNhpKX6eXIlxTTyi32R7jUPL8uFaYvsWbSgq8v3C7lc/g/FWk2nh1I+BwfGrcJBFGHdea+elOoWbE9SLBJ2Om0t9touer7UcFCRGQgujSi2TLREAYwTu/3I2r5rBJ19yxKco6+6S1Ycjp9xsdlnTlyTRjKVCHE792o1MQx0WsSLx76RNA5FMj5/E9gVFuLbfl9/Mt+0o49rw3t+bNPFx70jrkcXw5M38iMTQoGjnFE7wpBIaiWFcZqc58vK2RRm5igtbSJQLTvZzqC/cTz3rY7hGp6CXh5XVRj6tV0tB9fsGXJU+ZP6HUFOgnQ+ZBSp1rZ/TaTN8r4Qm4ybyp7BRnIaEdeWsrRUvWNN71Dz6cJHjdUTQTQNc0HTwplCg32YWtIbXaOBKEi/4OTPtvcoKv6wuWWxKaW4R0qK+UvR6zU0MnOo+DHr1F2abGfXSi5By7muDF0oY47WejKwnvmrXOk4EpR69IP0UWz67k2aW5TW+v5Gl6wyWnOXciona1qMWVmc9bx7kYUoC3ZBYnbz9zECntNIoU6crc8PTJ5WuAYTNPLgWuejAM+OFEgrk0zE+wf6EPE8SPQNphMyleJDZ6dSG3m4Ae/eiJRhQgw8NzFS0OttWDVtyMcmP5YX61obH7RMjYPvPhdnWIrJTUGqSHZ6DOXkjtGqQKhIk/J6KnpkNA42Iks1B6x3Xiff5zb03J5P3IjH6/UkFhnjn3Eou0vUpqxOv5n3ETiIC2n0f9lKq1l8YzmsZTuwWNIVn7Z/0MFLa67hQlVK+sFl3rvQn/49vrvPmxeIJymp940FUF3nJazV2wq9NpvtA4UNZyvOFRzO3vvATLA/+kuSsr6SrrCWRdPc7pqcyt0fhvDxo5Q7m0tOd+fy9hPljfJPfTVJuS/31S3wGQlp/O4lj7ubyClLcwcMp25bFmWdF31PebGTWPF5fkPt3QDlyyQCnOZMY/Z1DZ3DJa9onExxWmEBHWbfmuauu3ky1qIM/QS4BAkYMupRcachFljBOqG0zUlKdl7rNZLlPLoIXhYpGbIsfLVPjx97i1OIGaGQnGF17JFOBytv5JeJGkvSo8E6ARGvUm/T3B2qg/qepe/bVH9mySC9gdEOFx+rBaYNRfi+ndjs1GPhXnB9t0qhmoIhTtXLwy2U8awrbusjiJ4h+1BitdYnc5lEcc6bVj2uJ7EapuA3QvfUgnTJ6xH5PRlPq5iXz00IXjzpXngqqkcU7qg4sywuFyoX8mVVmeBFLE4Ck3ncvpdy8seu6y5mJVZ3E22iwZepvh7clBrWi+SVPTAw2Bfcj+7g49fMMUbeERpUkOdc85Lv+Eb7eSJIgJAwFLc7FSFw+AQzxkDqSZqyd8A7Qssj1rSt/tbq2EB6nw7kjtYLaA02vlb/yWlKJM32Pvo0VT2uNtjWyQwpturqZTguPcCy5Ekqs8+X7R6B/1PtLY1fzYPW796QjMn96rd83DDcHy6m0wtcFdqZqctm9tHPrl2gRmUEasm7OEGqxn4qlj/ahZ4ulBpxMHHqtHjFFj5QKkomtjlZbimJ5SVW8LilVUhy1AFgqkzIJi5UEV1hdjZDhUsTCl8c6wxZMVgaR2T4/5XuXs18JmfgReK4GPout2gp+fFL0nRfvhqINgV+yH6DMT5l3ndv/0FKStzsS0btU4YwscniSjXeh93DeYoxtQtRXZsyLUQ8nCOBxmLPxf0fh8ffTR9f7O9yTnklznqribWur6PFQfOsueRlPlMBl2Pspc0qD62MLyaG8R5kPAlI1Qd0bt6uaXiDljZt88CpGACNJx89ZeVhfaJKH7ybxlfW86n+hPKxN0IkeLB49nm9bQUehcrjpLMhzh6aoA+E/aVFx4+1W/nlgA1zfFPLM0bWSjdwgsRcocaZRbSl0jbFpEgkpq55frwGY2ymZx3GNL4jzK/nye6Z6PmF8kfc8f0W+vyKYXtxLTUaq+/AerbAacS+d4lZ8M7IMExygNCsnXcXP02rvr3r57QxvseXZ2jXcOOKTocgUdTM5q52Eqek2YOo3vaMBMCyfXlRo7atbExkOK7W9Swy+TOhKYvvRrqS4k8Laf+yx98oWSAykZvnXpk0tOEYO5tBxDQHpK/LRomSLfcO+HOnE+slkjx/NnDfQ+SNwJ3hJV+njDIuKD27AN285vNONdKWxSSWgYOXuUxAnQPEXQfkmPEGR+/u6jU+w3wu2WKe0VPi8bKvg4IiEQ7t69ttvhr8Im4vrQ30C4+mg7itfzxLMzAYaNrg+nn9SDhJhC6l/lFp8HxIEI3OQjUigplIRI3HWu6NoapOGdliT8DF1Ij9ctwmsttuZgEXjneB0ynSDyK3rShqTfim1btFZa5N4tXiStyg2N3E3iP/F33EkOgGm9nWIslo/KnKraZ+jdZt0eN7ZxrGL9nDYy9GvbI+hn9PuqaeioS1rl2aQhxyLemcOT8tPFXtmZNsfUWhV7TBfncwiohNWbIMJ5oSJ5SDG/c6DZhuOUvHM+l8cOCOlXbaqRzTK1sqnlPJ8GngtqClmCfX1zZhJGmVvng7DxM/vrsIcy562Eb6IK7eUtsgDLjNc9yk9S3lPW+zvCyUn28GUT7xZP1Cib6Knhw/9Wl/gPMQxXb/mIU/vSHvLXb3HkSqcnHGjH3YAtGFV+DJZv46mDXixhdlXThqnWd75LDKO7/K4Tj447F5IGdJH2d49+Xa5E9X/qrooWPmrrl3xeG3e0eLtwack009hQ6Mc8pvHHJo23gzENoYeU80SCMk46eMOuD+IbdhHr76/DpTZ9G3lBjAlVmcb2CN78frwt2v6/r4bHHM8JnHLOfypfPmtVLxI+SZZjK146pH/ZUjmCaQ3zDcCnmpu9fdmhrzssflcYUnEAeMFb1lmzTDSwWkRIBSWaKEwZdkhx+fmA4zpX6Zxbijd7ktn1I+lrvxYoo73mVpLdcjoaNC82HextdLi9dlVqlLU07l+qwVd4aIMClulYia9sC62xxtt3XGyUdGfb9XCeLPvA76UpVHHmcaWvzScKtmzeoA7w3KlplBKIolyEXhUpyQOHrGiC3nwY/n0RZf5sUokHzUFYiKEjOzcnsp2dTqSnUaKqTBjznkjnMuYu6mG0OQh6HwSnJ0pWL7cMfljqCjU++EmtT2k9JDpQG9ULiE3mNPiunZV2Nh5ynE+iZaWW8F416n7bENCouwJYxTEPlSvQ48V/kflKV1xAplbmRzdHJlYW0KZW5kb2JqCjEyIDAgb2JqCjw8Ci9MZW5ndGgxIDE2NzIKL0xlbmd0aDIgMTE5NTUKL0xlbmd0aDMgMAovTGVuZ3RoIDEzMDM2ICAgICAKL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnjajbcFUJtr1y4Mxa24W3B3d3cvTnEIEAoJ7u7FnRb34lCKW3F31+JWtFDcDlu+d+/3+/+ZcyYzyXMtX/e61j15aCjUNVkkLCHmQFkI2IWFg5VdECCl8o6DHcDOzsXKzs6JTEOjBXKxA/4tRqbRATo5gyBgwX8ZSDkBzVxeZdJmLq92KhAwQNHVDsDBBeDgFeTgE2RnB3Cyswv8jyHESRAgbeYGsgSosAIUIWCgMzKNFMTB0wlkbePymuZ/HgH0FgwADgEBPuY/3QES9kAnkIUZGKBi5mIDtH/NaGFmB9CEWICALp7/FYJe2MbFxUGQjc3d3Z3VzN6ZFeJkLcrADHAHudgA3gGdgU5uQEvAHw0DVM3sgX91xopMA9CyATn/JdeEWLm4mzkBAa8CO5AFEOz86uEKtgQ6AV6TAzQVlAFqDkDwX8bKfxkwA/4+GwAHK8d/wv3t/UcgEPhPZzMLC4i9gxnYEwS2BliB7IAANVllVhcPF2aAGdjyD0MzO2fIq7+ZmxnIzsz81eDPys0AshIaALPXBv9uz9nCCeTg4szqDLL7o0W2P8K8nrIM2FIKYm8PBLs4I/9RnzTICWjxeuyebH9N9gMY4g72/htYgcCWVn80YenqwKYNBjm6AhWk/zZ5FSH/I7MGugB42NnZ+QS4AEBHANDDwobtj/Bang7AP5Ucf4hfO/D1doA4AKxemwD6gqyArz/I3s5mbkCAi5Mr0Nf734r/RsgcHABLkIULwBxoDQIj/xP9VQy0+gu/Dt8J5AF4z/7KPQ4A+x+f/zwZvdLLEgK28/zH/M/5sknrSOoq6TP91fF/dJKSEA+ANws3O4CFk4cdwPEHyfheH3z/O4y6GejvMv7lqwC2ggAE/qr29Zj+p2K3vwlA//dyMAD+O5Yq5JW1QAD9PyQ3ZOdht3j94vh/pvqfLv9/DP8jyv+N5P+7IFlXO7s/1fR/6v8/ajN7kJ3n3wavpHV1eV0AFcjrGoD/t6ku8K+lVQFaglzt/7dWwcXsdREkwNZ2/zlGkLMsyANoqQ5ysbD5iy1/ybX/2DI7EBioDnEG/XGtAFheR/O/dK+rZfHh9epwfqXknyrg6+b8d0oZsAXE8o8V4+ThBZg5OZl5Ir8O+RXxALw5XnfREujxJ4kBbKxgiMurC+C1PV+AFcQJ+Y+JCvAB2Mz+EP2F+AFs5v9Bf9TDZvkvyAFgA/4H8v6BHF1fJ/aPAReAzfpfkAfABvoXfE314V/wNde/fQUAbPb/wFcGs4H/BV+TQf4DuV9tX2/Uf6k5AWwO/1T2WsbrMjv/ear/2HAD2Jz+BV+Lc/4X5AWwufwLvtbq+i/4WqvbP5DztRrPP+F/zcLC1cnp9Tr6c1teB/U/+M+7Dwj0AFogL81DLIRCbGtD2m5rJIjdWXbHRWZodnU/MbB4Lzm1u96/RUhhqM4MWne6lkgZ6sZY3ZahvxJfJn/yPmquQwhvSdJoffB5NEl4N7Xbirw4idc/UXgk8a2PFImERUt8z+fJ0Ucn8ANMM/R3RZpcR1f+t+r52LfuvXIe3/rKVkbD5nc19qp5lVAey6ZZYrSjDQO/zNLkmWfNEVDCu7CQIjJinXugz15dz2DlTLyQKyYwIfsex3AVeRtscMbezXmtVWhxOncSUhMaEJDCXGGNTtF6Sx6kKuIveJcUrfYvejQLF5HnoDGnrbJgsB5wZlSD3kWBG3u+uo0udXDs5KYAQuiI+7F3kr6WNuKYOFGq4Va3mkRhu3zl+gAkPeiwklxru9bpsrJNI1kWmP72AphF07c5Cmjq8n6oc1wbGu5nuQlLa7kdahze7vLV/SLWJ0Zi7c7BKGPzPnJ1RTCDNA2uzGXsTacuUAEHg3nZLYX/Ec4sVNg76JfkPRHHViE7uwE/XA/0KMkpT67Pr1jfyvpz1Y6NWcwFO3cso+CXYF7VF/PvaefnhYQ2XDKmmWH0eRkyXR/zfsTRaQjVAutng8vYzjcq8VilSz3JlRO3eBZ/DVAXcSvI9ewuVA1FGgZ52t4JFLCe6lRqt8bzFGhQ7BxHsYwd1AcOSgaH9gpcWx5sXZeXSxrjHkJ07s4r3SMkh2I3tfhC8j52vAvI6XRW+ywnEfWm+GZ7rgfJnOpES9KNwr4xDl1XS+R+e6yz+NGduUxBmoauaEmlT+lQONxnyWhRuqiHsCZAHO/jVWMAZ2272i09FGomxlosTebeCgyVSftQo86vZyJJYk2t23wqrw2onoXpsW2Kkaltam+7SsMv3L1NACGe6M8wdgm0FAvbAemX6yL00ZHPVpFNP7TdJeqWSb5mzPYD148HR2ElqRDaudhxRMeP5QGFpXSZP5SLmHBe5pOybbe8ssTvyeOaRKqcDWt/4FwJh5aLGHbqQ1OvS4tFaP9Emtx75E3JmfaQy9MAD5QTp0cS7oCqaeaTsykWppCVOaHwv77PTsf8vV3kz0ARbRWqF4RocYAZhQi1LTxHhzNYG5f66x22OpdMHkUIi+BXTDrMjedJibeK6NWscEu9tVKK41CKLmVQtD3efPDxvF+RqQJ1JnsmO4/m5uXniJMuo9hKh9/KLli7U8ryJMe5/9KMoPapfgmEaAiP74+noaBMmfo1CGeRcbCX+iB+fhFuPbQ/q2u8W8z8MWRz/iM3ZL3yMACxvr6mJkNsiNBU7JIv9QgPxWQ0F+59Ssclv4e6MDfHHOmliMvErTzUMjqaEO/n5iZfJyVXjkOuh3RtKSg4UDpenbxLZe3UjO+1JwHZ/LOfBRmN4brjWYBhS8setxq3G8X7DJMbhZb8mrNv1Y+4/XsWUUTs66TlFyqKdyo5+uwVo3Fu3rzrBMnzhrc9gDdOOY5D6ZRchCI3MMlZWtP6SqyrSgQ/hxi6mPHlhpW8zSKkDCTlstuRyUg9V+jfRirRhfVwqrHP6KRV8SqoU1PbPRzeVzSxJOFvvO8kOJoFjg1F3Q4QIRIqjS7QctJYJ5tXe4XfKI4SfmZ2hfipVHD2Enj9cE38nBs+y8uY3spYjNbXjVY+9SLwfbxkXay3QCkZz4KBYGTiZtPw3DrHpZJWrHQ7dqL39wMYXuvIvT1pr40611LVUKopo3B8We16fkK8SJfTg/yA35FC2XK6apsYcuS3w6HDFj0oKSL+9ff9CQV7Ypd+HsTrjvrkbvJmIICmt/L71BCu++aPTU4jSFnPOqDK5ElMwWYE3fUgT9L+VBYeX7Ce4y3iYqolYumgJ+9NUOfyDwCpLFpJCIEymEfzwp22lOVopqY6W87rtkTgJ4HIIF3iDv3oU5vCo43qfd28944aFuDtJw4YZTeLOXtcOFB9cSftIKXK8U/7XvFG3bmwSoLCSvtVcxr2pU9wjPem6UcIvXlJ60lsVlc9WXbtNOoynHmCZDoSDJqSymx7wmV4pzzYZVLZEgXrN1l2QlXeI50o9FQti3pwYFn4RErEKKhPUCH83u8WIYmYXb1a+PQ7Jrrnb8wlnv2VfCAqKCbY8zNpupjrzyQJ7WieOyoHL7wB5blfjdtvzFyyyRHF1TiO8tiyoGR/kSc3cHmSUX3etkBXUVmYlOszeFp7D2Nf8dLiNREt6w+PhGVXdldO2a0oWgWEXdSRjNOVJPHd12GIh13VHFwBETLnnQX++HL2DguvCa+ovVU2ZgCmrF09i/WgXRl2KsDjFraYwOT9uJ5OBCb+wOVvjdxqNC31lyu34Nw7ZOAwc6LD8zJRsJO/TdJ9U5Ir3q/4kGhTJjtvIsQboMbNfLyJuBU+LxeR/Lq6mduUF6H2GK5JTc4YTr9BOQcZY9nOQAxWdZwK04C5Q0CYkPda2ShSYKUGF96Bjo7QYl7bWMTMWzSsKjVWtewNEHMbP3/5PFnwcU9YqHWOiKHIhjil7Ma9kuytVp75w6eEDp3AWDt6O+uqrqxl8+nKmDWKpoOyudS5EcPNpzszbg0O/JpRP0C5wJajTlHTl9EiQKKz8YeTfGfL2AzwW6+ELkSEyoL9QsF5EuVsL0KjWMzzMieUyKL8smA3VemOKBU5PgFqBWXQM22SxKI18SbYjtcTOlwRKU5Wrf5CWAlp90h9rFAtVkKCYNgtLMn/x7RdPu1+/a3+7kId3dI4lO7y5G4wbWc+e6AS4JkQN50NhARamnZFMs8m6pZC5h/o9ZKQL5rL4YJG9mS9eJ/r0by15sIh4VpZloXqIDHB+p67QHOR09w9mckC4FJaeKoKJCKwIZEerV1D6aP8TEHmt1MuxMTnYFjo7kGIpb8lh2y8xiNTNbZ6kISLRZJjstqcKld/s3l+GEBPJoFq14g9dcphusrvynrpynS6vUR5fykqdM7s7zVUN0WDDGmtXs/1gBlk/+QchDk/SIilyyHrMXE6e5C2DrB+tk+IqffQ8byqX8acyqI0ovLyI0j74uB20YWWRRqW8Pl6sa+E1UlS4CM1LrhJX6pSiuO+16XMUpzqpoQfavKDavhslFINdO6MUEHnz9kku0DZe3p4lMVo1cvIYmihjc0iy+eK7ocT6MRKjMd1xrZI4f7ivJTtPuwQ7DIY585iAeF6uTg0KRnTUJ3DfJuN9qFeGlyNpHHZIoh6e+/WFGawP3VZfDvlFBdX2426wILAsUGMs0A4NJ3pdiUZ2rHTsu6doGpy0fGg88zVQHIjuTi8VTBqpjGp7looLSe3O1apnRfKHvUsp+4Zdq37Wmj/sZqA+UvBLqVacQ728JhuD6MsltEaW7GpZ1m0xlekiKFkQ42UbmJZxrJVkBber5gDY1XAtaVJgYppcGGYJo3WN9UWJb64akSmd5/nj987FWU8Dupf9WGf6DsCfdu+LpKgFkXdLOqHq9//Rh6XhdaWyT++fI4+n1EK7pxDl4+mq60XhTbQEB9HV1jacKEp2HlJzex8X8LA10vb8ZhrMw7OQv1KeKhPN7ti1t2g1fOLTs/Jf3b9MxvYBJwCo6ich4eCSJ8qjly7nzsymY5cWa9K6q0kW7++cm78IcP8Rzf4px/eialydYER4opZoXYedHOf92MEltvWmfL6astePnfSb45P1P7YTvYSL6fOKTjd/ZcXYIN1GMbPrSKlN8POV+eQDBxzce8Ez3kURAopKfIob3wLRFZdf4OG4zOyPXZ8MMqGuUOotbP6J0tqlinD6+rx2QxaZWGH77BYTeh22Kg+zX4ZdfwH96xDvakNTFbjA16eJW7B5JsmtZJeVcPhOWG/OcXcZtsQ4d/8vGy7Wgjv0YM2K6DgJ5wrtEdOXQknsHZfokBARrzl25VF0hf31DTy+xWa8+Zz5Z0dRHL+sCIJiTw1y42C/e6gMVI2OQh1bf3+tFRm3ex9RJDVrboHd4B8aC6uz08E3cc6oRU5snkcDH1sSi7J3zxLl497t5vyhpQz5e/hbzlSxz+fWPCo3gqUOYhy8im2Sj5d1juzwZxGNljT/y71wNVgfusi+r5qi38sSc65rylQkPwdtYARLw5txL29ZxUDqJ4w0m3o0Lb7WrckSrn3naQx6TtJM7vvRx7fTHIX9LMEa3lUvlTDru+druCcRSJgx7ZWotcT+5c8sNkWhm70LeVR+P4wTT49kqbVJQkYLNuZ19BrpoaXX/+yjz7qolBY2YbkPzjHuqRP8kt8EYxb7pSKYfL7GLwa2I2I1qH2uO0ioQrHoowGTo1KE4Mz+YFnbBK6Yo2TWO+XjdcfJxRjSlYzeVKiJBn+45wX2NvQtUpendCELJp8YPddwyEhjKg833+GoTOsIeuuvuiCLUYIQZOQDtW4+UpwxwVW8aut+E8cj/JvwTL07HLDQuMtuCsajm9iSweSP2jRNZ9nYwhlC8c7EoMXd1wDXeyUpTiS9HoBPGNEaciOCQu9jtNFgWI7UZNeHFKaTJ0kBeocPX5kwKE3mpxjKFzliqkqy8MhKXb0v2bqqRHJWoBDGrts9g6qPEp80LpPwEgfhp6VxR9mkfKplRsGzTPV3K4x2r7f+3r3e36XwONoA6YoRlL1U45/Qt1RzEIrIM7q75bM5BAq0RxYFMlUNx2TPWSISC6NKhgRB2jCc9wAqC5nWjBt3o6+1whTtinTZ9kN8tN0evY04wGoqOvLlc5NCpEJwMaQGMGWTuHrQ+FFhYrzBCSurU/REyHfZiaIomT1BDcOScvbhudjbDvjOuEGeaymIu+xdosuT85XV+dNfEirWrbrFaJNraYS3l9Or7kAxjNYTe3IemWYNg40iuVvK1hAiWvK06YKv8C1JZ7CAt3AUPzYgVmyQSSG2zpfy7j6Ls0qJSg8Pdu2BX/NMOFkW1AUeJzDpQaZT6g8z3/cZLPy5VpPzTgaKR7YppQrTcWs3KezUnGeQpgl19PVfvJ9vK5vbNLvrY8xRgmYXaCxHRugkO84i1KTf0EcGoslN7lriBI6CK8dv/BP2FJscst7WxtotEqFTL2EUIa+QidlIxbI81k4RJPgibT1ZKSm65d4UiVBFlK6WUVdAAvOZwl/i8iwQzuILnSdCv1FHLwTVOMXqhXThUmwvrftiimXj90bN9Iq0xY6BbvcJ/+NrxS7dY95VzPq3cPH3sn58DLVn85Exh3MDoxRAhdtjtQ+wJhmNZ5mbDvc3qNW8rt6rlI7XaSuXaa4Ilv5Wjj2MPF0efpRPK0ZzWXdE992Hr/VZq6E7nDJZdgDCcpf5Haohfau0FeZANUCD0lldTqeHSfh8UQrXA82elnkBCM2f/V6BWeHZsgbGNLEaZ+4LXZCkaFNem0bE2yMSMZ40gSoam01NXCJEFTpHW2ItdnjKCbe4rHMcIXckIK2F+TFV+MDrSaCnz40vWM9yrh6cqMLGLBnxaIb09zulm4dXbLzfCQn4EvCy0fVv5qX+lbZZ39Yb9xQLefKYyKXgXBbv8RR/IDuwhY9i/K8ETO6dY68wf3xK0clOMLkQVrU1wGeac+qzFrAhpr0vqQP2kj8TOXOdNF4ullO6VqIpxy+0H3gqBV2R8HJ8UyihMtKImhdHxPkWhHQvbbTc9E+dXY8jaXvhHFIKn11LRgXs2xJhvCuCGYNkCThgol6xFIWz4zDsNViVlY41GKzNSHwfvaL6wui5j6BgFIiYQhmr5ZSqZke9Y679VBSg1rw+603HlHEjgPBBZ6wCvSpL222GDzKX8oUOi3qfX1syDqpE7ykt7C1J7rj3Vv1Y5janyoMBMfP9nsnCvsyOb5f1Nv5LwE7iQegTV1vxd8Q+cBWHJPjzq9GHNSl9xsv8xKfsmV7Tj2Ymp3nYRUPokW+rx6PxDCd7hiVyS7odifqgjs2IyNGzfPaA10om4XgY/naDtfsD4k/FETu+vb5e6Dvnek2wCF83gWHO8d+YgczvvV+W20nZlDqdRmVMowVJdq0z39C7sCiPEU7WPAAc6ZkKgowrSuh6TZNzT9d+z7kXCbW4jbS2m9s+PiRMRF3/kljeLNE1dwqlGmlreNHSDaEEilm6Ys2UpvX1KX1T+sxs53YeNc62dypz8I92Hr3nmtNZRWTb+4Z294MWl+/cIvpcRp1x3OXyKeP5WcsXKQbd006KgMhtZmftE8u/VBvihITJ/lEjxn6Cy8/y4Pjs9+0lFRK8FEeekuHvRNm43R5Uukb+H3nvFsc8PBBQEHvd6JVQWnmFMzWy8TTAxP2UrGezPGXVIxB1p+bFJ2TPZSMiiuafG87l/XJqhFJDuDObFfQSGmnlyQOFFGZyvcivje3ImItY4lcparm7VLzutVqEmnpY36kWiGoUk574R7/crovlgE1QXd9fNNz5y+Lb6kjpzzPzLSP54xbIfdcuGHM1lTqWNcDO3QNbRPdh15xd2dAVuEVIl3qIo7KdQPESs/IOVBZFBe1ZRDWtTHdUWmLEH1ZyB968dsEbpzoSCvO+aS1tOih+059kXKKHMTv1xqUGDxAsSJ4evOpIDFZ3VcILpJypk3peoZqPEErt/Gt7M294T7R043xbBIMKREMitBnpE6fn+8A0oa9QWjyrrO8Lxp9T5Of6LI0uAbNhTyommLJuS7JNUcFy2zNMU9WaJpcFBMQ2ESH89ReTjNJnXR+BHYTehjVNMO3iTJsneV01RsF2GXdwfBAOjDe7+dNygphMKvSltBhg0ojDb+qanQpXMjPjv2eJO8U0xI8EV+UPcPfV31BQdDU61pj/ypcwdBqs6E7Dx/Yzm3VLCvdaBO3wrr4TesNg7Em3BQLWSjY3feJGSXCQLVJBndSCvp39Q2KPkrMOzhgvVf37PU5V9u0IXLDosvJ87P+Jo9pHL6sn0mGR1dMMIx2tk8UnV5i/UB4iJw4uvY8Bq8CiiH555D91WvRR8EhHZOHN0Oic8UCjArsvngz9YaU3ou4iGdc2ste/b+GXHdkM61gRpcKQ6/U10uGGWTiI/jRgx61izLv3Rmqzq2xI0dwHWcFNyxtqYqaq1dxI2wQHAdQijLbnCFoLM3iichKMHJ8cduUlT4ak+Fv9srudwEGF17OPqFBvgW9ynN1mtiRRYIBVmVz9m1fuiW4zuLmzzVROHtFCBPm33+zbFxMelTMNFz9hkdWSXKBZ3G8TBDweIfuAz/i0mHLMdWfIbHv9ByJW9U5VfVMOKro1s2sRO4DjXRRFzqRovMjPj4T+dNjhkZI3fvVH8LaXXqCJLBByytiFkzXNBtfkU5UW1clNXkEwm6Du75Bx5RlU/bM92Z+sz7QOmxb2zE2L9XtQ4Rfoa9lpAZEu8NX3B4w4EZGJ22HGuOoUjhV9uh7FQkXhdHiO6UJSVgqSBGbskUE+iKz2AKgeb0MR+wu0EefIjOVuIkYxwKVWAgX1nSLNHfVo8aqJMrk6IJ78XpX7/G/TU6PypxxLk7Kq/N14VeTnejv6A6x1MoOYcmoJCwYpQ9KftzKocaCMvrFSSOs0by35bcHY2O8SbZ9OHpc418wQLU84G1Z7OA+FUIKBboH/SSHIAo4JY1pe4O9Rnx5NY0uRdRNtk/wAj/WawHaNLQcNIpU373/EnmjBil80lXjLWO17N+sJBKn2F9IO5AwJqrC31dCqVqVahSicVkdnQ9tZYPb02Rq0u03f0/0TfJDRByVve4Km4H6N/91XWZzkUKihwBQBqWWpk213dk8nqw/fqsJ3P6nzNZ+2Jdhgl8hoTVrHWNYjSRnfLqYZRXNptOtE+UuQz9t1aLk5MDin05A3Nq3bEhxCi/ybmzXHejObNqrlBU9hMbx4o0/Og+aJJ4fpQIqjp4cisc0ZlvTYOcURpL8ZlZFRS+xl8GP2jPVGA1yCNHF4KbYn9EiCAYkN+oVY07yiQhLg6SL5m6x5e8hHsIKfMnfsdRZYR/fwataTMJdwCiS2bqk+lp7IrV6+mrzMxcJt9DpepcB9sTGlRi0SwdS3jpILbjCWyfnL7+lDH59W66PvI5+HkHiENOVqWFSakDH8N3X72/77PFR/PZ4xPamYhoPG8tL4YtKnpmcXjqLSOWPjK/FguJyPwFrW9NPP5/kN1ODkOFBBigT4NsAMAzYuPC43QMqCj5lG43bncb4mkQfOcgxfflAnJKB4H7M+PmSdtu68fhqfUsNbNyrXH0iALEpFKb9jh30Zo8lJAC2TxW+8W74JouUCI7nGe+HANIyJieQVxen43FkKsf4KTDIPD6QMAtpxd1g+lZv3MYGtucX4cec999WY7ZT4+szVSmlky4u8mqmxNZu9rCy5Kpg6WsRQUWID5M9/MflmgMqvQfBAWJsjQ+C7OElKC+uI2OByh8MJT2MFp82gm6yghE1WMmyv9mmSmJFLJbILueICMUMJrZ5z3XSSYsHKaY0kORK+tk9tnEITNnZNORKuXxSilTElfpdH4DqjSH4SPOI6hYUYiIqadU4Q8fB+uCOhPdQvhWP+6QZ5BMCh16xldVXlFT31plFZKXWxGIsug9ZrS+TTQyylMrh8hImWFCFvuiqSd1Dj9gDQeIOCCaIsXkrDe+jUyac4f+CecgXidg8WY3SN37f3UiMbF0+Cr0jxbTXBxH+jVei0SgUN9bhmZkjr0dXjsHFdA8HV39WeNWXIYIOrXbwJbTgGnLftDi0vwVW6DDZvjop4yZ2QjfYnxbXW5cXtvQHSQF22YKXyJ2I2jFtxUFxtGav/2WeELT8FLSGdJXeWgrCWYpGwtCrUHBv3S5+tTjE1U0lzlMSyBnBrT73QEUQLC4gPPFQ0FM5dv5C6xolbYc4EYsr/zK1jwVz1g+fie5MkpA9nWc9zIdU/z2nFItgMbAJK9o8+/wA1ERWDGXZd+ZtUtKHV+NbkNK2ECgwQ/PDqPIYi4qHIzFXaund1UjSYN7Tem3/8xu/LE0Tukk87UorVmp2++WTim5tJMp94ZcOSehKF3M3WPF8Dj/+GobuXA2uMPzgML8yROtK9caKseXI5yAOvmrHwZPgAlzjqoH0gBtJtiFymvbuCBSOjQCOFRv7Keu8j1nUUeXAZH1euR0cGBpMZf3Q08m6c1EPJ8AHwaZKuUnhlt8+OHXNQpUcMFKBH5YPDxuqfRr3TxJGpKggbX1ogC4SEMOQ6ObOu2DdwClxPxZWgZL9tNWIKGBZ/B1GHsMslmWuwGxT0MvuwjZcLok5lEOVND4LVoNW5NurTGuMvM7dVnHbPhxKyPg3Ub1i0D4slnA3QcEmTvvPz2iWQ5aWW2r8qSj+V56SkmO8EYEOWKulaltPCdnY0sKKdtjB6NUi01yC5pQau97Vexh3I8heSzUoXFMLCMnccIRNBWXVh7vLerAzyT2UX3RBRga/k1iaQ99WlhSpTPKbcCd+2Lde+2ki9+n7fc4HcYvEQIqr7oLovDP1q85IozjDyTaTveN9j3FmwR1ie3wKa50K1xHkDRYK2UJf8wGzzJJ5YjMF/RO1bHhQRk3IucI2/VpZPxgC3hlXnDhI7hFdHtDnmoBva+zNVfPIFUif4okzjAxU/uY+eC8dOjpll25vsLsuVV8qhEDxRWs0oyPW74ZeaohEbdTvG9ELm+6z0fIZoAQVtwU0+qBsuGslXAfzi6fOV+2mRSJ0rk2Hx30RtTjTBr1XBsyKXpGebx/E0cAiQnyr6fMIeSD+sgybV+QVkauGrIQem8cpdjz/kemJCc25IiC3IYR3kUn3BXGeJUG/jvHB/JOfLNgpVrX8hCGr73S2+vumUnJamIJ6kSvABIPJ93GbT7+rDJeBsxz/3c6oKLf5e2+C3ZArhEI5/hio+AOdUb/MWwe1x3JreJPMLhTUMR9Uag/iWc6TMVcbVId3WNmcMsAIGpw3Yp0YF/MJzvcb1k2PuPgS3f0hb9o/GZYrtO6eanofh5kO065Knk+ew6jd4t/HBhKUGcpkXF+SC1hwAKJCpTkj6FHm1Snlss8YoLN7BT7qbxemJHAuDQRo44w2e/JfbmBVq9h0ifePU2HgLp/lpLXW4YkZSOWGEcVznbg1WpSsmA5saMQXZLtlXQiTIniTOeRceOR1y4VUf10LNlVAeaIWuWmIlatQ11WiNMRHmWGoDXrUbHZBzg6vPsmxM6AF6zfan2XUePbM+n4UY3xetbdoCRX9ChdWfvTJ3xE12Wb0Bi5qGpbrR7bklrQtv936JpQc5p3Jz6P284Vf/plfq4ZbqqpQy01oOnNVS9fyr5gVzqOZ1aGgWI6+PfhBMbXkVMl40eyFNA0pF4S5GRr7MTi6cdUq6bn3XQ/t5Bx110x9ylcZGDVIeFqtAEhWPrcvP7mMGjmaksW8R4EfjWQTzHyR528iYOBgxAwjt1VfgCYeXmr68GDtNPxpOOVlkqx3z6oIJJySymLbm8NRNJPAMxrjxmx4ctTaFEuEFe0ghPly0gi/plQ/KVc0t041Pa0LqXZ+mIviHSGZEqfzWvDHkzmb8KbBFiPUbJXJ0zaD5vfX4x3hlnZfKNYwE+jjbK98KFva4hQtQ7l1Qyhmn5D7kF9+kJYUmjsEP7Bx745ZvmlAdhaqPdP9Yd0L/dZFLtM1IYgTtvax+BPqjK9o+Btl6pw3OUd6d2Iy/DCzPqn5LtooSk7uFyKIMMA+JSdn4pKf4h2CKiihb0paEguq2RiTl3iMR68xED59DhNhU7CrQ5Q12TG9j8gW+XVZWh9VdhXzuRRFaiQaVy4p++ISW342Vn76O8Dtze9yliItkbNVXgIoZRraRrTKMO/7vvTV9Qa+2qo0GqZ3GMQQrmtuUyOy1De0DHhulvuaw0w+DgRP/oPBj7iJ8q3UK4sPftJk8r9etIk9OZvwdJpkPtgS2YeGHb0ljM+7g/bu0gHsl5GCgPIhwPzvzIyPwtR9vtZcEyrvkCWT35by6VtjHHU3vHXcX1DmlWAzU+rxUKhkh235OGWdYoYVWZxCeoH7pj1pghAWJdCx7PaWdwlWw4nuR86dmdzNJa+dYBkcqdPHXtHqtm7bilSoXYMSqsClb8kOS5+F63whDxmL32OoliaAvfMk49VSrjHZ81ck9CeyhQakRyRJD0SnWrBsfOpT941IdxduiAhCem9HZODE0BnNosDnMTA/2PLiW5o5wWc5e0UWlqr69d/fofCmKoLF0sDp2IGIV9ZvwGexawuHyV5Q08BZ2Crh2m4kLyCEoCbH+OTomcaHVBiTdKhaEPULqqcIOj2CdX3ZSZLrXnPIgdRI30pcv06o9D4ejPPwpFdVaACTYLg5M/b5Y2zIiST0GMNbF1UkzctPtOgx4N1GpXW4UTXhlC/qGjNtPZSkjY1RyaHNinIcaOEbYjd7BDt7p8Ktk1QvIj3Key+KgVbDPUVZOxwVbYcDoqT5GEYs7Ai/P0O+Z/lZQdldIOfgYnolpmUHiIrHV7hyPHgwtCeoHR5YRV4TUR1wZO59r1HcjzaoOCNmu8nnXohZ3oVPeULMyUfM29cmeN9am8SiQxPpvSXGGjnOgWSM9M4LtQHiAIueiZ4jhefWIo/orAySph2KXEsAZoYvlQmT8EpXSFWSr9QEb006my1pu7H92pH8ijsn+ssQA8MXbn/di9JYgN02x/M7DZXnw+HlI0K+312u0sNhHSvbYZyFH+Wvn8v2LJJca72OTfjKae1UOgF8G3CSeh4YnRJl7lGtBoN8E44/7ju4lbMobTmdNuKEAXoU7tm/pU1rDWD9hFEROTDnhnKabQNHqGNCxTBUdF+oK5lNq5NQ6BgPUO11PsWaDENcX3SD/NMaPvKhGxxDTtXmyiM61b8MscB8ZC8eFG9FJAgVOuclTJDlF3qXaozuNBjVCPsGebmImslojPTQsBmDPNdVHq42gNfw1y9/CSqJEJj4RUenYVU+13AI16gu0q2QqeJ27dvtQbF63Q/CLTRf7CP6m3NwS0Iq36TrvUTdykSLsa/qJ7PdIkDhDj62j7sRMCo1+NgYiNihCQ8wz1MwqQ5UfL7B2fm+sZDHEzjYRnrDT1vvh+ZDXkn3M0St0jurQ1bo/du0IRtqz2jysv67PDVzS1rLDseHx2O9FLbfoHRDXzfjZS6Jdr98lUXxhMppaKzQhxbkZBHVkOq+9QPX3z0Wu0HtX0jeItvG/zRaykHjWLpoRrNjfENyaPSiw+/au5BzdlA8V3CdFQP06ijThW/+iahKjrN0aSswLQ4jhK2n2A6Uo4N7ehIjxkSjCmeaOsiiAjJPXJ7NB3LpUNCjybVrJgpvUwHXW++CP16tfl/1t/PXzbkOkmYpGMtRPxkUleOcN2rv5DycYCx5mIaVxfrklPmd86POcOr2wHdNtr7vWkQt4ckZW3y74J9RpSQf2K5vlbmpsxUt4LMNdidbtA7OP+YXaGl9mYev811a+VwQqlBDiTQkGGWFOVcHp8ReWut1rRxqv2zPiYNr4AjajI906BwK5zotxS4mJRLIIC0jv7Gl2GEMk1USPCHQm3la2xIiD1qVXcfdnEaPOKtJ40PkpvX1DFdRZaKQMfumtPW8uS+NmarKmGUsJ7ToFeDWyEyyCI/qVwvbkByeyKcebDt0Upp0pFTy+r71jeahy1MutKgOqcUu6WalZu5s59EXzQo70iL6kdrUFJM1eFDdTzmHsfllHIcVaVTJvavlNswa3QRom0Hv5VkaTnna1eZUZLDUGQQxTpxGjL3XnH5KrAq0XRCn7SVobhJ5t1YGB2HAC/2QuDD5cL1ytyaAYjhgWGa8didkHPCQ+fM00kSQg1Z4KMIcOULqF4lj4Q/IhOoqZdvpmF91MRKrtDNt1EtJaqBugYPfm/fcBIyp1eej0C9qnPYvIxuTt1uRGFh4g8lp5UFkTwN7GnzvnBIUuXkKUloy+tvfUH2hFvN0OCs12UaulRjbtB+/z7wRcH6GZk8SX8ab1A+mDG1cDWOgLLlFRlvEiVmFnh8eRg0ZIGdy+wVVg5Ja4KarWS0c00OG1PKpJblnrKfbu9mOuQMjmYIIphBFiDcy+i5g3h/vG95IvZmtfPKncJkkDgAwAl/UMzsYDQolUy8h+odB9EcyoKbf3Wcag1NgxscilqdyTWzS5un0Slrp9h/0stTMVNfviBz4c79XbulTeIPYkcSRb34PJA0x79dcyp8/uDqaExwSaXrB65h57DHyXM8HsdJTR5mOcU+f/VyOeTspOMsW/LHGOT/SFsERNOOiPWQikNAULci3uVIjOiTo58dVsDhGzY+cjSZkPro9/klDHnRV/zEs/4OCajz2Y+FWFoNDclxbk77dlwTibd0FjgNTZ2ebUJuKa3cEIDtc0mW5e9WY7Spyq9dgRFVDqeRt9nWTliJLV7CbP9y0O4lRM5ua3qZWsruaG+snKmgs+LyH32m3XpW7HdOgWO5asrwhlNPP0GicVGnpPFPmbvtFRu2Is7kiDRxzhOyEMqnbVwJ0z7PmtL915kduye3q1kda2AI0hDZO4b/zhVywCveOr5/9gvCNBYuVpMv+5BvbciL+coPVLywe53EZJviNNVTgEa0OpfPIm8Ma/zQ0a/Xkffy1lb5L0WEondyzTY3NS/inL/iXUTaCW9U2FoFxmNWT/GKswFvhbPGrb/QX2x9IK9/XAuGwRfh/8Pj5S8od763e6QbQM0H7QomMZlrOlFXakU8ekYm1CPKgTMtiTf+mJ9kNscMZVz1qub0vuMBrR/7VSb5qJ6dsGPAR3vL0OZlEjDGbMjtZ7NJJi78ZZc4m01Z/+/thR3Guoc0TcyCpa8SuinpA305sLbuEAzfI6s2NJlMUBvmAS6SM5CKQgKjzAuaGn58FwafEZdJguFQ939ZZFies3Xp1vCLF2+F9vvkDcONHXKxM6flFvMGHnvVLJsi5LqyGy+c5OglUQ/tE9tzkKx/36Yh81JSiM+MS+11HiPNkjchsMxtUNEFjJZZaZUQIDv81xcCuqQAdLX7idY9krkDyuxbevXzKr79jmuyA2CJEniuHgw60gZ77P/OnDjstm6d76IKE+Z73uBgxfKP95nwhaypKzwj8uW2fGlyyvsKxbR1pc6XKOHEdbn78/j1t1eiyKX2z4RDhrVh3DEsh5djiaiPtzXlKB1Hh45LhLwMBHVy+wfzuGarkSPf+LMtZ5f0Kn4EzhsfCItkUtNDaolgiorXCrnxoFcENrfKEqxootPkUVr17VMXpdNgpkTBnbx5Vshs8xOGz/HwUrVO4PYPf1Jl1ax+6tY0uN7K7gRLlkDOEyQaZHyyZKIO9ddxd6sFNalhRe0fu5NTKH9Y4cONV1JxXCtiakQH2p56ebyAHs9qq3qu+X6EkFmTtxFbxFTD5mmTAMs+WGzqkablTLmopUdlwT+Y3XT+bam5LiFGRvpFyeEc0PDkk5Sc2GH1OJetfYsT3x36ZT7QtWlsfPSVgUUo8bW7NC/1hodhaJrTCBOXLdueRYNwugRF/Rr8+LDjo7ecM4IvM7K8q2XqnYmVjSCeOXytdXFkYimhp0mksb8u8RCGIIL1ywvEMevdpAnrtF3KfYMKmL/+U5CqcRA4BGcF4D3TZhM3O7upKqow4BiOsIX/UTmTxnocI/yyKmLrRlNCduyxagXEMuDrbJ9n484xwncIEAHteeQsjuLAiBO2s3omFG1/T399JpJGE+Sk7mLvva29uADtPJLO40cjsQzXci5wM2L+F3HWql76i5VtkjVABdLpdImmEaQshC2gRsGP3YsxcVktyYGXMKWBNpjch3FjlZOFS65NoZfx11BTQ+WGsiIm1Hz+JTqAkJtEr6mt/sJKZvPoQ0u4yB2PuVv7DCm74KUeQ25ij/OBwJJaE+AsDhL79FJf1QsWGFF42PnfPpTU1fNMHkD61c5ffGSinj++sIBUFN6lTv9ngpso6MgxfNgAcrl5j5cG3y1dnmhtiNU/dt6kqTZ0AbjS/s/2sayESNLdPeEGsnO+WB/RjnBWbrvXXXKfI4CrgAJDugCYSbi/bhKxp7e274bSDrqXnV37O7Bnm32Wr7iqErblTzYK8LBbe2g9TgGLH+Gzi7ldzKtMPNHgxK1SSS3WdNQ6bllDIWOO/Tz3GCYYyRGmnU34kF3fe6uA0ApmMvMf7NsjfndSlyH43ACMUjsBoY4zUSA6ddWc7YsJQ5hs/8eLcgtyi5Pl4QeqlZ7fW44YJ3ZDpbGtDmELPgN+Sw2Rh4JJW+ZZ45bnVgelLnunH03c5ynjjbj6Yts6Msz8hsnQQ4pOX76EV15qosbI/zzFusAu0YOQw6kqXlVewEFYfJQpD8btxKqANrkY/FKwEOF3gtyAYyiSSqkSLqo9ZUYWPTlYYoqknuCi0b0p3QacyEih8LffDbgg2YhHor2s+vitKCCxMImsQoteKxo6rJVFzkJz7ATz93eGNmWGU5dYbldgyBIvPdUIBAYyGbrrGb6RNnp5g3n6iDJ1FJVGlPkkg2DlB/WjJjieobK/3Lkyp4Vw9AtsXny9EHYZPqW9ZPeQQe5LGBxv4RHuGrm+N3dKCVW+7Wkgqy6BbjN5WMx1AD5IN97Bl7W4IhGOj6C/ArPaDEG1ADBRIeuNr0uAl5RSrBEzSMyIf9me1LkP633sizVmaPYY8D26eheTgnDIXu3zpsI1e/hw7h1g0nSBDEj3bVds3WJrCG9u7cIs253BXlhsdGDO/iMivp50Ycbyiw2UPrVJmTQHnubzrsGHLxho9iYirdE//wlQ9dOS6QXEHY0CCwxpmKQpAmed0PbCOxlGUj7OG21zw1BK8RyUuB6xjhXnNSDbAfiYWncONOI30OmZy6w6LedZ0F7g9y2oROuKkFmXu+hDeliwvmsW6nODyO1gIOsYKnzv+0pnoyNazo6k5gAMBFz6jRjPFY3KNab84wyNyZyrk+zNyVC3U+k5sNK3CishHBzU1hYuGMRS9oMLLYvTVXJYXSg+ve5w2KIIi+qvnASFenLMp2caIhuRhhWXK9Gr6GESNbYLyLAPTzIFubFr+2G+BqnxN+XJLxHlbPmWYgjXJxdvLVDjA0jvJMxKdMVybKRh6RpGR29gW7dTzRE5uemMjda9hqbcofD1pkrOZ9XGpcUFL37MddwSL7l0rZh33jTv3hzdmOiggeZ7/B7HWWMgKZW5kc3RyZWFtCmVuZG9iagoxNCAwIG9iago8PAovTGVuZ3RoIDY5NiAgICAgICAKL0ZpbHRlciAvRmxhdGVEZWNvZGUKPj4Kc3RyZWFtCnjabVRNb+IwEL3nV3gPldoDxR8kgQoh2QmROGxblWq1V0hMNxJJUAiH/vv1GxOsVj0QTZ7fzLzxC3P363U70VW3txP1yNmbPXeXvrST7PfuFN3d5V15aWw7PFtb2Wo8PT+x174rt3Zg99km37T18ODIm7Y8Xio7sn4mGftRt4GCPuz+3f6dlE1TCz7ZX+rjULcTDvJ7PRwd6cdz5kD2FWSU9Mf257prn5h45Jw7YN1WWddgjHM0vUph01HcoW6r/qqH7aEuEpJVdTlc3+hZNu4+kLz9PA+22bSHLlou2fTNHZ6H/pM0PkTTl76yfd1+sPuv0tzR9nI6HS1kMB6tVqyyB1fRzf+8ayyb/jjjjfP+ebJM0rvwusqusufTrrT9rv2w0ZLzFVsWxSqybfXtTHKfsj+M3NRx+RwPpeOVAwziNQFGOECgmog9kABAivApJgewAKAJyDgA1BC5BxSAwsVSeCB1gES6XBBqMgBIl4YAqqHQVoHBuQIwQ3pMXfgMwmKwY3SRSQIdCRipZyRgaHTRizCcxlxGhOGMAjAPwxmkGxOGc+ockIfhDGpkPAyXSQDqNpy79fF6Z/Pxust/u/7qDFcLpHHIkJKjK5cenyP2lRYG8czHa8TeAg0NLoliqnOdj3LpFoWkmgXhBeYWxOeGYu9tjlj6voRL3zfHtUjfN0cd6fsWhPu+bmIXpz4mDmrK2JC15HWcga+8GRL6lfEx3FaZ95Xi3OMF4rXHiU91JNWfcX9X6BtTLyUxe1z4GHhCHCGAp9RLKGhIqZdU0JbmnoO7SqkOz4HPr3YC19zrwT1rEfzSMvilVfBLz4JfOg5+6ST4pdPgl9bBL50Hv4wMfplF8CsTN7/oy6IvCf9s7KHb0igvfe/2CS0rWhNYEHVrb/vs1J2QRT9ahOPmxdtLEf0Hce2DxAplbmRzdHJlYW0KZW5kb2JqCjE1IDAgb2JqCjw8Ci9MZW5ndGggNzM5ICAgICAgIAovRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeNptVU1v4jAUvOdXeA+V2gPFdkgCVYRk50PisG1VqtVeITHdSJCgEA799+vxI3jZ9gAaP4+fZ+zB3P14XU9U3W3NJHzk7M2cunNfmUn2c3MM7u7yrjofTDs8G1Obepw9PbHXvqvWZmD32Spftc3wYMmrttqfazOyvidp89G0noJ92P27+T2pDr3gk+252Q9NO+HgvjfD3nK+m2a2xm5qzC35ZfpT07VPTDxyzm2haOusO8DDKZhedLDpqGzXtHV/EcO2kBYIyeqmGi4j910d7GFg8frzNJjDqt11QZqy6ZudPA39p1P4EExf+tr0TfvB7m+U2Zn1+XjcG6hgPFguWW12tqH1/rw5GDb9zuCV8v55NEy6sSBVVVeb03FTmX7Tfpgg5XzJ0rJcBqat/5tLaMV2N1ITS+VzfIUqWgapDC2WMQrcYlvAZKipMLeFsLQ4ooLFQRoLixPlChYHaYLJJEMjLtBDoYdaXHexukYFyXxUVP3Z9BftPFxgGUdjKXkMLKkOBTwkrIFnhAvgiHbgwDFh1+eys1sLnVJI15NMxDE+GGd+vMA49+MM4+If/sgpb2vgCedBhDgLAQ/2JBNgSVzoE84D1zNg50FmjuM8yBxaBV2DwiGLhOoKeE5rHcd547nj0B0U8CKcNxHBvyBfpeOTp8xxCuJIYPLh9pWCbhv6paRrzIETwvAdUk8FTkg9Q3BCOiMNPdElAjiTiDgROFFBfqEhKskXesac+NCQ5FQHPyF+jj4J6XR3qTjpxHkq4XOjpM+NCn1u1MznRkU+Nyr2uVGJz41SPjeKsqKgR128O37u86SK2zyp8jZPmt/mSYuvedLya5506POkZz5POvJ50rHPk058nvTc50kvfJ608nnS2udJZz5POvd50oXPky59njLu85QJn6dM+jxls+uduV+++6XjbcI7en31qnPf2wfRPbbuocMT17Tm+h4fuyNWuY97yMe/DYxeyuAv8fOoUAplbmRzdHJlYW0KZW5kb2JqCjE3IDAgb2JqCjw8Ci9Qcm9kdWNlciAocGRmVGVYLTEuNDAuMjIpCi9DcmVhdG9yIChUZVgpCi9DcmVhdGlvbkRhdGUgKEQ6MjAyMzA0MTcxMjM0MjArMDInMDAnKQovTW9kRGF0ZSAoRDoyMDIzMDQxNzEyMzQyMCswMicwMCcpCi9UcmFwcGVkIC9GYWxzZQovUFRFWC5GdWxsYmFubmVyIChUaGlzIGlzIHBkZlRlWCwgVmVyc2lvbiAzLjE0MTU5MjY1My0yLjYtMS40MC4yMiAoVGVYIExpdmUgMjAyMi9kZXYvRGViaWFuKSBrcGF0aHNlYSB2ZXJzaW9uIDYuMy40L2RldikKPj4KZW5kb2JqCjYgMCBvYmoKPDwKL1R5cGUgL09ialN0bQovTiAxMAovRmlyc3QgNjQKL0xlbmd0aCA2MzQgICAgICAgCi9GaWx0ZXIgL0ZsYXRlRGVjb2RlCj4+CnN0cmVhbQp42qVU227bMAx991fwccNQUzfLMhAUaFIELdoORXrbEOTBdYTEWGqntjO0fz9KSpvbimLYgxWKPCTPERUJYMAh02CAawYZrWRxSHQCXEKqMyCDCQmK3FpBSm5GLk2/Ko16vQhvX5cW8Dqf2QgHddXZqmtBUuFRhCPb1qumsC118Y4rOy3zfv0CY+ZapyZOFNU0seFmElGVhtKpiwMfH/v6Q6oJvR7gUDCiQRFnSiLmTALhdVMXN7aDMdE4HQLe2pcOJi5/rKSIqfA4YQw++0SaxmZnTf2qUhGL9Ro8acIgZSamExLeq2WcgTYs1qAT4RBGxanHSc1jOlDuECFbiwQyrtfxtc/nrqtL7TKSxHlCfYejjybx3p4+zV3pQHUjYF+Kl+eLKaVitWPTLMneIELG2is2NYyUJDZgNuiAkBknKTLz9YwhmdvRICDYfp1sXRo32lPbFk257OomjPp7/kSRm+Hl3eDs2+Dq6pwzCizyWQsqIPr+/hxJAUfCH4ryR0LX56Qt3PXRGSEH+fLMlrM5bY2M0LVxsSPuguddviiLk2q2sOQhx01nn+6JbIQ/1llKcioyzxt3s75g8TU0H5aUwtn2Bf1My+l9/+HiJ2kZfSRFsTcpLPsfKexNiM4+FJLjI07Ron1e5QucYYm/cIFPWGGNdWVxic8r23ZlXWGDLXa4wt/4uqNe/F09NV89dn7rnNS1n7fW/30P5rlzWO7F8a/DsGzazlGFjARc5lubh3LazVt6pzzwtr6ryqKeEhn172T2BrLHRe5zUdtcuODvZLIDMskhGfcwtu5lXFFryr0opy2M/RFOdpGDnEZZz6KQsnkE/wA342s8CmVuZHN0cmVhbQplbmRvYmoKMTggMCBvYmoKPDwKL1R5cGUgL1hSZWYKL0luZGV4IFswIDE5XQovU2l6ZSAxOQovVyBbMSAyIDFdCi9Sb290IDE2IDAgUgovSW5mbyAxNyAwIFIKL0lEIFs8RThDNUM1NTVCMTJDMTVFRUM1N0I4MDc0OTI4NDEyQUM+IDxFOEM1QzU1NUIxMkMxNUVFQzU3QjgwNzQ5Mjg0MTJBQz5dCi9MZW5ndGggNjggICAgICAgIAovRmlsdGVyIC9GbGF0ZURlY29kZQo+PgpzdHJlYW0KeNpjYGD4z8TAxgjEDIwM/AxAmh2I2RjDDUFsDiBmAmJmRoY/ID4Lo0wdiGZl9H/EwBj0CsTmZAyTZWCMkmAAANl6BwQKZW5kc3RyZWFtCmVuZG9iagpzdGFydHhyZWYKMjMwNjQKJSVFT0YK 443.48812866 392.70862579 537.92827645 392.70862579 73.53770828 406.79630280 213.21249755 406.79630280 355.17153931 417.78424072 537.02206035 417.78424072 73.21338272 430.70320129 366.71645217 430.70320129 why? what does heuristically secure mean precisely? 504.65399170 446.51734924 538.18680542 446.51734924 71.93050003 459.44366455 304.86906958 459.44366455 89.74970245 465.14965820 516.03670298 465.14965820 370.11022949 483.18609619 537.21076921 483.18609619 71.54611969 494.50283813 182.94778822 494.50283813 297.08190918 477.09973145 341.60110488 477.09973145 204.35830688 489.09446716 468.24377732 489.09446716 497.41790771 489.26229858 537.15832459 489.26229858 72.91151810 502.83927917 282.25397498 502.83927917 181.32849121 514.67436218 513.62513636 514.67436218 521.53775024 513.50645447 536.45468140 514.12136841 72.21316147 526.18287659 541.60363643 526.18287659 73.16758347 538.60334778 108.19704261 538.60334778 198.45889282 549.15573120 455.17812997 549.15573120 84.09787750 653.39506531 405.30218945 653.39506531 133.05685425 684.77688599 537.99071324 684.77688599 74.04228592 696.36051941 288.92175623 696.36051941 where's the source code? seems missing why a difficulty bomb results in a decrease in difficulty? figure not referenced anywhere 62.88391113 514.64688110 62.88391113 605.67767148 75.15483475 466.47547913 210.07776110 466.47547913 488.56314087 189.91775513 492.53869629 194.31550598 492.53869629 194.31550598 502.29331202 157.91078446 299.61256409 375.88923645 536.25109594 375.88923645 74.29469299 387.11340332 201.60587039 387.11340332 380.37167358 411.91674805 525.90372428 411.91674805 212.05206299 386.34640503 536.11560645 386.34640503 73.98157120 398.84544373 538.81439347 398.84544373 72.37371445 411.44320679 143.60746395 411.44320679 400.53970337 423.79617310 536.04255183 423.79617310 72.85993195 435.70620728 198.24565526 435.70620728 288.70649719 435.15226746 535.87674049 435.15226746 72.81520081 448.09544373 186.30500816 448.09544373 148.64143372 616.07394409 536.50257091 616.07394409 72.69070435 627.26147461 373.57762691 627.26147461 461.59896851 662.06465149 534.40811157 665.16305542 467.51016216 489.54908122 539.74858000 489.54908122 74.38086981 502.97250090 410.64283407 502.97250090 means as secure as if got all blocks? 159.91051008 523.41818110 330.42160141 523.41818110 344.56475762 522.33088662 354.47410711 524.23287505 373.15317443 523.44361068 389.26036774 524.34410577 495.73897593 523.12028364 537.41450970 523.12028364 72.00543266 535.07313280 75.69158455 535.86349621 117.21385050 534.53863793 295.76799849 534.53863793 200.58186104 547.18161022 211.43410234 547.18161022 283.21459294 548.72550017 299.08522686 548.72550017 406.86756507 546.18604792 439.23786934 546.18604792 unclear why seems indeed correct unclear if mean something new en favorisant une preuve équivalente mais plus courte, on peut espérer s'en sortir pas trop mal : mining difficulty 492.94216919 183.36268616 498.86083089 189.28134786 498.96975708 189.39025879 514.36544800 165.13883972 232.45982361 347.66206360 391.79155414 347.66206360 115.83753967 334.07801819 361.45745426 334.07801819 117.82691956 353.50843811 197.08952089 353.50843811 290.66804504 355.24134827 325.76516212 355.24134827 134.42832947 364.85513306 209.02450028 364.85513306 156.91709900 390.35191345 189.33354674 390.35191345 291.58244324 389.01155090 532.91123724 389.01155090 147.02809906 402.00143433 465.06777862 402.00143433 299.36180115 413.24574280 539.77777250 413.24574280 75.11885071 426.14671326 115.47844835 426.14671326 259.94006348 425.95988464 538.34057388 425.95988464 73.73915482 437.52928162 277.28099409 437.52928162 308.60848999 438.23075867 342.65677678 438.23075867 487.42135620 437.56617737 537.49039107 437.56617737 73.68841934 448.59725952 301.52284530 448.59725952 101.39911270 462.82745361 120.97496033 461.63209534 253.25271606 460.86563110 293.78912424 460.86563110 499.84719849 460.45805359 539.57215948 460.45805359 73.19754410 474.34461975 373.47585322 474.34461975 431.08508301 485.76757812 535.69573435 485.76757812 73.56703568 497.44122314 260.44985420 497.44122314 why constant? 274.23886108 501.23416138 536.29236782 501.23416138 93.58279800 508.06863403 348.02577531 508.06863403 412.83123779 514.04632568 538.44482093 514.04632568 73.48983765 526.56353760 318.65545934 526.56353760 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 179.70761108 532.41909790 534.37314421 532.41909790 74.44626236 544.66746521 287.38112234 544.66746521 438.51928711 550.15548706 540.69760542 550.15548706 non discutable 72.70135498 561.20745850 235.17349593 561.20745850 73.92772675 602.71333313 401.98855261 602.71333313 510.57992554 601.58369446 538.38092041 603.93428040 73.12526703 614.53302002 174.68573118 614.53302002 200.34565735 614.08616638 541.20776052 614.08616638 73.27828217 626.84620667 197.43937572 626.84620667 238.61224365 626.87240601 540.19645078 626.87240601 73.50104141 638.23153687 379.38916524 638.23153687 schema would help 389.43344116 637.92779541 534.54195325 637.92779541 73.05648804 649.71505737 437.75217252 649.71505737 92.38139343 716.66476440 294.11210663 716.66476440 75.25453949 661.83659363 541.13690656 661.83659363 73.07170105 674.51536560 435.81806464 674.51536560 72.70801544 686.88601685 379.40908041 686.88601685 415.38757324 686.46263123 540.77478339 686.46263123 73.61097717 698.44299316 419.86205698 698.44299316 432.56906128 697.81954956 538.23243499 697.81954956 what is it already? 67.36748327 244.09676351 71.66967703 249.05600262 66.69165334 318.36741209 70.51854786 322.91558285 70.51854786 322.91558285 72.72289378 314.68885187 63.17806355 505.05125981 66.14720585 508.83187019 66.14720585 508.98086269 73.40532067 500.93720941 64.26027155 533.05679207 66.33252740 536.64604449 étroitement lié 63.77445248 621.95598626 67.16324623 627.82554921 66.78556841 627.42343482 70.82594473 614.54535536 72.84039307 79.10391235 259.72672157 79.10391235 why inefficient? 267.01556396 78.32257080 537.07423397 78.32257080 73.68750000 91.80194092 349.29693420 91.80194092 360.43011475 90.30258179 538.78174493 90.30258179 73.55760956 102.30621338 478.84099834 102.30621338 62.68356323 678.00045776 66.67295259 684.91028283 60.57214355 437.78533936 65.16903687 441.84588623 65.16903687 441.84588623 70.96047974 433.63259888 65.42231207 340.26451796 66.91739718 343.52255835 67.07492848 344.10869367 69.79859641 333.94382660 60.14058343 379.46476809 62.03676516 382.27899436 62.03676516 382.38465469 68.11568747 372.85544562 59.58589017 414.21530403 60.74876068 416.65488792 60.74876068 416.65488792 66.49695402 406.69872501 63.40470004 577.75474655 67.17175639 582.41645480 55.81942749 257.23605347 60.88363647 263.17971802 59.48315430 78.01141357 64.48251343 84.99536133 already had a look at it? 60.37985229 547.06552124 63.48515212 552.44405831 61.24923392 168.30527639 64.44405054 173.83886110 64.78975558 173.95970944 69.88492646 162.71719621 61.87043275 338.85425709 63.83141698 344.62202405 64.77181666 344.62202405 70.54683043 332.99082110 237.26452703 564.55772777 532.90900289 564.55772777 72.99990023 575.39802858 165.84487648 575.39802858 341.59110248 575.15774646 497.54644075 575.15774646 81.47846472 593.28663085 469.47806048 593.28663085 211.29591834 603.76295554 216.47633787 596.96388531 222.45044551 599.96111991 511.39386598 599.96111991 ? 193.73448805 613.15518985 537.22972812 613.15518985 71.90248525 624.81565571 100.63844342 624.81565571 104.34330226 627.26972542 104.34330226 627.26972542 324.56675617 654.37878918 406.72571111 654.37878918 71.93249360 666.03556860 272.76052703 666.03556860 389.77986015 665.76411534 536.63493867 665.76411534 74.35561612 700.50331007 538.00000472 700.50331007 72.91181315 713.37771873 142.16288821 713.37771873 Have proofs of such kind of properties for used hash functions? 58.92559814 125.83230591 63.65798950 133.19363403 59.40444946 403.04684448 62.23662603 407.95231819 64.40856934 624.34109497 63.17407227 646.30957031 62.16589355 489.17596436 62.16589355 571.06076100 418.97471090 103.76487497 540.94834836 103.76487497 72.15871900 114.84617280 188.84307369 114.84617280 271.87583312 109.35097568 540.31793658 109.35097568 72.32316200 121.30446222 208.04806734 121.30446222 305.35035336 138.17204849 540.39410934 138.17204849 72.93667081 150.55765871 128.52960679 150.55765871 406.32882735 155.59306659 537.98965548 155.59306659 73.51347882 167.41868173 538.67742183 167.41868173 72.07988248 179.36806839 197.72246930 179.36806839 A balanced binary tree is a binary tree structure in which the left and right subtrees of every node differ in height by no more than 1. 174.91937369 89.25053241 174.91937369 62.10860395 167.00937369 75.80912583 174.91937369 62.10860395 182.82937369 75.80912583 example of not completely full one? 72.34130137 230.49444018 209.24541802 230.49444018 485.03297540 218.23844123 542.21490215 218.23844123 498.57549188 228.97142171 539.83986134 228.97142171 73.91965096 242.67500482 175.86496528 242.67500482 185.52122699 257.09448172 246.54080724 257.09448172 280.79808019 256.92590439 301.13512775 255.94878982 352.93384504 257.06798755 533.69573620 257.06798755 74.39570190 270.10811397 294.74885612 270.10811397 sentence? 490.85104651 275.27378772 538.32221711 275.27378772 72.43110248 285.43392225 166.63111365 285.43392225 203.28196647 293.20074451 205.51951784 297.54284239 205.51951784 297.54284239 214.88763523 286.11048822 98.36972003 390.17834071 133.89133349 390.17834071 366.83832216 410.60558558 403.77275369 410.60558558 Algorithm Algorithm 567.61195584 373.55180313 572.75137882 382.45354486 572.50424698 382.36881426 585.89100256 355.60420914 536.98090757 452.60223581 537.68019513 452.60223581 73.91358728 464.31234810 342.76404893 464.31234810 450.36189377 462.71281006 537.55634345 462.71281006 73.40899223 475.49204299 98.42080100 475.49204299 484.57130849 600.21964477 539.48872459 600.21964477 74.22419608 611.84011099 142.06225496 611.84011099 75.05852121 598.81371399 469.41008651 598.81371399 unclear meaning Is SHA256 collision -resitant? at least as of today: for 46 out of 64 rounds of SHA-256 63.97537231 699.43594360 63.97537231 716.16601562 186.97523659 643.87112110 218.88639462 643.87112110 231.87403183 229.59834126 237.07367599 222.33955932 187.39411318 178.10127506 191.24966377 174.24572447 187.96501255 143.00963727 190.90224768 137.29961862 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 119.31671055 380.47575598 121.42680395 383.02010913 121.60466630 383.02010913 124.69386392 376.88090390 498.37628605 352.95475786 506.57611054 360.52642249 506.82430818 360.52642249 519.34299216 326.28043618 99.41009848 489.74006576 232.81514241 489.74006576 100.40469782 539.99378373 197.13181609 539.99378373 392.59496027 507.90503941 455.70657944 507.90503941 161.30967434 506.81019978 275.91578522 506.81019978 130.98343820 557.79595265 185.33995008 557.79595265 105.25897035 620.56158462 352.14150399 620.56158462 153.57143063 578.68965336 315.77507295 578.68965336 104.97475235 589.28106748 242.77561097 589.28106748 105.10854101 602.24744777 242.26251018 602.24744777 89.46123685 644.75337862 164.95895961 644.75337862 255.81511313 644.17024853 285.14530545 644.17024853 360.34735430 643.39764551 539.99183936 643.39764551 76.07328403 656.64023353 126.07734283 656.64023353 Algorithm 183.84251653 657.06081553 403.62258106 657.06081553 539.89140737 682.67042651 545.00117991 687.78019906 546.35688018 687.99115489 552.37086667 677.57462473 231.21569137 209.89998748 228.93769247 222.03785654 239.23911366 210.03147818 228.93769247 222.03785654 223.69057439 207.11337491 not this space at Algorithm 5... should also depend on the number of appended nodes, right? one node at a time they meant I guess 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 is another name for Merkle tree it seems - condition 1. seems indeed already fulfilled for Merkle trees Why mentioning MMR in these algorithms, as still not defined?? Maybe because for MMR it's the same algorithm? what does it mean in comparison with a Merkle tree? In fact `AppendLeaf` builds as MOSTLY intented step-by-step an extending Merkle tree could be interesting to see if can have completely what we intend, cf page 30 284.93151496 639.41826623 287.16005693 642.86669411 287.16005693 643.10546892 292.11215805 636.15404000 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 - 1 for starting to count by 0 it seems 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 64.68643188 492.80508423 64.68643188 728.07265611 This figure isn't mentioned anywhere space? don't know if even for disabled eyes it's an appropriate description 262.56609593 275.79671162 258.83254042 261.86289279 254.73802313 277.14383936 258.83254042 261.86289279 270.01896970 273.04932206 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 something like `new` would be appreciated 175.86248339 323.78870962 193.05075591 315.91527330 205.41671082 320.43852377 212.39847048 316.40760295 105.15584464 412.36477768 105.15584464 429.24449132 237.00576961 429.24449132 237.00576961 412.36477768 105.15584464 412.36477768 import math for n in range(2, 10): i = math.floor(math.log2(n - 1)) j = n - 2 ** i print(f'{n} = 2 ** {i} ({2 ** i}) + {j} {j <= 2 ** i}') nice illustration with letters and colors should verify this recursion termination but otherwise looks good to me - quite verified with my SVG example Before `return`s, assuming notation `r`: r <- PruneIfTooBig(r) In fact we don't care about the actual number of blocks of the MMR, so leaves denote periods here // This implementation is for the uniform case (that is not optimal, as their sampling function) n: blockchain length Algorithm 5' PruneIfTooBig(MMR root r): Returns new MMR root r' 1: if r.leaves >= 2 ** ceil(log2(n)): 2: r <- Prune(r) Algorithm 5'' Prune(MMR root r): Returns new MMR root r' // If at second to last lower level, then drop leaves. 1: if r.left.left = null: // don't need to verify r.right.right = null, as it's implied by r.left.left = null 2: r.left <- null 3: r.right <- null 4: r.leaves <- 1 5: else: 6: r.left <- Prune(r.left) 7: r.right <- Prune(r.right) 8: r.leaves <- r.left.leaves + r.right.leaves 81.98721313 153.70596313 81.98721313 69.27647634 69.80764771 535.16143799 69.80764771 717.90206760 73.86153778 490.49295319 107.81129823 490.49295319 Algorithm ... 512.38005602 172.78276028 516.39877048 179.74337791 spaces? 464.83284308 174.18431556 540.61004111 174.18431556 73.04996869 189.74070752 372.99810263 189.74070752 162.15026987 420.74532408 318.40385215 420.74532408 382.54540185 420.78160283 479.47582698 420.78160283 518.44567016 421.08750884 526.97413947 422.66697815 82.11305862 432.36379204 190.26407916 432.36379204 216.72336412 431.67179124 375.15457928 431.67179124 388.19782412 430.56859681 504.99292213 430.56859681 420.96825063 445.19151722 538.62431325 445.19151722 292.14454364 444.33514233 535.80344408 444.33514233 331.83308327 455.89455826 536.08223643 455.89455826 73.04913321 467.10212544 442.46269513 467.10212544 186.88007808 477.21524919 189.46418971 480.77497669 189.46418971 480.91773168 193.90241077 474.81840551 216.89524891 480.46345489 359.74618760 480.46345489 this paragraph looks important missing illustration like my MMR SVG to show how this M_i construction looks like to give the intuition and it seems that they don't give the intuition by describing 536.71107360 448.44714749 539.49385703 450.73350118 539.74181351 450.73350118 541.87457682 440.64266836 73.93167497 502.02395421 129.00924933 502.02395421 113.14219124 492.77494000 359.20083682 492.77494000 287.15196053 457.39327031 418.91292811 457.39327031 428.07640513 456.78185450 521.58380636 456.78185450 95.91103366 464.76410984 98.18605236 468.70455782 98.05927488 468.77508229 102.87263476 461.16384867 the proof notation is a bit misleading it's not a product of elements but a proof that the given element is commited by the given root so: 163.67437360 373.32129356 163.67437360 388.10235674 563.90519642 388.10235674 563.90519642 373.32129356 163.67437360 373.32129356 226.65237235 427.34011532 275.37277048 410.85268074 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 is correct on my example 212.32276547 463.49230363 214.32098216 465.49052033 214.32099078 465.49051172 217.34604041 460.25097206 seems correct 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 286.54373161 457.81950256 537.03990174 457.81950256 74.22714180 469.74770078 439.38562307 469.74770078 31.23838574 363.38996319 70.62061884 453.28502050 77.19336465 394.14916833 70.62061884 453.28502050 22.69384149 418.02492957 591.81818554 368.51419027 541.24829465 440.09076969 595.27923034 415.17274432 541.24829465 440.09076969 546.68411951 380.83959411 440.25080273 544.07745149 394.26119884 481.09071896 400.62000525 540.24995815 394.26119884 481.09071896 448.67400605 505.16345066 150.44954596 99.71400622 398.13100938 99.71400622 412.64112322 98.40521499 536.90487973 98.40521499 73.40484929 111.54847572 90.27611340 112.78955007 124.11632378 109.95141829 145.79570234 112.08835039 once have cleanly understood MMR, verify statements relying on it like need last block, B and can prove ... IIRC 138.14011079 142.36966875 534.55272856 142.36966875 73.62481290 155.17327700 477.18955769 155.17327700 94.94037898 109.85596693 98.49622194 112.86910148 98.49622194 113.10789352 103.93203112 104.64397145 538.30916461 141.97125709 540.47131613 144.87614109 540.47131613 144.87614109 543.40303882 135.85651332 479.95677545 153.58938052 483.01104659 157.61222195 483.01104659 157.86041959 490.63216816 146.39044301 commits should be better defined