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"}}},{"cell_type":"markdown","source":"#### Load data:","metadata":{}},{"cell_type":"code","source":"import os\nimport pandas as pd\n\nroot_dir = '../input/happy-whale-and-dolphin/'\ntrain_dir = os.path.join(root_dir, 'train_images')\ntrain_csv = os.path.join(root_dir, 'train.csv')\n      \ntrain_df = pd.read_csv(train_csv)\ntrain_df['path'] = train_df.image.apply(lambda x: os.path.join(train_dir, x))\ntrain_df.head()","metadata":{"execution":{"iopub.status.busy":"2022-02-05T11:46:05.559887Z","iopub.execute_input":"2022-02-05T11:46:05.560571Z","iopub.status.idle":"2022-02-05T11:46:05.84731Z","shell.execute_reply.started":"2022-02-05T11:46:05.560424Z","shell.execute_reply":"2022-02-05T11:46:05.846364Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"code","source":"import cv2\nimport matplotlib.pyplot as plt\n%matplotlib inline \n\n\ndef show_images(images_paths: list, titles=None):\n    fig = plt.figure(figsize=(12, len(images_paths)))\n    columns = 3\n    rows = len(images_paths)//columns\n    rows += 1 if len(images_paths) % columns else 0\n    for i, image_path in enumerate(images_paths):\n        img = cv2.imread(image_path)\n        if img is not None:\n            img = img[...,::-1]\n            fig.add_subplot(rows, columns, i+1)\n            if titles is None:\n                plt.title(image_path[-15:])\n            else:\n                plt.title(str(titles[i]))\n            plt.imshow(img)","metadata":{"_kg_hide-input":true,"execution":{"iopub.status.busy":"2022-02-05T11:46:05.849197Z","iopub.execute_input":"2022-02-05T11:46:05.849682Z","iopub.status.idle":"2022-02-05T11:46:06.198746Z","shell.execute_reply.started":"2022-02-05T11:46:05.849635Z","shell.execute_reply":"2022-02-05T11:46:06.198048Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"#### At total we have 30 different species in dataset, but we have `bottlenose_dolphin` and `bottlenose_dolpin`, `kiler_whale` and `killer_whale`. Obviously, it is typos. Also, `globis` and `pilot_whale` are `short_finned_pilot_whale` so, 26: 15+1 Whales and 10 dolphins:\n\n### Whales:\n1. blue_whale\n2. brydes_whale\n3. cuviers_beaked_whale\n4. false_killer_whale\n5. fin_whale\n6. gray_whale\n7. humpback_whale\n8. killer_whale\n9. long_finned_pilot_whale\n10. melon_headed_whale\n11. minke_whale\n12. pygmy_killer_whale\n13. sei_whale\n14. short_finned_pilot_whale\n15. southern_right_whale\n\n### Dolphins:\n1. bottlenose_dolphin\n2. commersons_dolphin\n3. common_dolphin\n4. dusky_dolphin\n5. frasiers_dolphin\n6. pantropic_spotted_dolphin\n7. rough_toothed_dolphin\n8. spinner_dolphin\n9. spotted_dolphin\n10. white_sided_dolphin\n\n### And beluga\nGoogle says beluga is whale too","metadata":{}},{"cell_type":"markdown","source":"# Whales","metadata":{}},{"cell_type":"markdown","source":"## Beluga\nBeluga is a beautiful white whale, close one to narwhal (remember [the song](https://www.youtube.com/watch?v=ykwqXuMPsoc)?)\n> The beluga is adapted to life in the Arctic, with anatomical and physiological characteristics that differentiate it from other cetaceans. Amongst these are its all-white colour and the **absence of a dorsal fin**, which allows it to swim under ice with ease.\n\nYeap, beluga doesn't have dorsal (top) fin\n\nSome images from dataset:","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'beluga'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T21:55:21.913083Z","iopub.execute_input":"2022-02-04T21:55:21.913635Z","iopub.status.idle":"2022-02-04T21:55:25.456782Z","shell.execute_reply.started":"2022-02-04T21:55:21.913589Z","shell.execute_reply":"2022-02-04T21:55:25.456094Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Blue Whale","metadata":{}},{"cell_type":"markdown","source":"Blue whale is the bigges whale, mammal and animal in the world\n> Individuals have **a unique pigmentation pattern** along the back in the region of the dorsal fin which can be used for the purpose of **identification**\n\nDorsal fin closer to tail, images:","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'blue_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T21:59:48.948444Z","iopub.execute_input":"2022-02-04T21:59:48.948735Z","iopub.status.idle":"2022-02-04T21:59:53.024476Z","shell.execute_reply.started":"2022-02-04T21:59:48.948704Z","shell.execute_reply":"2022-02-04T21:59:53.023638Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Bryde's Whale","metadata":{}},{"cell_type":"markdown","source":"Bryde's Whale is not a big whale, doesn't visit arctic (no randewoo with beluga :( )\n> Bryde's whales have an upright, falcate dorsal fin that is up to 46.25 cm (18.21 in) in height\n\nImages:","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'brydes_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T22:06:24.870743Z","iopub.execute_input":"2022-02-04T22:06:24.871596Z","iopub.status.idle":"2022-02-04T22:06:30.109632Z","shell.execute_reply.started":"2022-02-04T22:06:24.871553Z","shell.execute_reply":"2022-02-04T22:06:30.10869Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Cuvier's beaked whale","metadata":{}},{"cell_type":"markdown","source":"Cuvier's beaked whale is a little whale (up to 7 meters), but can dive to up 3000 meters!\n> The adults, especially the males, have many scars along their sides which can be used to identify individuals","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'cuviers_beaked_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T22:16:18.525569Z","iopub.execute_input":"2022-02-04T22:16:18.526446Z","iopub.status.idle":"2022-02-04T22:16:31.304317Z","shell.execute_reply.started":"2022-02-04T22:16:18.526392Z","shell.execute_reply":"2022-02-04T22:16:31.30354Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## False Killer Whale","metadata":{}},{"cell_type":"markdown","source":"Not only false killer, bit also false whale, Wiki says that is dolphin ¯\\\\_(ツ)_/¯. Small fast ~whale~ dolphin, living in big groups. \n> The dorsal fin is sickle-shaped, and its flippers are narrow, short, and pointed, with a distinctive bulge on the leading edge of the flipper (the side closest to the head)","metadata":{"execution":{"iopub.status.busy":"2022-02-04T22:21:13.8942Z","iopub.execute_input":"2022-02-04T22:21:13.894749Z","iopub.status.idle":"2022-02-04T22:21:13.898558Z","shell.execute_reply.started":"2022-02-04T22:21:13.894713Z","shell.execute_reply":"2022-02-04T22:21:13.897957Z"}}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'false_killer_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T22:25:01.934448Z","iopub.execute_input":"2022-02-04T22:25:01.934995Z","iopub.status.idle":"2022-02-04T22:25:08.542376Z","shell.execute_reply.started":"2022-02-04T22:25:01.934958Z","shell.execute_reply":"2022-02-04T22:25:08.54165Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Killer Whale","metadata":{}},{"cell_type":"markdown","source":"Also false whale, but not false killer, one of the most famous ~whale~ dolphin, also known as Orca. I bet you know how is this dorsal fin looks like.\n>An individual orca can often be identified from its dorsal fin and saddle patch","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'killer_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T22:29:35.428708Z","iopub.execute_input":"2022-02-04T22:29:35.429024Z","iopub.status.idle":"2022-02-04T22:29:47.629849Z","shell.execute_reply.started":"2022-02-04T22:29:35.428997Z","shell.execute_reply":"2022-02-04T22:29:47.629141Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Fin Whale","metadata":{}},{"cell_type":"markdown","source":"Cousin of blue whale and the second animal by size. Have some problems with killer whale, food problem. Fin whale is food for killer whale, I mean. \n> The fin whale is usually distinguished by its tall spout, long back, prominent dorsal fin, and asymmetrical colouration","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'fin_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T22:38:53.038539Z","iopub.execute_input":"2022-02-04T22:38:53.038837Z","iopub.status.idle":"2022-02-04T22:39:03.644887Z","shell.execute_reply.started":"2022-02-04T22:38:53.038803Z","shell.execute_reply":"2022-02-04T22:39:03.644168Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Gray Whale","metadata":{}},{"cell_type":"markdown","source":"The whale which remembers the roots: they show many signs of distant terrestrial ancestors, like whiskers.\n> Individual whales are typically identified using photographs of their dorsal surface and matching the scars and patches associated with parasites that have fallen off the whale or are still attached","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'gray_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T22:48:37.052602Z","iopub.execute_input":"2022-02-04T22:48:37.052858Z","iopub.status.idle":"2022-02-04T22:48:50.983256Z","shell.execute_reply.started":"2022-02-04T22:48:37.052834Z","shell.execute_reply":"2022-02-04T22:48:50.982467Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Humpback Whale","metadata":{}},{"cell_type":"markdown","source":"Whale is known for breaching and other distinctive surface behaviors, if you want \"see whales\", most likely you will see this whale.\n> The varying patterns on the tail flukes distinguish individual animals. Identification is done by comparing the amount of white vs black and scars on the fluke","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'humpback_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T22:50:08.811561Z","iopub.execute_input":"2022-02-04T22:50:08.811834Z","iopub.status.idle":"2022-02-04T22:50:18.256547Z","shell.execute_reply.started":"2022-02-04T22:50:08.811805Z","shell.execute_reply":"2022-02-04T22:50:18.255806Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Pilot Whale: Long Finned Pilot Whale and Short Finned Pilot Whale\n","metadata":{}},{"cell_type":"markdown","source":"First of all: we have two more spies in whale army, dolphins, again. \n\nAgain, globis (Globicephala macrorhynchus) and pilot_whale are short finned pilot whale \n\n`pilot_whale` images:","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'pilot_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T23:02:14.850636Z","iopub.execute_input":"2022-02-04T23:02:14.851393Z","iopub.status.idle":"2022-02-04T23:02:22.479277Z","shell.execute_reply.started":"2022-02-04T23:02:14.851357Z","shell.execute_reply":"2022-02-04T23:02:22.47853Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"`globis` images:","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'globis'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T18:31:51.264618Z","iopub.execute_input":"2022-02-05T18:31:51.265017Z","iopub.status.idle":"2022-02-05T18:31:51.372122Z","shell.execute_reply.started":"2022-02-05T18:31:51.264909Z","shell.execute_reply":"2022-02-05T18:31:51.369684Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"`long_finned_pilot_whale` images:\n","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'long_finned_pilot_whale'].path[:12])","metadata":{"_uuid":"8f2839f25d086af736a60e9eeb907d3b93b6e0e5","_cell_guid":"b1076dfc-b9ad-4769-8c92-a6c4dae69d19","execution":{"iopub.status.busy":"2022-02-04T23:03:05.351238Z","iopub.execute_input":"2022-02-04T23:03:05.351479Z","iopub.status.idle":"2022-02-04T23:03:14.574199Z","shell.execute_reply.started":"2022-02-04T23:03:05.351454Z","shell.execute_reply":"2022-02-04T23:03:14.573439Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"`short_finned_pilot_whale` images:\n","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'short_finned_pilot_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T23:04:20.917414Z","iopub.execute_input":"2022-02-04T23:04:20.917785Z","iopub.status.idle":"2022-02-04T23:04:29.036227Z","shell.execute_reply.started":"2022-02-04T23:04:20.91774Z","shell.execute_reply":"2022-02-04T23:04:29.032727Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Melon Headed Whale","metadata":{"execution":{"iopub.status.busy":"2022-02-04T23:12:20.583687Z","iopub.execute_input":"2022-02-04T23:12:20.584241Z","iopub.status.idle":"2022-02-04T23:12:20.587122Z","shell.execute_reply.started":"2022-02-04T23:12:20.584207Z","shell.execute_reply":"2022-02-04T23:12:20.586306Z"}}},{"cell_type":"markdown","source":"Do we really have whales? Yeap, it is 5th dolphin with \"whale\" in name. It likes to hyde and lives in deep water. It has head shape like (you will never believe me) melon\n> At-sea, melon-headed whales can be confused with pygmy killer whales, which are very similar in appearance and share almost identical habitat and range","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'melon_headed_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T23:13:13.076044Z","iopub.execute_input":"2022-02-04T23:13:13.076823Z","iopub.status.idle":"2022-02-04T23:13:17.460827Z","shell.execute_reply.started":"2022-02-04T23:13:13.076777Z","shell.execute_reply":"2022-02-04T23:13:17.458659Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Minke Whale","metadata":{}},{"cell_type":"markdown","source":"Small whale, also food for killer whale. I guess it is time to know that name \"killer whale\" is wrong translation from spanish, correct will be \"whale killer\" :)","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'minke_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T23:15:05.176216Z","iopub.execute_input":"2022-02-04T23:15:05.176851Z","iopub.status.idle":"2022-02-04T23:15:18.613039Z","shell.execute_reply.started":"2022-02-04T23:15:05.176797Z","shell.execute_reply":"2022-02-04T23:15:18.612279Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Pygmy Killer Whale","metadata":{}},{"cell_type":"markdown","source":"It looks like killer whale but small. \n> When compared to false killer whales, pygmy killer whales have a larger dorsal fin","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'pygmy_killer_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T23:30:18.979525Z","iopub.execute_input":"2022-02-04T23:30:18.980086Z","iopub.status.idle":"2022-02-04T23:30:21.340213Z","shell.execute_reply.started":"2022-02-04T23:30:18.980048Z","shell.execute_reply":"2022-02-04T23:30:21.339444Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Sei Whale","metadata":{}},{"cell_type":"markdown","source":"The third in size rating animal, congrats! \n> Dorsal fin shape, pigmentation pattern, and scarring have been used to a limited extent in photo-identification studies.","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'sei_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T23:33:37.485225Z","iopub.execute_input":"2022-02-04T23:33:37.485824Z","iopub.status.idle":"2022-02-04T23:33:46.326038Z","shell.execute_reply.started":"2022-02-04T23:33:37.485779Z","shell.execute_reply":"2022-02-04T23:33:46.325249Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Southern Right Whale","metadata":{}},{"cell_type":"markdown","source":"The whale which has some strange callosities, see images.\n\n> Like other right whales, the southern right whale is readily distinguished from others by the callosities on its head, a broad back **without a dorsal fin**. The right whale's callosities appear white due to large colonies of cyamids (whale lice)\n\nYeap, the second boy without dorsal fin. Hello, beluga","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'southern_right_whale'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-04T23:39:55.806482Z","iopub.execute_input":"2022-02-04T23:39:55.807342Z","iopub.status.idle":"2022-02-04T23:40:03.245995Z","shell.execute_reply.started":"2022-02-04T23:39:55.80729Z","shell.execute_reply":"2022-02-04T23:40:03.245189Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"# Dolphins","metadata":{}},{"cell_type":"markdown","source":"## Bottlenose Dolphin","metadata":{}},{"cell_type":"markdown","source":"The real \"common\" dolphin, exactly this specie people means when say \"dolphin\"\n> The flukes (lobes of the tail) and dorsal fin are formed of dense connective tissue and do not contain bone or muscle. The dorsal fin usually shows phenotypic variations that help discriminate among populations","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'bottlenose_dolphin'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T11:47:46.961412Z","iopub.execute_input":"2022-02-05T11:47:46.961691Z","iopub.status.idle":"2022-02-05T11:48:01.995682Z","shell.execute_reply.started":"2022-02-05T11:47:46.961663Z","shell.execute_reply":"2022-02-05T11:48:01.994782Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Commerson's Dolphin","metadata":{}},{"cell_type":"markdown","source":"One of the smallest dolphin, also known as panda dolphin, because white-black colors. \n> The dorsal fin has a long, straight leading edge which ends in a curved tip.","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'commersons_dolphin'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T11:53:08.811614Z","iopub.execute_input":"2022-02-05T11:53:08.811983Z","iopub.status.idle":"2022-02-05T11:53:22.018242Z","shell.execute_reply.started":"2022-02-05T11:53:08.811945Z","shell.execute_reply":"2022-02-05T11:53:22.017562Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Common Dolphin","metadata":{}},{"cell_type":"markdown","source":"Fake \"common\" dolphin (remember the bottlenose one). \n> The color pattern on the body is unusual. The back is dark and the belly is white, while on each side is an hourglass pattern colored light grey, yellow, or gold in front and dirty grey in back","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'common_dolphin'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T12:00:04.726554Z","iopub.execute_input":"2022-02-05T12:00:04.726935Z","iopub.status.idle":"2022-02-05T12:00:12.902774Z","shell.execute_reply.started":"2022-02-05T12:00:04.726901Z","shell.execute_reply":"2022-02-05T12:00:12.90197Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Dusky Dolphin","metadata":{}},{"cell_type":"markdown","source":"The south dolphin which prefers cool currents, also black-white colors\n> The back of the dolphin is dark grey or black, and the dorsal fin is distinctively two-toned; the leading edge matches the back in colour, but the trailing edge is a much lighter greyish white","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'dusky_dolphin'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T12:00:45.132254Z","iopub.execute_input":"2022-02-05T12:00:45.133117Z","iopub.status.idle":"2022-02-05T12:00:48.14204Z","shell.execute_reply.started":"2022-02-05T12:00:45.133062Z","shell.execute_reply":"2022-02-05T12:00:48.14118Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Fraser's Dolphin","metadata":{}},{"cell_type":"markdown","source":"The dolphin which likes deep water and has small nose/beak/rostrum\n> They have a stocky build, a small fin in relation to the size of the body, conspicuously small flippers. The dorsal fin and beak are also insubstantial","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'frasiers_dolphin'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T12:09:34.976407Z","iopub.execute_input":"2022-02-05T12:09:34.976754Z","iopub.status.idle":"2022-02-05T12:09:37.377346Z","shell.execute_reply.started":"2022-02-05T12:09:34.976722Z","shell.execute_reply":"2022-02-05T12:09:37.376293Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Pantropical Spotted Dolphin","metadata":{}},{"cell_type":"markdown","source":"The dolphin has had problems because of the tuna, a lot of them died in tuna fishing \"operations\". But now it is one of the most abundant dolphin species in the world.\n> The tall concave dorsal fin is dark-grey ","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'pantropic_spotted_dolphin'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T12:15:41.218334Z","iopub.execute_input":"2022-02-05T12:15:41.21885Z","iopub.status.idle":"2022-02-05T12:15:44.342315Z","shell.execute_reply.started":"2022-02-05T12:15:41.218805Z","shell.execute_reply":"2022-02-05T12:15:44.341259Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Rough-toothed Dolphin","metadata":{}},{"cell_type":"markdown","source":"Quite the large dolphin with narrow beak (nose).\n>  The dorsal fin is pronounced, being from 18 to 28 centimetres (7.1 to 11.0 in) in height. The animal's flanks are a light gray, while the back and dorsal fin are a much darker gray.","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'rough_toothed_dolphin'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T12:23:15.476472Z","iopub.execute_input":"2022-02-05T12:23:15.476771Z","iopub.status.idle":"2022-02-05T12:23:20.743683Z","shell.execute_reply.started":"2022-02-05T12:23:15.476738Z","shell.execute_reply":"2022-02-05T12:23:20.742824Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Spinner Dolphin","metadata":{}},{"cell_type":"markdown","source":"The dolphin which famous for its [acrobatic displays](https://www.youtube.com/watch?v=IDpyBSb-aJQ) in which it rotates around its longitudinal axis as it leaps through the air. Nobody knows for what they do it, versions: communication, emotions or parasites.\n> This species has an elongated rostrum and a triangular or subtriangular dorsal fin. The dorsal area is dark gray, the sides light gray, and the underside pale gray or white.","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'spinner_dolphin'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T12:32:16.515303Z","iopub.execute_input":"2022-02-05T12:32:16.515629Z","iopub.status.idle":"2022-02-05T12:32:21.519301Z","shell.execute_reply.started":"2022-02-05T12:32:16.515598Z","shell.execute_reply":"2022-02-05T12:32:21.518564Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## Spotted Dolphin","metadata":{}},{"cell_type":"markdown","source":"Older dolphins have a very distinctive spotted coloration all over their bodies.\n> The coloring of the Atlantic spotted dolphin varies enormously as it grows, and is usually classified into age-dependent phases known as two-tone, speckled, mottled, and fused","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'spotted_dolphin'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T12:40:18.068916Z","iopub.execute_input":"2022-02-05T12:40:18.069979Z","iopub.status.idle":"2022-02-05T12:40:23.41349Z","shell.execute_reply.started":"2022-02-05T12:40:18.069928Z","shell.execute_reply":"2022-02-05T12:40:23.412539Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"## White Sided Dolphin","metadata":{}},{"cell_type":"markdown","source":"The two-color dolphin is slightly larger than most other oceanic dolphins. \n> The key distinguishing feature is the white to pale yellow patch found behind the dorsal fin of the dolphin on each side. The dorsal fin and back are dark grey to black with the exception of the yellow patch; there is a further white patch below the dorsal fin.","metadata":{}},{"cell_type":"code","source":"show_images(train_df[train_df['species'] == 'white_sided_dolphin'].path[:12])","metadata":{"execution":{"iopub.status.busy":"2022-02-05T12:43:18.288149Z","iopub.execute_input":"2022-02-05T12:43:18.288509Z","iopub.status.idle":"2022-02-05T12:43:31.271817Z","shell.execute_reply.started":"2022-02-05T12:43:18.288475Z","shell.execute_reply":"2022-02-05T12:43:31.271015Z"},"trusted":true},"execution_count":null,"outputs":[]}]}