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Let the snail crawl: Animated density curves

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Previously, I’ve plotted a ridgeline based on a variable’s density through time. It might look nice but it’s quite obvious that time can be visualized in a more fitting way – by time itself, in an animated plot that is. So, let’s fire up the {gganimate} package again.

My goal is to show a moving kernel density curve as it moves through time, based on a moving window of 30 days sliding from the past to the present. It would also be nice to see earlier stages as shadows in the animated plot. But first, let’s get the data again:

temp <- tempfile()
download.file("https://www.owid.de/plus/cowidplus2020/data/unigram-results.csv.zip",
              temp)
con <- unz(temp, "unigram-results.csv")
res <- read.table(con, sep = ",", header = T)
unlink(temp)
scroll_box(kable_styling(kable(res)),
           width = "100%", height = "400px")
date tok rel.ent redundancy msttr top100share week.day weekend
2020-01-01 51369 0.7952043 0.2047957 0.6340588 0.4388250 4 Weekday
2020-01-02 68452 0.7968620 0.2031380 0.6636471 0.4134138 5 Weekday
2020-01-03 74528 0.7904068 0.2095932 0.6597047 0.4211571 6 Weekday
2020-01-04 47749 0.8054274 0.1945726 0.6518526 0.4211607 7 Weekend
2020-01-05 55207 0.7954869 0.2045131 0.6402364 0.4309961 1 Weekend
2020-01-06 71235 0.7938855 0.2061145 0.6636197 0.4147399 2 Weekday
2020-01-07 81513 0.7909694 0.2090306 0.6667117 0.4177002 3 Weekday
2020-01-08 81895 0.7879631 0.2120369 0.6622699 0.4225411 4 Weekday
2020-01-09 81108 0.7931069 0.2068931 0.6703951 0.4108596 5 Weekday
2020-01-10 83265 0.7920327 0.2079673 0.6728795 0.4125023 6 Weekday
2020-01-11 52040 0.8058137 0.1941863 0.6517308 0.4163336 7 Weekend
2020-01-12 55119 0.8048257 0.1951743 0.6590182 0.4151382 1 Weekend
2020-01-13 80103 0.7939123 0.2060877 0.6724250 0.4075752 2 Weekday
2020-01-14 84188 0.7936109 0.2063891 0.6788452 0.4075759 3 Weekday
2020-01-15 81905 0.7960199 0.2039801 0.6784049 0.4054331 4 Weekday
2020-01-16 88650 0.7907580 0.2092420 0.6733107 0.4111788 5 Weekday
2020-01-17 84255 0.7954551 0.2045449 0.6822381 0.4046169 6 Weekday
2020-01-18 55478 0.7993700 0.2006300 0.6422545 0.4208515 7 Weekend
2020-01-19 54796 0.8027303 0.1972697 0.6534862 0.4181327 1 Weekend
2020-01-20 82544 0.7945252 0.2054748 0.6760727 0.4062924 2 Weekday
2020-01-21 84487 0.7927262 0.2072738 0.6727500 0.4096488 3 Weekday
2020-01-22 84811 0.7938524 0.2061476 0.6788521 0.4048649 4 Weekday
2020-01-23 82327 0.7928354 0.2071646 0.6726829 0.4049218 5 Weekday
2020-01-24 85756 0.7902831 0.2097169 0.6721053 0.4071552 6 Weekday
2020-01-25 57620 0.7984417 0.2015583 0.6458609 0.4217806 7 Weekend
2020-01-26 51484 0.8064711 0.1935289 0.6568235 0.4136237 1 Weekend
2020-01-27 81112 0.7933556 0.2066444 0.6742469 0.4104448 2 Weekday
2020-01-28 84583 0.7897648 0.2102352 0.6635503 0.4152962 3 Weekday
2020-01-29 89950 0.7909319 0.2090681 0.6734637 0.4097721 4 Weekday
2020-01-30 89090 0.7885952 0.2114048 0.6753146 0.4086654 5 Weekday
2020-01-31 84957 0.7871475 0.2128525 0.6664970 0.4188825 6 Weekday
2020-02-01 54682 0.8013665 0.1986335 0.6520367 0.4206686 7 Weekend
2020-02-02 55367 0.7968999 0.2031001 0.6442364 0.4297506 1 Weekend
2020-02-03 79531 0.7919761 0.2080239 0.6699371 0.4140398 2 Weekday
2020-02-04 85264 0.7915730 0.2084270 0.6708000 0.4101379 3 Weekday
2020-02-05 89622 0.7814496 0.2185504 0.6517207 0.4264578 4 Weekday
2020-02-06 85800 0.7865656 0.2134344 0.6637661 0.4219697 5 Weekday
2020-02-07 82222 0.7906027 0.2093973 0.6698902 0.4141227 6 Weekday
2020-02-08 56285 0.7992940 0.2007060 0.6461429 0.4210713 7 Weekend
2020-02-09 61222 0.7917481 0.2082519 0.6369016 0.4372284 1 Weekend
2020-02-10 85419 0.7854907 0.2145093 0.6594706 0.4244957 2 Weekday
2020-02-11 83886 0.7890498 0.2109502 0.6658683 0.4135017 3 Weekday
2020-02-12 84191 0.7921862 0.2078138 0.6731667 0.4101389 4 Weekday
2020-02-13 80507 0.7950453 0.2049547 0.6778012 0.4072068 5 Weekday
2020-02-14 84980 0.7912255 0.2087745 0.6719408 0.4072605 6 Weekday
2020-02-15 54358 0.7995883 0.2004117 0.6440000 0.4209868 7 Weekend
2020-02-16 53686 0.8026761 0.1973239 0.6579813 0.4191409 1 Weekend
2020-02-17 82349 0.7938916 0.2061084 0.6710000 0.4100353 2 Weekday
2020-02-18 86044 0.7909025 0.2090975 0.6725581 0.4087560 3 Weekday
2020-02-19 83368 0.7928467 0.2071533 0.6730482 0.4060191 4 Weekday
2020-02-20 91217 0.7798272 0.2201728 0.6534066 0.4271024 5 Weekday
2020-02-21 82436 0.7890917 0.2109083 0.6633171 0.4145883 6 Weekday
2020-02-22 55111 0.7992130 0.2007870 0.6494364 0.4218940 7 Weekend
2020-02-23 67455 0.7875844 0.2124156 0.6373284 0.4369580 1 Weekend
2020-02-24 85232 0.7830546 0.2169454 0.6533882 0.4262601 2 Weekday
2020-02-25 84383 0.7871764 0.2128236 0.6623214 0.4260574 3 Weekday
2020-02-26 79735 0.7904838 0.2095162 0.6664151 0.4148241 4 Weekday
2020-02-27 84444 0.7867161 0.2132839 0.6656429 0.4203614 5 Weekday
2020-02-28 83600 0.7850317 0.2149683 0.6577485 0.4236603 6 Weekday
2020-02-29 54067 0.7963609 0.2036391 0.6365370 0.4316496 7 Weekend
2020-03-01 52026 0.7990732 0.2009268 0.6448846 0.4306116 1 Weekend
2020-03-02 82670 0.7868875 0.2131125 0.6608364 0.4215072 2 Weekday
2020-03-03 87192 0.7857865 0.2142135 0.6616207 0.4180773 3 Weekday
2020-03-04 81912 0.7851150 0.2148850 0.6545644 0.4236254 4 Weekday
2020-03-05 77082 0.7903705 0.2096295 0.6671169 0.4177888 5 Weekday
2020-03-06 80540 0.7886634 0.2113366 0.6593416 0.4206978 6 Weekday
2020-03-07 51735 0.8009777 0.1990223 0.6432816 0.4225573 7 Weekend
2020-03-08 51397 0.7971364 0.2028636 0.6420588 0.4321069 1 Weekend
2020-03-09 81043 0.7815881 0.2184119 0.6516790 0.4300803 2 Weekday
2020-03-10 82885 0.7826860 0.2173140 0.6507273 0.4273270 3 Weekday
2020-03-11 60200 0.7919958 0.2080042 0.6478833 0.4278239 4 Weekday
2020-03-12 81978 0.7812868 0.2187132 0.6501718 0.4297007 5 Weekday
2020-03-13 84085 0.7760214 0.2239786 0.6355952 0.4444550 6 Weekday
2020-03-14 42858 0.8008339 0.1991661 0.6368471 0.4405245 7 Weekend
2020-03-15 59580 0.7864733 0.2135267 0.6226891 0.4475327 1 Weekend
2020-03-16 84271 0.7776921 0.2223079 0.6440000 0.4374340 2 Weekday
2020-03-17 88512 0.7784378 0.2215622 0.6460000 0.4343592 3 Weekday
2020-03-18 84720 0.7780674 0.2219326 0.6529349 0.4356941 4 Weekday
2020-03-19 88220 0.7791581 0.2208419 0.6542159 0.4336205 5 Weekday
2020-03-20 85200 0.7782588 0.2217412 0.6534353 0.4371127 6 Weekday
2020-03-21 54122 0.7906716 0.2093284 0.6357778 0.4476368 7 Weekend
2020-03-22 56133 0.7887630 0.2112370 0.6340714 0.4468673 1 Weekend
2020-03-23 88065 0.7779287 0.2220713 0.6543864 0.4327485 2 Weekday
2020-03-24 86467 0.7781631 0.2218369 0.6490233 0.4314710 3 Weekday
2020-03-25 85078 0.7800776 0.2199224 0.6569294 0.4332495 4 Weekday
2020-03-26 86411 0.7804191 0.2195809 0.6583953 0.4330467 5 Weekday
2020-03-27 92292 0.7762086 0.2237914 0.6413804 0.4359966 6 Weekday
2020-03-28 51952 0.7926929 0.2073071 0.6371650 0.4424854 7 Weekend
2020-03-29 57823 0.7917336 0.2082664 0.6413043 0.4370406 1 Weekend
2020-03-30 80659 0.7819309 0.2180691 0.6548075 0.4343719 2 Weekday
2020-03-31 84480 0.7802200 0.2197800 0.6532381 0.4353101 3 Weekday
2020-04-01 85961 0.7786752 0.2213248 0.6490175 0.4351043 4 Weekday
2020-04-02 87073 0.7769011 0.2230989 0.6514598 0.4346468 5 Weekday
2020-04-03 84070 0.7788110 0.2211890 0.6466667 0.4371714 6 Weekday
2020-04-04 49554 0.7908976 0.2091024 0.6248283 0.4517092 7 Weekend
2020-04-05 48712 0.7979905 0.2020095 0.6459175 0.4375924 1 Weekend
2020-04-06 84307 0.7802760 0.2197240 0.6476429 0.4332736 2 Weekday
2020-04-07 85712 0.7824181 0.2175819 0.6563392 0.4271164 3 Weekday
2020-04-08 83331 0.7806317 0.2193683 0.6509639 0.4336081 4 Weekday
2020-04-09 78347 0.7807241 0.2192759 0.6463205 0.4352687 5 Weekday
2020-04-10 55153 0.7874630 0.2125370 0.6386909 0.4432760 6 Weekday
2020-04-11 45844 0.7919326 0.2080674 0.6229451 0.4515967 7 Weekend
2020-04-12 46532 0.7939683 0.2060317 0.6211828 0.4479928 1 Weekend
2020-04-13 46158 0.7972272 0.2027728 0.6443913 0.4388405 2 Weekday
2020-04-14 82601 0.7812166 0.2187834 0.6468485 0.4319197 3 Weekday
2020-04-15 87951 0.7762814 0.2237186 0.6389257 0.4388807 4 Weekday
2020-04-16 84453 0.7799929 0.2200071 0.6520952 0.4335074 5 Weekday
2020-04-17 85067 0.7818723 0.2181277 0.6575765 0.4276041 6 Weekday
2020-04-18 45168 0.8024592 0.1975408 0.6518000 0.4320979 7 Weekend
2020-04-19 52811 0.7945292 0.2054708 0.6394286 0.4371627 1 Weekend
2020-04-20 85459 0.7807893 0.2192107 0.6520471 0.4287670 2 Weekday
2020-04-21 85699 0.7816108 0.2183892 0.6608421 0.4256409 3 Weekday
2020-04-22 72605 0.7863049 0.2136951 0.6667448 0.4250258 4 Weekday
2020-04-23 74505 0.7855832 0.2144168 0.6646846 0.4252198 5 Weekday
2020-04-24 71254 0.7867388 0.2132612 0.6637183 0.4243411 6 Weekday
2020-04-25 37658 0.8068960 0.1931040 0.6650933 0.4326571 7 Weekend
2020-04-26 40715 0.8057726 0.1942274 0.6658519 0.4312907 1 Weekend
2020-04-27 66813 0.7884818 0.2115182 0.6663008 0.4269379 2 Weekday
2020-04-28 76816 0.7863474 0.2136526 0.6612549 0.4225812 3 Weekday
2020-04-29 89663 0.7809773 0.2190227 0.6550950 0.4255155 4 Weekday
2020-04-30 87311 0.7808337 0.2191663 0.6495287 0.4293388 5 Weekday
2020-05-01 60206 0.7909618 0.2090382 0.6413167 0.4360695 6 Weekday
2020-05-02 51293 0.7989337 0.2010663 0.6497255 0.4316768 7 Weekend
2020-05-03 49731 0.8004099 0.1995901 0.6493535 0.4259717 1 Weekend
2020-05-04 88535 0.7824431 0.2175569 0.6577514 0.4234822 2 Weekday
2020-05-05 88475 0.7834158 0.2165842 0.6598409 0.4213055 3 Weekday
2020-05-06 92638 0.7778823 0.2221177 0.6508649 0.4303741 4 Weekday
2020-05-07 91437 0.7820580 0.2179420 0.6532857 0.4256264 5 Weekday
2020-05-08 84453 0.7850390 0.2149610 0.6592738 0.4223414 6 Weekday
2020-05-09 51197 0.7994368 0.2005632 0.6510000 0.4299275 7 Weekend
2020-05-10 53891 0.8016529 0.1983471 0.6541869 0.4235216 1 Weekend
2020-05-11 85920 0.7873753 0.2126247 0.6609474 0.4195996 2 Weekday
2020-05-12 84930 0.7875947 0.2124053 0.6670178 0.4180502 3 Weekday
2020-05-13 85600 0.7868008 0.2131992 0.6602222 0.4191822 4 Weekday
2020-05-14 89261 0.7887132 0.2112868 0.6687640 0.4121621 5 Weekday
2020-05-15 87291 0.7864209 0.2135791 0.6659310 0.4180156 6 Weekday
2020-05-16 51975 0.7936814 0.2063186 0.6355146 0.4378259 7 Weekend
2020-05-17 51627 0.7986468 0.2013532 0.6432816 0.4293102 1 Weekend
2020-05-18 84880 0.7863127 0.2136873 0.6616450 0.4203935 2 Weekday
2020-05-19 81332 0.7889221 0.2110779 0.6642222 0.4194659 3 Weekday
2020-05-20 82622 0.7884312 0.2115688 0.6600000 0.4203602 4 Weekday
2020-05-21 56207 0.7979912 0.2020088 0.6521429 0.4263170 5 Weekday
2020-05-22 81477 0.7905641 0.2094359 0.6581481 0.4165470 6 Weekday
2020-05-23 49221 0.7992516 0.2007484 0.6396327 0.4364804 7 Weekend
2020-05-24 54694 0.7997799 0.2002201 0.6502202 0.4228983 1 Weekend
2020-05-25 74895 0.7906728 0.2093272 0.6592081 0.4204687 2 Weekday
2020-05-26 83378 0.7893662 0.2106338 0.6613735 0.4171964 3 Weekday
2020-05-27 91648 0.7875543 0.2124457 0.6611585 0.4145972 4 Weekday
2020-05-28 88087 0.7875149 0.2124851 0.6614091 0.4156686 5 Weekday
2020-05-29 86512 0.7864848 0.2135152 0.6592139 0.4191095 6 Weekday
2020-05-30 53512 0.7959694 0.2040306 0.6414766 0.4369487 7 Weekend
2020-05-31 51556 0.8003557 0.1996443 0.6405825 0.4324618 1 Weekend
2020-06-01 54071 0.7962974 0.2037026 0.6345926 0.4358159 2 Weekday
2020-06-02 83127 0.7867177 0.2132823 0.6594578 0.4243146 3 Weekday
2020-06-03 88455 0.7862790 0.2137210 0.6537045 0.4219660 4 Weekday
2020-06-04 87886 0.7860459 0.2139541 0.6657257 0.4193273 5 Weekday
2020-06-05 88242 0.7872172 0.2127828 0.6661932 0.4166383 6 Weekday
2020-06-06 54976 0.7953259 0.2046741 0.6406239 0.4370271 7 Weekend
2020-06-07 55605 0.7966713 0.2033287 0.6492072 0.4285046 1 Weekend
2020-06-08 82064 0.7874663 0.2125337 0.6624756 0.4210494 2 Weekday
2020-06-09 89601 0.7847696 0.2152304 0.6605587 0.4189016 3 Weekday
2020-06-10 77899 0.7932600 0.2067400 0.6705290 0.4156536 4 Weekday
2020-06-11 72864 0.7941090 0.2058910 0.6657931 0.4173254 5 Weekday
2020-06-12 84881 0.7897289 0.2102711 0.6636095 0.4141327 6 Weekday
2020-06-13 53235 0.7989451 0.2010549 0.6438868 0.4260167 7 Weekend
2020-06-14 51290 0.8003585 0.1996415 0.6479216 0.4278222 1 Weekend
2020-06-15 84772 0.7878221 0.2121779 0.6583550 0.4184636 2 Weekday
2020-06-16 92423 0.7873055 0.2126945 0.6641630 0.4143233 3 Weekday
2020-06-17 94744 0.7861772 0.2138228 0.6634497 0.4133454 4 Weekday
2020-06-18 88026 0.7917873 0.2082127 0.6710455 0.4113785 5 Weekday
2020-06-19 89276 0.7877546 0.2122454 0.6675618 0.4143219 6 Weekday
2020-06-20 52775 0.8021089 0.1978911 0.6394095 0.4221885 7 Weekend
2020-06-21 56656 0.7950449 0.2049551 0.6438407 0.4307223 1 Weekend
2020-06-22 87640 0.7873336 0.2126664 0.6630857 0.4182223 2 Weekday
2020-06-23 89777 0.7865729 0.2134271 0.6611285 0.4194281 3 Weekday
2020-06-24 88766 0.7880260 0.2119740 0.6623503 0.4164207 4 Weekday
2020-06-25 84605 0.7895301 0.2104699 0.6669112 0.4161456 5 Weekday
2020-06-26 84494 0.7905411 0.2094589 0.6673810 0.4160059 6 Weekday
2020-06-27 54964 0.7987926 0.2012074 0.6384404 0.4261517 7 Weekend
2020-06-28 56807 0.7969920 0.2030080 0.6436460 0.4276762 1 Weekend
2020-06-29 84124 0.7883219 0.2116781 0.6624643 0.4170629 2 Weekday
2020-06-30 88676 0.7907854 0.2092146 0.6690056 0.4116334 3 Weekday
2020-07-01 87743 0.7903091 0.2096909 0.6673600 0.4118391 4 Weekday
2020-07-02 86797 0.7915112 0.2084888 0.6714913 0.4099796 5 Weekday
2020-07-03 84352 0.7902720 0.2097280 0.6673929 0.4127703 6 Weekday
2020-07-04 53235 0.7978670 0.2021330 0.6447736 0.4304311 7 Weekend
2020-07-05 51746 0.8033841 0.1966159 0.6558252 0.4213466 1 Weekend
2020-07-06 82812 0.7910371 0.2089629 0.6620000 0.4144931 2 Weekday
2020-07-07 84828 0.7897554 0.2102446 0.6623314 0.4158297 3 Weekday
2020-07-08 84062 0.7896631 0.2103369 0.6705000 0.4163831 4 Weekday
2020-07-09 86311 0.7926739 0.2073261 0.6723372 0.4093684 5 Weekday
2020-07-10 84805 0.7929638 0.2070362 0.6748166 0.4083014 6 Weekday
2020-07-11 49547 0.8060407 0.1939593 0.6550707 0.4212162 7 Weekend
2020-07-12 51368 0.8010080 0.1989920 0.6518824 0.4244861 1 Weekend
2020-07-13 82646 0.7919394 0.2080606 0.6681091 0.4141640 2 Weekday
2020-07-14 73796 0.7962172 0.2037828 0.6726939 0.4101306 3 Weekday
2020-07-15 86027 0.7915026 0.2084974 0.6719419 0.4106966 4 Weekday
2020-07-16 86186 0.7915558 0.2084442 0.6699884 0.4103219 5 Weekday
2020-07-17 70104 0.7975518 0.2024482 0.6681857 0.4120878 6 Weekday
2020-07-18 44889 0.8094752 0.1905248 0.6493933 0.4195237 7 Weekend
2020-07-19 54792 0.7978821 0.2021179 0.6497064 0.4267229 1 Weekend
2020-07-20 80080 0.7917029 0.2082971 0.6656875 0.4169456 2 Weekday
2020-07-21 81540 0.7884366 0.2115634 0.6643313 0.4206279 3 Weekday
2020-07-22 74658 0.7960022 0.2039978 0.6685101 0.4097618 4 Weekday
2020-07-23 76465 0.7943874 0.2056126 0.6706579 0.4128425 5 Weekday
2020-07-24 70332 0.7938776 0.2061224 0.6676143 0.4142211 6 Weekday
2020-07-25 41251 0.8093904 0.1906096 0.6457561 0.4192383 7 Weekend
2020-07-26 47499 0.8024417 0.1975583 0.6427447 0.4247879 1 Weekend
2020-07-27 72922 0.7947130 0.2052870 0.6621655 0.4150462 2 Weekday
2020-07-28 75943 0.7934655 0.2065345 0.6646093 0.4147979 3 Weekday
2020-07-29 68458 0.7956255 0.2043745 0.6653676 0.4157147 4 Weekday
2020-07-30 72801 0.7936889 0.2063111 0.6638069 0.4157773 5 Weekday

We will only need the columns date and top100share, which is a simple measure of lexical diversity. It’s the total frequency of the 100 most frequent types (different words) in the corpus on that day divided by the total frequency (column tok). So, on January 1st, 2020, approx. 43% of all tokens (running words) belonged to the 100 most frequent word forms.

The frequency curve should then show us the distribution of top100share in the 30 days that fall into the window at any given point in time. So, we cannot simply use date as the “transition variable” for {gganimate} because we need 30 data points for each curve and not only one (which would not work anyhow). My solution might be a bit expensive, but it works:

slw.df, the dataframe holding the sliding window data, is going to be much longer than our source dataframe, but we can now use the column begin as the “transition variable” because each animation step will get all values for the 30 days starting with the date in begin. Let’s do it:

library(data.table)
max.rows <- nrow(res) - 30
slw.df <- lapply(1:nrow(res), FUN = function (di) {
  if (di < max.rows) {
    ret <- res[di:(di + 30),]
    ret$begin <- as.Date(paste(min(ret$date)))
    ret
  }
})
slw.df <- rbindlist(slw.df)
nrow(slw.df) / nrow(res)
## [1] 26.46698

So, our plotting dataframe slw.df is approx. 26 times longer than our original dataset res. It might not be very parsimonious but it does the trick. If you have an idea how to do this more efficiently, let me know.

Now for creating the plot:

library(ggplot2)
library(gganimate)
gg <- ggplot(slw.df, aes(x = top100share, fill = factor(begin))) +
  geom_density(alpha = .5) +
  transition_time(begin) +
  ease_aes('cubic-in-out') +
  labs(title='30 days since {frame_time}', x = "", y = "Kernel density top100 frequency share") +
  shadow_mark(alpha = alpha/4, color = alpha("grey", .25)) +
  guides(fill = F) +
  theme(title = element_text(size = 18),
        axis.text.x = element_text(size = 14),
        axis.text.y = element_text(size = 14))

All we have to do now is animating the plot. For a preview, I like to use low parameters for frames per second fps and duration because rendering takes several minutes for higher fps and duration settings. If you want to see a higher-resolution rendering, you can check out my tweet related to this blog post. I’ve used fps = 25 and duration = 20 for the video you’re seeing there.

animate(gg, fps = 5, duration = 10, width = 500, height = 350, rewind = F)
< video controls autoplay width="450">< source 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type="video/mp4">

But also on a much lower temporal resolution, we’re seeing that the density curve is crawling to the right during March and April and crawls back afterwards. Basically, this animation transports the same information as the ridgeline plot which was divided by weeks. However, it encodes time by animation stages and the moving window adds some smoothness to the process. Also, it incorporates more data points into each density curve.

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