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0.988505 0.988832 0.989159 0.989468 0.989776 0.990085 0.990393 0.990683 0.990973 0.991263 0.991553 0.991825 0.992096 0.992368 0.992639 0.992892 0.993145 0.993398 0.993651 0.993885 0.99412 0.994354 0.994589 0.994804 0.99502 0.995236 0.995452 0.995649 0.995846 0.996043 0.99624 0.996418 0.996597 0.996775 0.996954 0.997113 0.997273 0.997433 0.997593 0.997734 0.997874 0.998016 0.998156 0.998279 0.998401 0.998523; #A 1000 0.998645 0.998749 0.998852 0.998956 0.999059 0.999144 0.999228 0.999313 0.999398 0.999464 0.99953 0.999595 0.999661 0.999708 0.999755 0.999802 0.999849 0.999878 0.999906 0.999934 0.999962 0.999972 0.999981 0.999991 1 0.999991 0.999981 0.999972 0.999962 0.999934 0.999906 0.999878 0.999849 0.999802 0.999755 0.999708 0.999661 0.999595 0.999529 0.999463 0.999398 0.999313 0.999228 0.999144 0.999059 0.998955 0.998852 0.998749 0.998645 0.998523 0.998401 0.998278 0.998156 0.998015 0.997874 0.997733 0.997592 0.997432 0.997273 0.997113 0.996953 0.996775 0.996596 0.996418 0.996239 0.996042 0.995845 0.995648 0.995451 0.995235 0.995019 0.994804 0.994588 0.994354 0.994119 0.993885 0.99365 0.993397 0.993144 0.992891 0.992638 0.992367 0.992095 0.991824 0.991552 0.991262 0.990972 0.990682 0.990392 0.990084 0.989775 0.989467 0.989158 0.988831 0.988504 0.988177 0.987851 0.987505 0.98716 0.986815 0.986469 0.986106 0.985742 0.985379 0.985015 0.984633 0.984251 0.983869 0.983488 0.983088 0.982687 0.982287 0.981887 0.981469 0.981051 0.980633 0.980215 0.979778 0.979342 0.978906 0.978469 0.978015 0.977561 0.977107 0.976652 0.97618 0.975708 0.975236 0.974763 0.974273 0.973783 0.973293 0.972803 0.972295 0.971787 0.971279 0.970771 0.970245 0.96972 0.969194 0.968669 0.968125 0.967582 0.967039 0.966495 0.965935 0.965374 0.964813 0.964252 0.963674 0.963095 0.962517 0.961939 0.961343 0.960747 0.960152 0.959556 0.958943 0.95833 0.957717 0.957104 0.956474 0.955843 0.955213 0.954583 0.953936 0.953288 0.952641 0.951993 0.951329 0.950665 0.95 0.949336 0.948655 0.947973 0.947292 0.946611 0.945913 0.945215 0.944517 0.943818 0.943104 0.942389 0.941674 0.940959 0.940228 0.939496 0.938765 0.938034 0.937286 0.936538 0.93579 0.935042 0.934278 0.933514 0.932749 0.931985 0.931204 0.930424 0.929643 0.928863 0.928066 0.927269 0.926473 0.925676 0.924863 0.924051 0.923238 0.922425 0.921597 0.920768 0.919939 0.919111 0.918266 0.917422 0.916578 0.915733 0.914873 0.914013 0.913153 0.912293 0.911417 0.910542 0.909666 0.908791 0.9079 0.907009 0.906118 0.905227 0.904321 0.903414 0.902508 0.901602 0.900681 0.899759 0.898838 0.897917 0.89698 0.896044 0.895108 0.894171 0.89322 0.892269 0.891318 0.890367 0.889401 0.888435 0.887469 0.886503 0.885523 0.884542 0.883562 0.882582 0.881587 0.880592 0.879597 0.878602 0.877593 0.876584 0.875575 0.874566 0.873543 0.87252 0.871497 0.870473 0.869436 0.868399 0.867362 0.866325 0.865274 0.864223 0.863172 0.862121 0.861057 0.859992 0.858928 0.857863 0.856785 0.855707 0.854629 0.853551 0.85246 0.851368 0.850277 0.849186 0.848081 0.846977 0.845872 0.844768 0.84365 0.842533 0.841416 0.840298 0.839168 0.838037 0.836907 0.835777 0.834634 0.833491 0.832348 0.831205 0.83005 0.828895 0.827739 0.826584 0.825416 0.824249 0.823081 0.821913 0.820733 0.819554 0.818374 0.817194 0.816002 0.814811 0.813619 0.812427 0.811224 0.81002 0.808817 0.807613 0.806398 0.805183 0.803968 0.802753 0.801526 0.8003 0.799073 0.797847 0.796609 0.795372 0.794134 0.792896 0.791647 0.790399 0.78915 0.787901 0.786642 0.785382 0.784123 0.782863 0.781593 0.780323 0.779052 0.777782 0.776502 0.775221 0.77394 0.77266 0.771369 0.770078 0.768787 0.767496 0.766195 0.764894 0.763593 0.762292 0.760981 0.75967 0.758359 0.757048 0.755728 0.754407 0.753087 0.751766 0.750436 0.749106 0.747776 0.746446 0.745107 0.743767 0.742428 0.741089 0.73974 0.738392 0.737044 0.735695 0.734338 0.732981 0.731623 0.730266 0.7289 0.727534 0.726168 0.724802 0.723428 0.722054 0.720679 0.719305 0.717922 0.71654 0.715157 0.713774 0.712384 0.710993 0.709602 0.708211 0.706813 0.705414 0.704016 0.702617 0.701211 0.699805 0.698399 0.696993 0.695579 0.694165 0.692752 0.691338 0.689917 0.688497 0.687076 0.685655 0.684227 0.6828 0.681372 0.679944 0.678509 0.677075 0.67564 0.674206 0.672765 0.671324 0.669882 0.668441 0.666994 0.665546 0.664099 0.662652 0.661198 0.659744 0.658291 0.656837 0.655378 0.653918 0.652459 0.650999 0.649534 0.648069 0.646604 0.645139 0.643668 0.642197 0.640727 0.639256 0.63778 0.636304 0.634828 0.633353 0.631872 0.630391 0.62891 0.627429 0.625943 0.624458 0.622972 0.621486 0.619996 0.618506 0.617015 0.615525 0.614031 0.612536 0.611041 0.609547 0.608048 0.606549 0.605051 0.603552 0.602049 0.600546 0.599044 0.597541 0.596035 0.594529 0.593022 0.591516 0.590006 0.588496 0.586987 0.585477 0.583964 0.582451 0.580938 0.579425 0.577909 0.576393 0.574877 0.573361 0.571842 0.570324 0.568805 0.567286 0.565765 0.564244 0.562723 0.561201 0.559678 0.558154 0.556631 0.555107 0.553581 0.552056 0.55053 0.549004 0.547477 0.545949 0.544422 0.542894 0.541365 0.539836 0.538307 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0.366639 0.365163 0.363687 0.362212 0.360736 0.359265 0.357794 0.356324 0.354853 0.353388 0.351923 0.350458 0.348993 0.347533 0.346074 0.344614 0.343155 0.341701 0.340247 0.338794 0.33734 0.335893 0.334445 0.332998 0.331551 0.330109 0.328668 0.327227 0.325786 0.324352 0.322917 0.321483 0.320048 0.31862 0.317192 0.315765 0.314337 0.312916 0.311495 0.310075 0.308654 0.30724 0.305827 0.304413 0.302999 0.301593 0.300187 0.298781 0.297375 0.295976 0.294578 0.293179 0.291781 0.29039 0.288999 0.287609 0.286218 0.284835 0.283453 0.28207 0.280687 0.279313 0.277939 0.276564 0.27519 0.273824 0.272458 0.271092 0.269726 0.268369 0.267012 0.265654 0.264297 0.262949 0.2616 0.260252 0.258904 0.257564 0.256225 0.254886 0.253547 0.252217 0.250886 0.249556 0.248226 0.246906 0.245585 0.244265 0.242944 0.241633 0.240323 0.239012 0.237701 0.2364 0.235099 0.233798 0.232497 0.231206 0.229915 0.228624 0.227333 0.226053 0.224772 0.223491 0.222211 0.22094 0.21967 0.2184 0.21713 0.21587 0.214611 0.213351 0.212092 0.210843 0.209594 0.208346 0.207097 0.205859 0.204622 0.203384 0.202146 0.20092 0.199693 0.198467 0.19724 0.196025 0.19481 0.193595 0.19238 0.191177 0.189973 0.18877 0.187566 0.186374 0.185183 0.183991 0.182799 0.181619 0.18044 0.17926 0.17808 0.176913 0.175745 0.174577 0.17341 0.172254 0.171099 0.169943 0.168788 0.167645 0.166502 0.165359 0.164217 0.163086 0.161956 0.160826 0.159696 0.158578 0.157461 0.156343 0.155226 0.154121 0.153017 0.151912 0.150808 0.149717 0.148625 0.147534 0.146443 0.145365 0.144287 0.143209 0.142131 0.141066 0.140002 0.138937 0.137873 0.136822 0.135771 0.13472 0.133669 0.132632 0.131595 0.130558 0.129521 0.128498 0.127474 0.126451 0.125428 0.124419 0.12341 0.122401 0.121392 0.120397 0.119402 0.118408 0.117413 0.116432 0.115452 0.114472 0.113491 0.112525 0.11156 0.110594 0.109628 0.108677 0.107726 0.106774 0.105823 0.104887 0.103951 0.103014 0.102078 0.101157 0.100236 0.0993142 0.0983929 0.0974867 0.0965805 0.0956743 0.0947681 0.0938772 0.0929862 0.0920953 0.0912043 0.0903288 0.0894532 0.0885777 0.0877021 0.0868421 0.0859821 0.085122 0.084262 0.0834177 0.0825733 0.0817289 0.0808845 0.080056 0.0792273 0.0783987 0.0775701 0.0767575 0.0759448 0.0751321 0.0743194 0.0735227 0.0727261 0.0719294 0.0711327 0.0703522 0.0695717 0.0687912 0.0680107 0.0672464 0.0664822 0.0657179 0.0649537 0.0642058 0.0634579 0.06271 0.0619622 0.0612308 0.0604994 0.059768 0.0590366 0.0583218 0.0576071 0.0568923 0.0561775 0.0554794 0.0547814 0.0540833 0.0533852 0.052704 0.0520227 0.0513414 0.0506602 0.0499958 0.0493315 0.0486672 0.0480028 0.0473555 0.0467082 0.0460609 0.0454136 0.0447834 0.0441532 0.0435229 0.0428927 0.0422797 0.0416667 0.0410537 0.0404407 0.039845 0.0392494 0.0386536 0.038058 0.0374796 0.0369014 0.036323 0.0357447 0.0351839 0.0346231 0.0340623 0.0335014 0.0329582 0.0324149 0.0318717 0.0313284 0.0308028 0.0302772 0.0297516 0.0292259 0.0287181 0.0282102 0.0277023 0.0271944 0.0267043 0.0262142 0.0257241 0.025234 0.0247618 0.0242896 0.0238174 0.0233451 0.0228909 0.0224366 0.0219823 0.0215281 0.0210918 0.0206555 0.0202193 0.019783 0.0193648 0.0189467 0.0185285 0.0181103 0.0177103 0.0173103 0.0169102 0.0165102 0.0161284 0.0157465 0.0153647 0.0149829 0.0146193 0.0142557 0.0138922 0.0135286 0.0131833 0.0128381 0.0124928 0.0121476 0.0118207 0.0114938 0.0111669 0.01084 0.0105315 0.0102231 0.00991464 0.00960615 0.00931615 0.00902611 0.0087361 0.0084461 0.0081746 0.0079031 0.0076316 0.0073601 0.00710714 0.00685418 0.00660124 0.00634828 0.00611392 0.00587955 0.00564519; #A 2000 0.00541082 0.00519508 0.00497931 0.00476357 0.00454783 0.00435072 0.00415364 0.00395656 0.00375944 0.00358105 0.00340265 0.00322422 0.00304583 0.00288612 0.00272644 0.00256673 0.00240701 0.00226605 0.00212508 0.00198412 0.00184315 0.00172094 0.00159872 0.00147653 0.00135431 0.00125086 0.00114745 0.00104401 0.000940561 0.000855923 0.000771254 0.000686586 0.000601947 0.000536114 0.000470281 0.000404418 0.000338584 0.000291556 0.000244498 0.00019747 0.000150442 0.000122219 9.39965e-005 6.58035e-005 3.75807e-005 2.8193e-005 1.87755e-005 9.38773e-006; #X coords 0 1 2047 0 100 50 1; #X restore 520 480 graph; #X obj 69 339 cnv 15 70 47 empty empty empty 20 12 0 14 -233145 -66577 0; #X obj 79 366 block~; #X msg 79 345 set \$1 4; #X obj 424 107 expr pow(2 \, $f1/1200); #X floatatom 424 55 0 0 0 0 - - -; #X obj 46 98 bang~; #X obj 90 125 +; #X obj 46 137 f; #X floatatom 105 58 5 0 0 0 - - -, f 5; #X text 141 56 speed (%); #X obj 105 10 inlet; #X text 385 55 cents; #X obj 100 288 s \$0-window_ms; #X obj 436 167 r \$0-window_ms; #X obj 46 173 expr $f1 / overlap_\$0 \; ($f1 + ((1 - ratio_\$0) * window_ms_\$0)) / overlap_\$0; #X obj 90 149 zexy/wrap; #X obj 436 193 expr $f1 / overlap_\$0; #X obj 141 127 r \$0-buff_ms; #X obj 74 85 expr ((1 - $f1/100) * window_ms_\$0) / overlap_\$0; #X obj 64 643 samplerate~; #X obj 64 666 / 1000; #X obj 64 690 v sr_Khz; #X obj 64 553 \$0; #X obj 64 530 loadbang; #X obj 142 665 v overlap_\$0; #X msg 142 639 4; #X msg 64 575 bang \; \$1-window 2048 \; \$1-cents -100 \; \$1-speed 90; #X obj 589 328 loadbang; #X msg 589 351 60000; #X obj 589 377 s \$0-buff_ms; #X obj 291 354 pong~ 1; #X obj 418 354 pong~ 1; #X obj 457 328 r \$0-buff_ms; #X obj 290 378 vd~ \$0-ring_buffer; #X obj 418 377 vd~ \$0-ring_buffer; #X text 476 353 buffer size =>; #X obj 645 284 cnv 12 12 12 empty empty 4 2 8 0 14 -259737 -66577 0 ; #X obj 201 175 cnv 12 12 12 empty empty 1 2 8 0 14 -259737 -66577 0 ; #X obj 383 177 cnv 12 12 12 empty empty 2 2 8 0 14 -259737 -66577 0 ; #X obj 570 195 cnv 12 12 12 empty empty 3 2 8 0 14 -259737 -66577 0 ; #X obj 533 58 cnv 12 12 12 empty empty * 2 8 0 14 -259737 -66577 0 ; #X text 554 56 Divide it all by overlap!; #X obj 484 233 expr~ window_ms_\$0 / overlap_\$0; #X obj 484 280 expr~ $v1 / overlap_\$0; #X obj 484 255 expr~ $v1 * ratio_\$0; #X obj 633 255 cnv 12 12 12 empty empty * 2 8 0 14 -204800 -66577 0 ; #X obj 534 78 cnv 12 12 12 empty empty * 2 8 0 14 -204800 -66577 0 ; #X text 553 74 Times ratio; #X obj 788 83 cnv 12 12 12 empty empty 1 2 8 0 14 -259737 -66577 0 ; #X obj 788 138 cnv 12 12 12 empty empty 2 2 8 0 14 -259737 -66577 0 ; #X obj 789 173 cnv 12 12 12 empty empty 3 2 8 0 14 -259737 -66577 0 ; #X obj 789 278 cnv 12 12 12 empty empty * 2 8 0 14 -204800 -66577 0 ; #X obj 789 209 cnv 12 12 12 empty empty 4 2 8 0 14 -259737 -66577 0 ; #X text 813 136 same as above; #X text 811 271 pitchshifting is actually done (in both our patches) by stretching/contracting the reading size. to get the back window in phase with the front on you have to consider the stretching/contracting for the offset.; #X text 812 77 because ms are sample rate depended. e.g. in this subpatch 1000 ms is 176400 samples where for the [delwrite~] outside the subpatch it's 44100 samples.; #X obj 324 87 cnv 12 12 12 empty empty x 2 8 0 14 -4034 -66577 0; #X text 814 168 analogues to x.; #X text 812 205 same as 1 and 2 curiously you have to divide by the overlapping factor twice. the first one is because you want an offset of 1/4 window \, the second one is to correct for the upsampling.; #X connect 0 0 62 0; #X connect 1 0 25 0; #X connect 2 0 36 0; #X connect 6 0 7 0; #X connect 7 0 17 0; #X connect 10 0 12 0; #X connect 11 0 12 1; #X connect 12 0 6 0; #X connect 12 0 8 0; #X connect 12 1 6 1; #X connect 12 1 9 0; #X connect 14 0 24 0; #X connect 15 0 13 0; #X connect 15 0 44 0; #X connect 15 1 16 0; #X connect 17 0 5 0; #X connect 19 0 12 2; #X connect 19 1 12 3; #X connect 20 0 19 0; #X connect 21 0 20 1; #X connect 21 0 23 1; #X connect 21 0 7 1; #X connect 22 0 12 4; #X connect 22 1 12 5; #X connect 23 0 22 0; #X connect 24 0 18 0; #X connect 24 1 15 0; #X connect 24 1 34 0; #X connect 25 0 27 0; #X connect 27 0 0 0; #X connect 27 0 63 0; #X connect 34 0 33 0; #X connect 35 0 26 0; #X connect 36 0 35 0; #X connect 37 0 39 0; #X connect 38 0 47 0; #X connect 39 0 38 0; #X connect 39 0 46 0; #X connect 40 0 50 0; #X connect 42 0 40 0; #X connect 45 0 48 0; #X connect 46 0 1 0; #X connect 46 1 1 1; #X connect 47 0 39 1; #X connect 48 0 1 2; #X connect 49 0 47 1; #X connect 50 0 38 1; #X connect 51 0 52 0; #X connect 52 0 53 0; #X connect 54 0 58 0; #X connect 55 0 54 0; #X connect 57 0 56 0; #X connect 58 0 51 0; #X connect 58 0 57 0; #X connect 59 0 60 0; #X connect 60 0 61 0; #X connect 62 0 65 0; #X connect 63 0 66 0; #X connect 64 0 63 2; #X connect 64 0 62 2; #X connect 65 0 20 0; #X connect 66 0 23 0; #X connect 74 0 76 0; #X connect 75 0 0 1; #X connect 76 0 75 0; #X restore 302 350 pd pvoc_Shift-Stretch; #X connect 0 0 22 2; #X connect 1 0 22 0; #X connect 2 0 22 1; #X connect 4 0 2 0; #X connect 5 0 2 0; #X connect 6 0 2 0; #X connect 10 0 23 1; #X connect 10 0 0 0; #X connect 12 0 10 0; #X connect 13 0 23 0; #X connect 13 0 1 0; #X connect 15 0 17 0; #X connect 16 0 8 0; #X connect 17 0 18 0; #X connect 18 0 19 0; #X connect 19 0 16 0; #X connect 20 0 17 1; #X connect 21 0 15 0; #X connect 22 0 7 0; #X connect 22 0 7 1; #X connect 23 0 11 0; #X connect 23 0 11 1;