All language subtitles for 4-curious-counters

af Afrikaans
sq Albanian
am Amharic
ar Arabic
hy Armenian
az Azerbaijani
eu Basque
be Belarusian
bn Bengali
bs Bosnian
bg Bulgarian
ca Catalan
ceb Cebuano
ny Chichewa
zh-CN Chinese (Simplified)
zh-TW Chinese (Traditional)
co Corsican
hr Croatian
cs Czech
da Danish
nl Dutch
en English
eo Esperanto
et Estonian
tl Filipino
fi Finnish
fr French
fy Frisian
gl Galician
ka Georgian
de German
el Greek
gu Gujarati
ht Haitian Creole
ha Hausa
haw Hawaiian
iw Hebrew
hi Hindi
hmn Hmong
hu Hungarian
is Icelandic
ig Igbo
id Indonesian
ga Irish
it Italian
ja Japanese
jw Javanese
kn Kannada
kk Kazakh
km Khmer
ko Korean
ku Kurdish (Kurmanji)
ky Kyrgyz
lo Lao
la Latin
lv Latvian
lt Lithuanian
lb Luxembourgish
mk Macedonian
mg Malagasy
ms Malay
ml Malayalam
mt Maltese
mi Maori
mr Marathi
mn Mongolian
my Myanmar (Burmese)
ne Nepali
no Norwegian
ps Pashto
fa Persian
pl Polish
pt Portuguese Download
pa Punjabi
ro Romanian
ru Russian
sm Samoan
gd Scots Gaelic
sr Serbian
st Sesotho
sn Shona
sd Sindhi
si Sinhala
sk Slovak
sl Slovenian
so Somali
es Spanish
su Sundanese
sw Swahili
sv Swedish
tg Tajik
ta Tamil
te Telugu
th Thai
tr Turkish
uk Ukrainian
ur Urdu
uz Uzbek
vi Vietnamese
cy Welsh
xh Xhosa
yi Yiddish
yo Yoruba
zu Zulu
or Odia (Oriya)
rw Kinyarwanda
tk Turkmen
tt Tatar
ug Uyghur
Would you like to inspect the original subtitles? These are the user uploaded subtitles that are being translated: 1 00:00:02,000 --> 00:00:05,480 The natural world is full of extraordinary animals 2 00:00:05,480 --> 00:00:07,520 with amazing life histories. 3 00:00:07,520 --> 00:00:12,160 Yet, certain stories are more intriguing than others'. 4 00:00:14,160 --> 00:00:17,400 The mysteries of a butterfly's life cycle, 5 00:00:17,400 --> 00:00:20,600 or the strange biology of the emperor penguin. 6 00:00:20,600 --> 00:00:25,160 Some of these creatures were surrounded by fantastic 7 00:00:25,160 --> 00:00:27,520 myths and misunderstandings. 8 00:00:29,200 --> 00:00:32,440 Others have only recently revealed their secrets. 9 00:00:32,440 --> 00:00:37,240 These are the creatures that stand out from the crowd. 10 00:00:37,240 --> 00:00:41,720 The curiosities that I find particularly fascinating. 11 00:00:50,200 --> 00:00:52,160 At the turn of the 19th century, 12 00:00:52,160 --> 00:00:55,920 a German horse called Hans hit the headlines. 13 00:00:55,920 --> 00:00:57,800 It was claimed that he could perform 14 00:00:57,800 --> 00:01:00,400 complicated mathematical calculations. 15 00:01:01,600 --> 00:01:04,880 And Chinese records tell of a species of bamboo 16 00:01:04,880 --> 00:01:07,440 that seems able to count the years, 17 00:01:07,440 --> 00:01:11,360 for all individual plants growing in different parts of the world 18 00:01:11,360 --> 00:01:13,920 flower at exactly the same time. 19 00:01:15,200 --> 00:01:18,480 Can a horse and a plant truly count? 20 00:01:21,200 --> 00:01:25,120 In 1891, a retired German mathematics teacher 21 00:01:25,120 --> 00:01:30,880 called Wilhelm von Osten decided to do a very unusual thing. 22 00:01:30,880 --> 00:01:35,440 He began to teach maths to his horse, Hans. 23 00:01:36,640 --> 00:01:39,360 After four years, Hans was presented to the public 24 00:01:39,360 --> 00:01:42,320 to demonstrate his remarkable abilities. 25 00:01:42,320 --> 00:01:44,080 To everyone's amazement, 26 00:01:44,080 --> 00:01:47,360 he was able to count the number of people in the audience, 27 00:01:47,360 --> 00:01:51,000 perform complex arithmetic, read a clock, 28 00:01:51,000 --> 00:01:53,680 recognise and identify playing cards, 29 00:01:53,680 --> 00:01:56,640 and he knew the calendar of the whole year. 30 00:01:56,640 --> 00:02:00,840 To signal the correct answer, Hans tapped his hoof. 31 00:02:00,840 --> 00:02:03,760 He was accurate and consistent, 32 00:02:03,760 --> 00:02:08,600 and was declared worldwide as the first horse genius. 33 00:02:08,600 --> 00:02:11,200 It all seemed incredible. 34 00:02:14,400 --> 00:02:17,600 Could Hans the horse really count? 35 00:02:17,600 --> 00:02:21,400 And why might animals need to do so anyway? 36 00:02:21,400 --> 00:02:25,640 Well, it could help them keep track of the number within a group. 37 00:02:27,120 --> 00:02:30,240 They might need to know how many offspring they have. 38 00:02:32,120 --> 00:02:35,520 And, for many animals, it's an advantage to know 39 00:02:35,520 --> 00:02:39,120 if one quantity is smaller or larger than another. 40 00:02:43,040 --> 00:02:46,080 ROARING SOUNDS 41 00:02:46,080 --> 00:02:48,600 Studies of lions in the Serengeti 42 00:02:48,600 --> 00:02:51,800 suggest that they're able to count roars 43 00:02:51,800 --> 00:02:55,920 in order to assess the size of a competing pride. 44 00:03:00,840 --> 00:03:04,000 They estimate the number of challengers from the sound 45 00:03:04,000 --> 00:03:08,800 of the incoming roars, and compare this to the size of their own pride. 46 00:03:11,080 --> 00:03:15,680 They will only decide to defend themselves if their pride is larger. 47 00:03:16,840 --> 00:03:19,400 But it seems their counting is limited 48 00:03:19,400 --> 00:03:22,040 to no more than five or six roars. 49 00:03:25,040 --> 00:03:29,120 Could Hans the horse be drawing on his wild instincts 50 00:03:29,120 --> 00:03:31,000 to use numbers in this way? 51 00:03:33,160 --> 00:03:35,920 Wild horses live in small bands 52 00:03:35,920 --> 00:03:39,480 that can join up to form big herds of more than 100 animals. 53 00:03:41,160 --> 00:03:44,960 They have a dominant stallion, and a firm pecking order. 54 00:03:44,960 --> 00:03:48,120 Horses are not territorial, 55 00:03:48,120 --> 00:03:52,640 and have no great need to know the exact numbers in their own herd. 56 00:03:52,640 --> 00:03:54,360 Or another. 57 00:03:54,360 --> 00:03:58,080 But they do sometimes make judgments about quantity 58 00:03:58,080 --> 00:03:59,760 when choosing food. 59 00:04:02,680 --> 00:04:06,600 This basic ability to judge differences in amounts 60 00:04:06,600 --> 00:04:09,080 is the first step in the skill of counting. 61 00:04:09,080 --> 00:04:13,360 But what methods might animals use to assess numbers? 62 00:04:15,920 --> 00:04:18,080 There are several ways to keep count. 63 00:04:18,080 --> 00:04:21,200 We can count precisely to very high numbers, 64 00:04:21,200 --> 00:04:24,680 and have created number symbols that indicate exact amounts. 65 00:04:24,680 --> 00:04:29,640 So, we know that the number five, for example, indicates five objects. 66 00:04:29,640 --> 00:04:31,480 Even if we can't see them. 67 00:04:31,480 --> 00:04:35,120 Perhaps animals judge quantity in a similar way, 68 00:04:35,120 --> 00:04:38,240 and have their own pictorial shapes perhaps, in mind, 69 00:04:38,240 --> 00:04:40,320 that match an amount. 70 00:04:40,320 --> 00:04:44,200 Another idea is that animals judge differences in amount 71 00:04:44,200 --> 00:04:45,560 as an accumulation, 72 00:04:45,560 --> 00:04:48,560 just like filling a measuring tube with a liquid. 73 00:04:48,560 --> 00:04:52,000 Alternatively, the mind may have memory slots 74 00:04:52,000 --> 00:04:54,800 that store a limited number of objects 75 00:04:54,800 --> 00:04:58,120 in the same way as a filing cabinet stores cards. 76 00:04:58,120 --> 00:05:01,800 So, there could be several different ways in which animals 77 00:05:01,800 --> 00:05:03,880 judge quantity or amounts. 78 00:05:06,560 --> 00:05:11,520 Hans the horse appeared to count very precisely to high numbers. 79 00:05:11,520 --> 00:05:15,560 This seems an improbable feat for any animal. 80 00:05:17,440 --> 00:05:21,800 But, recently, an extraordinary discovery showed that an insect 81 00:05:21,800 --> 00:05:24,600 with a brain a fraction of the size of a horse's, 82 00:05:24,600 --> 00:05:27,000 can count with great accuracy. 83 00:05:27,000 --> 00:05:28,720 The ant. 84 00:05:32,000 --> 00:05:34,920 Ants are social animals that use scent trails 85 00:05:34,920 --> 00:05:38,120 and visual reference points to find their way around. 86 00:05:39,200 --> 00:05:42,200 But, in the desert, where scent evaporates, 87 00:05:42,200 --> 00:05:44,200 and the landscape is featureless, 88 00:05:44,200 --> 00:05:47,600 they nonetheless seem able to navigate successfully. 89 00:05:52,080 --> 00:05:57,520 In 2007, researchers investigated how Tunisian desert ants 90 00:05:57,520 --> 00:06:01,600 find their way home from foraging trips across barren plains. 91 00:06:01,600 --> 00:06:06,080 It's known that ants can measure and integrate two parameters - 92 00:06:06,080 --> 00:06:08,840 direction, and distance of travel. 93 00:06:08,840 --> 00:06:13,240 The desert sun helps an ant orientate its direction. 94 00:06:13,240 --> 00:06:15,760 But how do they measure distance? 95 00:06:15,760 --> 00:06:20,920 Experiments were performed to manipulate the ant's stride length 96 00:06:20,920 --> 00:06:24,800 to see if they were counting the number of footsteps that they took. 97 00:06:24,800 --> 00:06:26,960 Based on a featureless environment, 98 00:06:26,960 --> 00:06:31,560 ants learned to travel home to a set point. 99 00:06:32,560 --> 00:06:37,760 Then, stilt-like extensions were glued to their legs 100 00:06:37,760 --> 00:06:39,480 to lengthen their stride. 101 00:06:39,480 --> 00:06:42,720 These ants took the right number of steps, 102 00:06:42,720 --> 00:06:45,440 but, because of the increased leg length, 103 00:06:45,440 --> 00:06:48,520 they marched right past their goal. 104 00:06:48,520 --> 00:06:52,920 So, ants are able to log the number of steps that they take, 105 00:06:52,920 --> 00:06:56,240 perhaps not counting them in the way that we do, 106 00:06:56,240 --> 00:06:58,920 but they do have an internal counter. 107 00:07:02,000 --> 00:07:05,920 Unlike ants, horses have no need to count their steps, 108 00:07:05,920 --> 00:07:09,800 so it's unlikely that they have an internal pedometer. 109 00:07:09,800 --> 00:07:13,640 But they can, nonetheless, assess quantity. 110 00:07:14,640 --> 00:07:16,760 Wild horses are highly social. 111 00:07:16,760 --> 00:07:19,040 And, if one is harassed by flies, 112 00:07:19,040 --> 00:07:23,720 it will seek to join the largest available group for protection. 113 00:07:23,720 --> 00:07:29,080 So, horses can estimate numbers and recognise differences in size. 114 00:07:29,080 --> 00:07:31,520 But this is a much simpler ability 115 00:07:31,520 --> 00:07:34,920 than the counting that Hans the horse was doing. 116 00:07:37,840 --> 00:07:41,200 There seem to be no limit to the complexity of the calculations 117 00:07:41,200 --> 00:07:45,160 that Hans could compute, and his answers were precise. 118 00:07:45,160 --> 00:07:48,720 For many, this seemed too extraordinary to be true. 119 00:07:48,720 --> 00:07:52,680 In 1904, the German Board of Education was so intrigued 120 00:07:52,680 --> 00:07:55,640 that they formed a 13-strong commission 121 00:07:55,640 --> 00:08:00,400 to look closely at how Hans could perform such amazing feats. 122 00:08:00,400 --> 00:08:04,080 They wondered if Hans' owner was using trickery 123 00:08:04,080 --> 00:08:05,680 to feed him the answers. 124 00:08:06,720 --> 00:08:07,920 To test this, 125 00:08:07,920 --> 00:08:11,440 other members of the board were given questions and answers 126 00:08:11,440 --> 00:08:13,040 to pose to Hans. 127 00:08:13,040 --> 00:08:17,520 Incredibly, Hans still answered correctly. 128 00:08:17,520 --> 00:08:19,840 Eminent psychologist Oskar Pfungst 129 00:08:19,840 --> 00:08:22,880 then came to investigate Hans' skills further. 130 00:08:22,880 --> 00:08:27,000 And confirmed that he appeared to understand numerology, 131 00:08:27,000 --> 00:08:31,800 and the abstract idea of counting words associated with numbers. 132 00:08:35,200 --> 00:08:38,360 For Hans to perform complex mathematics, 133 00:08:38,360 --> 00:08:39,720 he would need to understand 134 00:08:39,720 --> 00:08:42,160 much more than just differences in quantities. 135 00:08:45,520 --> 00:08:48,800 He would need to recognise the fact that two 136 00:08:48,800 --> 00:08:50,760 is smaller than six. 137 00:08:52,000 --> 00:08:54,120 And that specific number symbols 138 00:08:54,120 --> 00:08:56,920 always go with the corresponding amounts. 139 00:08:58,520 --> 00:09:02,600 To count, he would also need to realise that numbers occur 140 00:09:02,600 --> 00:09:05,320 in a set, repeatable sequence. 141 00:09:05,320 --> 00:09:07,760 And that the last number counted 142 00:09:07,760 --> 00:09:10,400 represents the total of the whole set. 143 00:09:11,720 --> 00:09:16,080 In effect, that he'd answered the question, "How many do you have?" 144 00:09:19,080 --> 00:09:22,160 It seems that many animals have a sense of number, 145 00:09:22,160 --> 00:09:25,400 but few are conscious of an exact total. 146 00:09:26,440 --> 00:09:30,080 For most animals, the ability to recognise an amount, 147 00:09:30,080 --> 00:09:33,160 and to compare it to others, is all they need. 148 00:09:33,160 --> 00:09:37,360 Usually, a crude estimate, between more or less, 149 00:09:37,360 --> 00:09:40,160 or larger and smaller, is enough. 150 00:09:41,800 --> 00:09:44,080 But could horses be an exception? 151 00:09:44,080 --> 00:09:47,560 Could they have advanced counting skills? 152 00:09:51,720 --> 00:09:54,760 In 2009, experiments showed 153 00:09:54,760 --> 00:09:57,800 that horses could count to a certain level. 154 00:09:57,800 --> 00:10:00,480 I'm going to take false apples, 155 00:10:00,480 --> 00:10:03,440 ones that don't have a smell which might confuse the issue, 156 00:10:03,440 --> 00:10:05,360 and show the horse one... 157 00:10:06,720 --> 00:10:08,040 ..two... 158 00:10:08,040 --> 00:10:09,400 ..three... 159 00:10:10,640 --> 00:10:12,800 ..four in here. 160 00:10:12,800 --> 00:10:15,760 And one, two... 161 00:10:15,760 --> 00:10:17,360 ..in there. 162 00:10:17,360 --> 00:10:19,400 Now, then, which do you want? 163 00:10:23,720 --> 00:10:25,120 Thank you. 164 00:10:26,320 --> 00:10:27,760 Yes. 165 00:10:27,760 --> 00:10:29,400 Four. 166 00:10:31,000 --> 00:10:33,240 Repeated tests of 14 horses 167 00:10:33,240 --> 00:10:36,120 found that they consistently selected buckets 168 00:10:36,120 --> 00:10:38,840 that contained a higher number of apples. 169 00:10:38,840 --> 00:10:41,120 But that sense of number was limited - 170 00:10:41,120 --> 00:10:44,440 they could only keep track of numbers up to about six, 171 00:10:44,440 --> 00:10:46,160 and no higher. 172 00:10:46,160 --> 00:10:47,640 So, it seemed incredible 173 00:10:47,640 --> 00:10:51,560 that Hans the horse had such advanced counting skills. 174 00:10:51,560 --> 00:10:55,520 Perhaps he was being helped or trained in some way by his owner? 175 00:10:57,760 --> 00:11:02,120 There is little doubt that most horses are very intelligent animals. 176 00:11:02,120 --> 00:11:04,360 And, if they're given clear signals, 177 00:11:04,360 --> 00:11:08,440 they can indeed learn to perform complicated routines. 178 00:11:11,480 --> 00:11:14,040 Hans the horse was schooled for many years, 179 00:11:14,040 --> 00:11:17,680 so, perhaps, he had developed an advanced understanding of numbers 180 00:11:17,680 --> 00:11:20,360 when given clear instructions by his owner. 181 00:11:25,480 --> 00:11:26,800 In the wild, 182 00:11:26,800 --> 00:11:31,320 horses communicate with each other by using quite a rich body language. 183 00:11:33,120 --> 00:11:38,600 Wild Mustang use a complex silent one that scientists call Equus. 184 00:11:41,400 --> 00:11:43,480 It consists of a series of gestures, 185 00:11:43,480 --> 00:11:46,600 that are much like signing for the deaf. 186 00:11:48,680 --> 00:11:51,240 Every part of the horse conveys meaning. 187 00:11:51,240 --> 00:11:55,440 Especially the ears, tongues, lips, shoulders, and necks. 188 00:11:57,400 --> 00:12:00,040 They have the sensitivity and intelligence 189 00:12:00,040 --> 00:12:04,560 to interpret the tiniest of gestures, even breathing patterns. 190 00:12:04,560 --> 00:12:07,960 And, from this, they can judge each other's intentions. 191 00:12:11,440 --> 00:12:14,440 And it's this ability to sense subtle changes 192 00:12:14,440 --> 00:12:17,280 in physical and emotional states of those around them, 193 00:12:17,280 --> 00:12:20,040 that has made horses so responsive to training. 194 00:12:23,800 --> 00:12:28,000 So, did Hans the horse really understand numbers, 195 00:12:28,000 --> 00:12:29,840 or was something fishy going on? 196 00:12:31,360 --> 00:12:34,480 In 1907, after further research, 197 00:12:34,480 --> 00:12:37,280 Professor Oskar Pfungst discovered 198 00:12:37,280 --> 00:12:39,920 that Hans could only get the correct answer 199 00:12:39,920 --> 00:12:42,040 if the questioner knew the answer, 200 00:12:42,040 --> 00:12:45,640 and then, only if he could see his face. 201 00:12:45,640 --> 00:12:48,000 That was a significant discovery. 202 00:12:52,520 --> 00:12:56,840 I have my own clever horse, her name is Millie. 203 00:12:56,840 --> 00:13:00,480 Millie, what is two plus two? 204 00:13:02,120 --> 00:13:05,640 HORSE SCRAPES HOOF FOUR TIMES 205 00:13:05,640 --> 00:13:07,280 There you are. 206 00:13:07,280 --> 00:13:09,960 All right, let me ask you something more difficult, Millie. 207 00:13:09,960 --> 00:13:14,360 Millie, what is eight plus two minus seven? 208 00:13:15,400 --> 00:13:18,520 HORSE SCRAPES HOOF THREE TIMES 209 00:13:18,520 --> 00:13:21,000 Yes! Well done, Millie! 210 00:13:22,160 --> 00:13:23,480 There you are. 211 00:13:23,480 --> 00:13:26,400 Millie is, indeed, a clever horse, 212 00:13:26,400 --> 00:13:28,920 and appears to be able to do arithmetic. 213 00:13:28,920 --> 00:13:33,040 That's because, in fact, she can react to very subtle signals. 214 00:13:33,040 --> 00:13:36,680 If I take my hand off her and step forward... 215 00:13:37,680 --> 00:13:39,240 ..she paws. 216 00:13:40,840 --> 00:13:43,280 And, if I step back, she stops. 217 00:13:43,280 --> 00:13:49,160 So, eventually, it was shown that Hans was not a mathematician genius, 218 00:13:49,160 --> 00:13:53,760 he was just extremely skilled at following body language. 219 00:13:53,760 --> 00:13:57,480 Particularly those facial signals that questioners might give 220 00:13:57,480 --> 00:14:01,320 when they reach the right answer to the question. 221 00:14:01,320 --> 00:14:04,000 Some animals can, of course, count. 222 00:14:04,000 --> 00:14:05,440 Ants can. 223 00:14:05,440 --> 00:14:09,440 But, for most animals, knowing the difference between more or less 224 00:14:09,440 --> 00:14:11,440 is all they need for survival. 225 00:14:14,920 --> 00:14:19,360 Hans the horse baffled all the experts for many years. 226 00:14:19,360 --> 00:14:22,640 But true counting is, in fact, a complex concept 227 00:14:22,640 --> 00:14:25,080 that few animals grasp. 228 00:14:26,920 --> 00:14:29,040 There is a plant, however, 229 00:14:29,040 --> 00:14:32,080 that may be able to do so in a surprising way. 230 00:14:38,360 --> 00:14:41,240 It's the fastest-growing plant on earth. 231 00:14:41,240 --> 00:14:44,320 A type of grass we know as bamboo. 232 00:14:45,760 --> 00:14:50,840 Remarkably, some species only flower every 30 or 60 years. 233 00:14:50,840 --> 00:14:55,880 Others do so in cycles of over 100 years. 234 00:14:57,760 --> 00:15:00,320 But how do these plants measure time? 235 00:15:00,320 --> 00:15:02,560 Can they count down the years? 236 00:15:05,560 --> 00:15:08,400 Flowers that bloom in the spring, like these, 237 00:15:08,400 --> 00:15:12,120 are triggered to do so by a rise in temperature 238 00:15:12,120 --> 00:15:15,160 and an increase in the length of the days. 239 00:15:15,160 --> 00:15:19,000 But bamboos flower on an entirely different system. 240 00:15:19,000 --> 00:15:21,280 They don't do so annually, 241 00:15:21,280 --> 00:15:25,560 but at intervals which far exceed the length of a human life. 242 00:15:30,600 --> 00:15:33,280 The function of flowers is to reproduce. 243 00:15:33,280 --> 00:15:36,760 Bright, sweet-smelling blooms attract insects, 244 00:15:36,760 --> 00:15:40,760 which carry pollen from one plant to another, and so fertilise them. 245 00:15:44,120 --> 00:15:48,120 The flowers of bamboos are unassuming and drab. 246 00:15:48,120 --> 00:15:52,360 Because they're pollinated not by insects, but by the wind. 247 00:15:54,840 --> 00:15:58,480 Most grasses, indeed, have flowers that are so small 248 00:15:58,480 --> 00:16:00,400 that they tend to go unnoticed. 249 00:16:04,320 --> 00:16:06,760 Since their pollen is carried by the wind, 250 00:16:06,760 --> 00:16:10,120 they have no need for spectacular blooms. 251 00:16:20,640 --> 00:16:24,600 Bamboos are the largest members of the grass family, 252 00:16:24,600 --> 00:16:29,360 and they were introduced to Britain from Asia during the 1800s. 253 00:16:29,360 --> 00:16:31,960 Many were planted here in Kew. 254 00:16:31,960 --> 00:16:37,120 But, for over 100 years, nobody ever saw them flower. 255 00:16:43,080 --> 00:16:47,240 Bamboos grow in tropical or subtropical climates. 256 00:16:47,240 --> 00:16:51,160 They are, in fact, one of the most widespread plants. 257 00:16:51,160 --> 00:16:55,960 But, despite this, few people ever see them flower. 258 00:16:55,960 --> 00:17:00,120 The reason is, they only do so very rarely. 259 00:17:00,120 --> 00:17:04,320 We know this because early collectors and scholars 260 00:17:04,320 --> 00:17:08,880 have kept careful records that, in some cases, extend over centuries. 261 00:17:10,800 --> 00:17:13,960 Some are still preserved at Kew Gardens in London, 262 00:17:13,960 --> 00:17:17,680 which houses one of the largest historical collections of plants 263 00:17:17,680 --> 00:17:19,320 in the world. 264 00:17:22,520 --> 00:17:26,440 This is a specimen of the giant timber bamboo. 265 00:17:26,440 --> 00:17:29,680 Phyllostachys bambusoides. 266 00:17:29,680 --> 00:17:35,480 It was collected, as this label shows, in China in 1855. 267 00:17:36,640 --> 00:17:39,680 At the time, bamboo was clearly in flower. 268 00:17:39,680 --> 00:17:41,280 There they are. 269 00:17:41,280 --> 00:17:43,560 Quite small and obscure. 270 00:17:43,560 --> 00:17:46,880 Much like those of other grasses. 271 00:17:46,880 --> 00:17:49,440 And then, in the 1960s, 272 00:17:49,440 --> 00:17:52,920 Phyllostachys bambusoides bloomed again. 273 00:17:52,920 --> 00:17:54,760 And here is the evidence. 274 00:17:54,760 --> 00:17:58,160 This specimen is from 1961. 275 00:17:59,880 --> 00:18:02,760 These are just the records from European collectors. 276 00:18:02,760 --> 00:18:07,880 Chinese and Japanese accounts go back much further, over 1,000 years. 277 00:18:07,880 --> 00:18:12,560 Together, these records show that Phyllostachys bambusoides 278 00:18:12,560 --> 00:18:16,760 flowers in cycles of around 110 years. 279 00:18:20,200 --> 00:18:22,000 And there was another surprise. 280 00:18:24,200 --> 00:18:28,040 Phyllostachys is native to China and Japan. 281 00:18:28,040 --> 00:18:30,080 But, in the 19th century, 282 00:18:30,080 --> 00:18:34,160 it was introduced to other countries as an ornamental garden plant. 283 00:18:36,000 --> 00:18:39,600 And when it flowered, most recently in the 1960s, 284 00:18:39,600 --> 00:18:42,720 it came into bloom not just in its native Asia, 285 00:18:42,720 --> 00:18:46,240 but all around the world at the same time. 286 00:18:50,160 --> 00:18:52,840 It's a most bizarre life cycle. 287 00:18:54,000 --> 00:18:57,200 How do bamboos flower at the same time 288 00:18:57,200 --> 00:18:59,680 when separated by thousands of miles? 289 00:19:02,440 --> 00:19:07,680 The unusually long flowering cycle of bamboo was well-known in China. 290 00:19:07,680 --> 00:19:11,040 But there were other stories about its flowering 291 00:19:11,040 --> 00:19:14,840 that were picked up by European visitors trading in the Orient. 292 00:19:18,440 --> 00:19:23,400 Bamboo was valued by local people for its sturdiness and durability. 293 00:19:24,800 --> 00:19:27,080 The bamboo was held in such respect 294 00:19:27,080 --> 00:19:30,840 that it featured prominently in the paintings and calligraphy 295 00:19:30,840 --> 00:19:33,480 of ancient Chinese and Japanese artists. 296 00:19:36,960 --> 00:19:41,040 Although the bamboo is deeply rooted in local cultures, 297 00:19:41,040 --> 00:19:46,400 one part of the plant has instilled fear since the earliest times. 298 00:19:49,280 --> 00:19:53,440 An old Chinese proverb says when the bamboo flowers, 299 00:19:53,440 --> 00:19:56,120 it means either pestilence or famine. 300 00:19:57,320 --> 00:20:01,640 In 1898, a medical officer called John Mitford Atkinson, 301 00:20:01,640 --> 00:20:04,560 based at a government hospital in Hong Kong, 302 00:20:04,560 --> 00:20:08,240 sent some bamboo seeds to the keeper of the horarium here at Kew. 303 00:20:08,240 --> 00:20:10,240 And, with it, this letter. 304 00:20:10,240 --> 00:20:12,200 In it, he writes that, 305 00:20:12,200 --> 00:20:16,000 "Oddly enough, in the years that the bamboo flowered, 306 00:20:16,000 --> 00:20:19,840 "plague epidemics seemed always to ravage the colony." 307 00:20:21,040 --> 00:20:24,400 So, could there perhaps be some truth in these old sayings? 308 00:20:29,600 --> 00:20:31,640 So, here was another mystery. 309 00:20:33,360 --> 00:20:37,920 Not only does the bamboo flower very rarely, but when it does, 310 00:20:37,920 --> 00:20:40,760 it seemingly causes death and famine. 311 00:20:45,680 --> 00:20:48,560 The bamboo's life cycle is truly puzzling. 312 00:20:49,640 --> 00:20:53,720 How can a plant survive by only flowering every 100 years? 313 00:20:56,000 --> 00:20:59,720 The answer, it seems, can be found underground. 314 00:21:05,000 --> 00:21:08,040 This is the rhizome of a bamboo. 315 00:21:08,040 --> 00:21:12,120 It extends in all directions from the plant. 316 00:21:12,120 --> 00:21:14,760 Putting down roots, and sending up shoots. 317 00:21:14,760 --> 00:21:17,600 It's a very efficient way of spreading. 318 00:21:17,600 --> 00:21:19,880 As gardeners know to their cost, 319 00:21:19,880 --> 00:21:22,080 because you plant one patch of bamboo, 320 00:21:22,080 --> 00:21:25,640 and before you know where you are, it's taken over the entire garden. 321 00:21:28,360 --> 00:21:31,840 It's a way of spreading that has its advantages. 322 00:21:33,480 --> 00:21:37,240 Bamboos don't have to flower and seed every year. 323 00:21:37,240 --> 00:21:42,000 Instead, they grow a whole network of underground rhizomes, 324 00:21:42,000 --> 00:21:45,680 and put their energy straight into producing fast-growing 325 00:21:45,680 --> 00:21:47,840 and strong shoots. 326 00:21:53,000 --> 00:21:56,520 The stems emerge from the ground at their full width, 327 00:21:56,520 --> 00:21:59,880 and shoot to the sky like a periscope. 328 00:22:02,880 --> 00:22:05,840 In just a few weeks, they reach their full height. 329 00:22:07,720 --> 00:22:11,200 After this, they don't get any taller or thicker. 330 00:22:11,200 --> 00:22:15,960 They simply expand outwards, like a family or colony. 331 00:22:21,720 --> 00:22:24,280 This is a giant bamboo. 332 00:22:25,480 --> 00:22:30,520 Some species can reach the extraordinary height of 30 metres, 333 00:22:30,520 --> 00:22:33,760 and, to achieve that in a single season, 334 00:22:33,760 --> 00:22:38,280 they have to grow at the phenomenal rate of a metre a day. 335 00:22:38,280 --> 00:22:41,680 You can literally see them grow. 336 00:22:44,840 --> 00:22:46,960 But, when it comes to flowering, 337 00:22:46,960 --> 00:22:49,520 bamboos are one of the slowest. 338 00:22:49,520 --> 00:22:53,120 What could be the reason for this long interval? 339 00:22:57,320 --> 00:23:01,280 In Southeast Asia, there are trees that may give us a clue. 340 00:23:03,240 --> 00:23:06,200 They're called dipterocarps and, like bamboos, 341 00:23:06,200 --> 00:23:09,360 they also flower and seed synchronously, 342 00:23:09,360 --> 00:23:11,120 but on a shorter timescale. 343 00:23:12,400 --> 00:23:16,640 They produce seeds en masse every two to seven years. 344 00:23:21,560 --> 00:23:24,920 And when they do, they swamp the forest floor 345 00:23:24,920 --> 00:23:27,040 with an abundant supply of food. 346 00:23:28,640 --> 00:23:31,800 This attracts small mammals from all around. 347 00:23:36,760 --> 00:23:40,360 By fruiting at the same time, the trees ensure that, 348 00:23:40,360 --> 00:23:44,920 despite the many predators, some of the seeds will survive, 349 00:23:44,920 --> 00:23:47,120 and grow into new seedlings. 350 00:23:52,240 --> 00:23:55,360 Bamboo seeds are also highly nutritious, 351 00:23:55,360 --> 00:23:58,440 and lots of animals like to feed on them. 352 00:23:58,440 --> 00:24:01,600 Rats, mice, birds, monkeys, even elephants. 353 00:24:01,600 --> 00:24:05,800 They all devour huge numbers of the seeds, given the chance. 354 00:24:05,800 --> 00:24:08,160 So, bamboos may fare better 355 00:24:08,160 --> 00:24:11,640 if they synchronise their reproduction to flower and seed 356 00:24:11,640 --> 00:24:13,360 at the same time. 357 00:24:13,360 --> 00:24:16,400 By overwhelming their enemies with food, 358 00:24:16,400 --> 00:24:20,000 they can ensure that at least some of their seeds will survive. 359 00:24:21,960 --> 00:24:26,040 Once bamboos fell into this flowering cycle, 360 00:24:26,040 --> 00:24:29,960 any that flowered too early would lose all their seeds to predators. 361 00:24:34,800 --> 00:24:37,880 In years when bamboos do flower, 362 00:24:37,880 --> 00:24:41,480 there is often a boom in rodent populations. 363 00:24:44,440 --> 00:24:47,840 But once the small mammals have stripped the forest of seeds, 364 00:24:47,840 --> 00:24:52,560 they swarm into fields and villages to devour people's crops and grain. 365 00:24:54,080 --> 00:24:56,680 The rats carry dangerous diseases, 366 00:24:56,680 --> 00:25:00,880 and the result is often death and starvation among people. 367 00:25:02,360 --> 00:25:05,000 So, paradoxically, the bamboo, 368 00:25:05,000 --> 00:25:09,120 which provides an essential livelihood for so many people, 369 00:25:09,120 --> 00:25:12,480 at times causes death and devastation. 370 00:25:15,600 --> 00:25:18,520 When Atkinson made a connection between bamboo flowering 371 00:25:18,520 --> 00:25:22,160 and plague epidemics in Hong Kong during the 19th century, 372 00:25:22,160 --> 00:25:26,080 he had little idea of the true reasons behind this. 373 00:25:26,080 --> 00:25:28,880 But, as it turns out, he was right. 374 00:25:28,880 --> 00:25:32,560 And the old Chinese proverb contained a deadly prophecy. 375 00:25:36,880 --> 00:25:39,680 While the reason behind the synchronous flowering 376 00:25:39,680 --> 00:25:41,440 may have been explained, 377 00:25:41,440 --> 00:25:45,520 it's still a mystery as to how bamboos actually do it. 378 00:25:45,520 --> 00:25:48,920 Could the plants be counting down the years 379 00:25:48,920 --> 00:25:51,880 in order to all flower at the same time? 380 00:25:51,880 --> 00:25:57,000 It seems the answer may, once again, lie within their roots. 381 00:25:58,200 --> 00:26:00,400 The bamboo's unusual way of reproducing 382 00:26:00,400 --> 00:26:03,040 via a network of underground rhizomes 383 00:26:03,040 --> 00:26:08,120 means that most plants are, ultimately, from the same mother plant. 384 00:26:08,120 --> 00:26:11,320 These clumps have been shared across the world, 385 00:26:11,320 --> 00:26:14,040 and although they're now in different locations, 386 00:26:14,040 --> 00:26:16,880 they still carry the same genetic make-up. 387 00:26:16,880 --> 00:26:21,000 They are effectively clones of the parent plant. 388 00:26:21,000 --> 00:26:25,880 And it may be that they have some kind of internal memory 389 00:26:25,880 --> 00:26:27,960 that is also passed on. 390 00:26:31,160 --> 00:26:36,680 Scientists believe that the bamboo's roots contain some kind of clock 391 00:26:36,680 --> 00:26:40,880 that enables them to count the passing of the years. 392 00:26:40,880 --> 00:26:44,280 How they do that is still a mystery. 393 00:26:44,280 --> 00:26:48,360 But, nonetheless, there is an animal that might give us a clue. 394 00:26:52,600 --> 00:26:58,560 Periodical cicadas in North America spend 17 years underground, 395 00:26:58,560 --> 00:27:01,360 feeding on the sap from tree roots. 396 00:27:04,720 --> 00:27:06,880 Within the space of a few days, 397 00:27:06,880 --> 00:27:10,120 the whole population emerges in their millions. 398 00:27:11,120 --> 00:27:12,880 Their mission is to breed. 399 00:27:17,200 --> 00:27:21,680 But what triggers the cicadas to all emerge at exactly the same time 400 00:27:21,680 --> 00:27:23,840 every 17 years? 401 00:27:27,160 --> 00:27:28,960 We know that, when feeding underground, 402 00:27:28,960 --> 00:27:32,680 they can detect changes in the tree sap each spring, 403 00:27:32,680 --> 00:27:34,960 and so tell the passing of a year. 404 00:27:38,440 --> 00:27:42,480 Could it be that bamboos also count the years in this way? 405 00:27:46,320 --> 00:27:51,000 It's possible that bamboos register the passing of the seasons 406 00:27:51,000 --> 00:27:54,520 in a similar way by changes in their sap. 407 00:27:54,520 --> 00:27:56,000 We just don't know. 408 00:27:56,000 --> 00:27:59,360 But, while the exact mechanism remains a mystery, 409 00:27:59,360 --> 00:28:05,280 it may well prove that these time-measuring plants, bamboos, 410 00:28:05,280 --> 00:28:09,200 are the master mathematicians of the non-human world. 411 00:28:12,240 --> 00:28:15,720 True counting is very rare in nature. 412 00:28:17,000 --> 00:28:20,600 But some animals and plants achieve numerical feats 413 00:28:20,600 --> 00:28:23,600 that are astonishing in their own right. 32751

Can't find what you're looking for?
Get subtitles in any language from opensubtitles.com, and translate them here.