1

Summary

Geography Class 31

## Revision of the previous class (05:11 PM)

## Factors influencing salinity (05:23 PM)

- a)Temperature: The higher temperature will result in Higher salinity
- b)Wind speed: Higher wind speed causes a higher rate of evaporation resulting in higher salinity.
- c)Ocean Currents: Help distribute salinity from one region to another.
- **Regions for Higher salinity**
- Also, Refer World map as drawn in the class.
- **Sub-Tropical Regions**: Due to the Higher rate of Evaporation. Examples: Mediterranean sea, Red sea, Persian Gulf, and Sub-tropical regions of the Atlantic and Pacific oceans.
- **Regions with below-average salinity:** North sea, Baltic sea, Berring sea, Arctic Ocean, Southern Ocean
- **Regions with Exceptionally High salinity:** Lake van, Dead sea, and Great salt lake.

## Oceanic Deposits (05:37 PM)

- **Terrigenous Deposit:**Deposits are derived from the land and found in oceans which is why also known as Lithigeneous. Example: Sand, Gravel, Mud, silt.
- **Biogeneous Deposits**: Shells, Corals, Ooze(These are the deposits derived from calcareous and silicious shells and skeletal remains of marine microorganisms. Biogeneous deposits are also called organic deposits.
- **Hydrogenous Deposits:** Example: Salt, Polymetallic nodules.
- **Cosmogenous Deposits:** Meteorites debris.

## Coral Reefs (05:47 PM)

##

- Coral Reefs are masses of limestone and dolomite accumulated by a lime-secreting organism called coral polyps.
- They are developed due to the symbiotic relationship between coral polyps and zooxanthellae algae.
- The coral reef provides habitat to nearly 31 phyla of Animals leading to Rich biodiversity, Therefore they are also called **rainforests of oceans.**
- **Conditions**
- a)Temperature: 20 degrees celsius, Not beyond 30 degrees North and south latitude.
- b)Depth: Maximum depth between 200-250 feet below sea level.
- c)Sediment-free water: Therefore coral reefs are not found near deltas.
- d)Salinity: Average of 35 parts per thousand.
- e)A platform on which the corals can build reefs i.e Continental shelves.
- Corals are not found in the western margins of the continents due to cold ocean currents.

## Distribution (06:15 PM)

- Atlantic Ocean: Around the Caribbean sea, Mexico, and the surrounding regions.
- Indian Ocean: Red sea, Persian gulf, western and Northern Indian ocean, A&N islands, Lakshwadeep, Gulf of Mannar, Gulf of Kutchh, Maharashtra Coast, and Goa Karnataka coast.
- Southeast Asia and Pacific: Covering Coral Triangle from Indonesia, Malaysia, Philippines, and Australia(Great Barrier Reef), The islands of the pacific ocean.
- **Types of Coral Reefs (06:24 PM)**
- **Fringing Reefs**
- **![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAsJCQcJCQcJCQkJCwkJCQkJCQsJCwsMCwsLDA0QDBEODQ4MEhkSJRodJR0ZHxwpKRYlNzU2GioyPi0pMBk7IRP/2wBDAQcICAsJCxULCxUsHRkdLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCz/wAARCAEOAVkDASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAAAgMBBAUABgf/xABHEAACAgAFAQYEAwUGBQEHBQABAgMRAAQSITFBBRMiUWFxMoGRoRQj0UJSscHhBhVTYpLwM3KCovGTFiQ0Q1RV0mNzlLLC/8QAGgEAAwEBAQEAAAAAAAAAAAAAAQIDAAQFBv/EACgRAAICAgICAwACAgMBAAAAAAABAhEDIRIxE0EEIlEUYTKhI3GBkf/aAAwDAQACEQMRAD8A8o+SmmMUUSwiJII9EodnilrYSRPsb9CPfEwZT8KkwM4eUudMjBolQhT4aNg1uT/TB5DJypEApzGqVGZRLsdIJLOFAJ01vuR+stl1zURjI1kkzRrrMSFgNKd4eo54/wDPmX3G9HRxbMXMeOWaVUlijmeQxiR9ZJ8JIDkC/PAbhWOs0EB3I6HfHqD/AGcnzQ73MT5LLRNpYfi880szNQUlUG4XbyvFduz+z+y0YJ2hBnZZnkjmdItMUSC9IjVvzSepNVR9zjp8iUbRmlFbMzKxlUTMtI6ruQ1DRRBG59eP/GPQRiEwxSIssWWaPXJJIF7otpvwqu4BPqcZS9lZLNRS5hO0IFQhjLlsuJi6lTpDAMpWv+rGlHlligy0YkaYOgWMtGUSHxAByxNajt02rbEsk0/YItrTHZYRSKhRnIiWXvNCq9SSKxUlZCoqjtvtzitls/2FFPGn42UTqSsyjJpEC4sFe9d/bp09ccIZoWzmUMsqaJPzSvgIAGost3RqvO8KynZfYck6tIjTsLOcXNyaCj6m8Eax6T5ck4WE1C02K9GnJ2pEsiN/emeM0KExCGLKnTpG9Igrjn5cdZXtlc8MyDL2kxUKF7xMvHGGRe7LIqAk7cXhzp/ZiCabMQCdZHcaMtrT8OEG7O7BS9k9BXzwqU9hB53yEQgeWQSyCUSz2elMpVx670eOMV82NqlL/QE1ZWf8yQO+YJXcmlAbck73hPeZRZTFL4mdQytRVgoNncbYvNmOz2VF7iSTSXdtBzEZYt+8VYAgHgetYWz9l5nMZXM/hiv4aLu4VIleJ7JJMglY6vLgY5v+Jbcv9BtXo6LutMr04jgheUGNdY0jYF74vphkeTy2YRTIhMoLAoWAQazrCswPxDe/bEPpKSlIpYRIS6RrSIrG9J7sE7b/ACxSWTMxZpFEMkkBzETS6VYItAj4b4PX/drGafRRNdsfNHlsvGI4GY6o0I16SdRsnSUHHPTDF7qVIWkKoYy4iYbIpCgUTd6vPbyvjFftjOr+GzBhycCySlUednZ5VXbwjUANzvim3bjTxQLNlkvu+7lkVBGFcBfGpSvEwG9it8NXNWheUX2WZIJpYZminWCWYmORyhlIhJDKpHQH03wGUhy8GXnHe90TM7EyRGJEYmrNFif64RH2gkLhh4zKS+kMQR4VUWWFHYAfLGixzZWLORxvG76GolHfXsBISDyORt69MBypcWNr/FGllu0c9BloJ4TE7QHvChAbpR1Bqbgff1xRzGdE0jzTIsc+YkZ1Ck65jygUOdIC/PnC4GzJjjgaOLvEd2j3JDoy6T8V79d/PDMuJIwyDLysY3aRVzml4kcgqNIZSDt1OJJpdsE3WjMysPaublKQRyzSZcqHWJFZ0FlQwQEEjpePS9j93khLFG6mYqIswJGCSIyE2skbHYizirC8+XC90I8q7ctlt5SSdRtrom8LlhlafMzLDE0+Y0mWWSaQyGupJJ+eHc8d9gjLjuj0vakiouUYyHus26iTXp0PtqBR0v4vTy+uBmIUy7uBmgIAfw6pGVkZC12rk0dhzv0x2XzXamROTjyuVyiQwLIqqJA0ZVuTKsgIY77WOvywvPz5zNBkkRJMzIpAkDnWFqvjPIA244weWOXYzlz9Gp2FnVysuaMkuqUrAFlAUIqKD8SP7+fl5425YMykOfm3kknMrZQSmOPQnxNKzhtOgc8dMeIysOfSWZ3UuhWSMoZL3Kqt3sd+mNqXN9q5mOQaxG0mX/DldTORGKFKZCfLzwOeNab/APgebiuKNTI9o5iDK5d81lxoln7sus0Dd0qjawGPxdNx9tuj7SWbPrrRpaWQoLRXC+LnSfPbHlMxNO8jRIBG/dRxFIgSojjGwI3xA1RASM3jVq8F+E7nirwrr0wLLJao+gZeVWVpXj7qUimUsrMRztRvCpcwn5yyKyVKsSCRSTJ+WsupdPIAO++PM9n5/uoFkCaEBkCrESUkmkk1PM6lqv2rnG3mn7KzJyrP2pDDLFOGhZly5c6VKOAkjEddiBt8sUjT1ZdTb6RA7RDJMscpaUBgvdECRK2KkOOvnXXGVlu1sy2abJwZOOMOX7tZGlt3B3DsSFHrx98aomyMUWZXL9oZPMyvI8jRS9yjLGaCpcW4O3J5x5+Wd812jmZMtlyJD2bloo5EbV3biQozIdx4gtEnyPthtKwvk+j1MmVgkSPvs0ih9PeRSsjL3ZNmFWQBjvwefrgVy8sTB4M3GcikrmdpSyzRMOEGsUQT8V1jEyud7WaLNmdnnk72dFMg1KugGE6VFcfy4xRTP9p5GNckszmEpIpE/jLB6J1l7BP+/ZPInoWcpQ20eonEeUjyoLyBZnZdUOjUUKl60t0PA3FeZusVwct+GzOdik1LEZGmDBi/dqSQpVeox59/7RdpqAsrJMitw8MbKwrSVYVf0w7IdqnvMsYFkyyxxSo0WVjjaPMSs195MZrN+QBH8sNGafehFmt6NnIdqZbMr/7lIHEyEuAVDllUFm0GyK2BonGks+bRVE0kRWtRZdhtub529ceYjb8Q65mfKTOkIaCGKHVllRA9kXlxR3uvK8dnpgjE9wiRiB1CzNJLSSN+YBqHwnj5dcK5JeyqlL2jfj7dyoSR8nLDmHQK2lZGWw5IBp0Pvx/XM7M7Wzs/aXaSs3elzG1nSiIyJRBHrY4v5dcRfwK98Mtl8vliyRKBGGIkANqhIfRQ8tPX5YHJZbtoNFnVbI0rPpkaXu3teSysPPbn7DD99Abt2j0Ha8HaOaz/AGaqyL3UkrNFGni7tsvGJCzkgc8DGlm1kiynf5oSSSKrMzxJa95yCN6998ed7OzXbMWffMZnus3C2XkZY1zMbL3jkDUu4YHYDcYfM/bWZ/O/DxxSqSFjee4Y42cW5om2AAO3yHm1GUq2gF7fzGqUmGHu42A8N6iLC6qJve6wz/2hP+A/+g4RC2VgzWYleGUyZjOJK0MMUDRrCJnTS4YWT8GwP3GN78dlv/oX/wD4UX/5YDigqTPFtJnH1gQNbAxsY/iaMijTGtt8UpIY4ipXLvaZPuwFKhWaIks1AdQd/r7uyWXzcskU79ou6l2R8tDk53QqlppDINieQecXZFyMk3ZsJh7QtM7n8s9Ah2tNSoFdNN7b7YlHDJOm9MlBOL7KuUzvaEwuTLZdF7hRHI8cEtqSfi1AtYFf7OHFZJYgNKmOMFdEAiUx3+0So55qzh3ZWRysOWy5bsXMzZhkkiLzq+i0dixHjUCxQN84vxxdtTHOIMpMkTZjMrDDryqRpGRpURiia+Zw3h+2mDx7t7KT97N2e+WiZDJGJYo4LEStREi+E8E88UfnjO/CZh4IY82DE6EKY0cFUr4NVAC/lj0eUbt4dn5V4oog5gjlaaWVJczIVj0gX3ZY8UovbYdML7VX+0Ob7LzGXkERGYihVdCytmLLKSCEi2r9rfGeO9WWaTXRixgCWQRHNSy97HqaRGsu4CAq1fIYI9h9oSSNMMpmoEupkbLvK7EsW1qwAq+vONmfJ/2qnbNSBlP4mLsq9BIJOTmMgsOwNAbj+AxfkHaSvU/bUqswDaUgLEgmtiZDvjPFGNuycsdrowB2ZNI34ePJZmRiveKGy7B2Fiyy6dwLxZHZHacCEfgjCXJXU7wRs5o0njYbYssy/i+z0ftTMyk/jI5Zmy4jjjD6WTltPKjnzvBv2V2NUhl7akZi7SDTNlgV3vSq0cS8Sb7F8X4ill+y8/IuWcfhgZoUzCJPmYFZo3AIdiST/vjDW7NzZnKNJkraB5UAzMZ1JG4jIArzIrfFhch/Z6JoNGZzeaaGFY0CTSNqUknxLGg3HXAtlo1lE8UUiqsM0USzQzcyFTqaze1Y3jj7KLE16KOYyksf4KSWfLsuYdUQRThiDILAatwB1/pgG7OWXMZuHLdqZDXDBlWYx63hYl5FYE6QbWh6b4bP2Y8y5ZCsTJAkMMbiNkl0RUuqmNWwu788W8p2BlXZnCPHoCMX0QuWdS1AI7EULO5w8IwiwuDfaATsvJhI1zPa2TtVGtly8hBNbkayBiJOzv7L5VUvPMrTm7XJEqy1YO7VXlj0sOTyaCv7rRyALYQZME7cm2wM2SilbU3ZDMRQGrMwIoA4oA4ZwiujeFej5/lcj2BPmc3JPnZpMs88sWWGXy+mZU16VkkDHRR6Dp88XnTs+GDtGJXkQxplxkQHidyrSIut0W623x63+7QdCjsmNEXUL/Gx6aJ1bqiHrhc3YzTnfKQqK00uacAjYCgkQIrpVYV7kmzeN3aPM5bL5aLODLvmM/IqZjtGXUmUQSShJYSBMpRrBDG64288bZbsYML7HzjBjpQFM2SxIOxASsWIuws/CQIMrkgCQzv+JmVnbYW5Kknp5cYuJ2X25ShpcpGL8bLNMz6QCKGoafbbDtJv/EZr9MbNt2aqZSOPsWVGkz2V/wCLHISyK2tgNfoMWGm7PjaAS9iIrTFVjDRkPJ4gPBX23xsf3XmQY2OZjdotRjMsjtRbn4U6YTL2Nnp3WR88o0SLLGEM2lHAK7DbpzgUvwFIxsmZlgglj7GzDPJJMELyDSyiZlIVC97dfD71eF5nM9q5fMZhj2ZEkaZWKIj8OX1a5nbUTG5BI2Bo+Xnj0sPZWYhRUXNQDTdflzORqNn4pMTL2XmJlKS52JkatS/hno0bH/zRh1xXSN2eO7PkzGYzWaXuWaSJon0ySCDUW1AXrF9Ma0sPaoAZsjACZCFSOWKR7ZCdmsDp188bUfYqpJLMc2veS6e9c5VWdwopQzO54wTdi5Rm1PmHLWDYgy67jg/Cd8Lwj6RvqeFn/wDbiKNUTIL+HV9bqJssCUHIkOrGdNns4BOZMjHC7zrGD+IoRGxqRmsgg4+nnsvKlSj5iZkIKkNHlCCD0Nx4TF2J2ZCbiknRrJPdrlUu/aHA4qhWvyz5/Kf7USrl9WVjbLw9zskCRRmOR0CxhkpSSRsb6+tYvTn+1MnaWS7Ri7MyqNl8tJl0jlKSBVYksy1po9Lx7N+x+z5F0STZx0EglCtMoXWDqDUqAXe+LC5PJK2thJI9Eap5GkoGjsG2+2HTS6Q6qqPCxt/a15u15migizPaZyZdoJIvCmVQoAFBut/3sd2dD/arJTwyk2O5ihkjkMAV443eYIgsmwWJs49+sWXF6Yl33Ow3wWmH/DX5qMB7GpHkcnF28kD5XvoIl1TZjvhEJkd5ZmlZVAayfFXTjGBnIcs2ejXOZ5tcnfB3PZs8YBVgFOlG67+mw88fSymXYUYlr0AxBjyxsGCMg7G1Xj6YMXSpgcbPmIyGQfMpEO3Ilj7hGSZspmVYEswcJq8gAef2sX+y+z+8inzCZtaWedIoxBIhKISsczM7ctzxtePbv2d2VISz5GAsQB8NbD2OIPZvZBIP935b5xg4D4sRY4rZhZFe1Tl0jOegQx2hCp3i3ZY1ZXz3xR7TTtNzm1Och0T5GGBm/MVmVZyRGF3G5JJ34GPWDs3sn/7dlP8A0U/nghkOzATWQygNf4Ef6YCpFKs8OcpPmJIZmlDTzSyO7ondxLasPGQOSwHQc/PD4/7yycOVyuYlyzZeJJDmTDlknbvCxbwM1cXj2AyPZtmsjkzRI2hi2I5BoYL8FkefweVv/wDZj/TBtrSF4o8hk4JkggZZMqglQGSxCZgHOsKyu1+nIrBJlHiM0hzaHU2q9WWbQw/ZBDDj2+ePXDK5QGxlct6nuYv0xPdQdIIB7RR/phuToPFHg48u4IE2aMZWaNgfy3Xwv3pKlW4Jr6HGlS//AHBv/TH/AOePViNOVjhFeUabfbHaR+7H/oT9MDkwcEeSy+SzcEbQw5P+0bQsSaln7PgUFyGZhpbnrxhn90EJJKez80cwzArFmu0cuA1jxM8kUJN+nXHpNEx/e+oF/XHGCVyDY+Zv+GI/+DcUeeyuU7eXWjfgIUO+3f5lh0A8RVcWG7JzEja5867HwmoIhGQV2HLEY2xlX3t1G/QEfxx34Rf8aQefF/e8bY9ox4exsvGFPf5tAlaRriFVxWhf54sNksog1STZhlIO7ZiYn5BSBjQGRy4HiMjjjxOeP+nBrl8qgpYxXWyT/E4OzWkZi5LsqlAi1K2wMjO4+epycWVyWQGwy8IG9aYY/wBLxeCxAClQfIYIOBsP6fbB77FbKQyEB+BFTjdIItX1ZcPTIZdN/Gzc/mMP/wDIGH943QY7U/tgi7AOWjZaIAHpdfxwH4HKG9UcbHpqQH+Jw7xHkjEC65+mDoyv9FjJZZSCI4xXFIg/gMH+Hy67hEBPNAC/ehia87xOn0+pxjb/AEkBBsa+mIIj/wBgbY6h5DHUPLGNRH5f+b6/oMT+X+4fvgqP+ziQPOsCgWgKHRa/374LxeQ+dYKh5YmvQYPEFoX4/MfL+mOt/P7YZt5DEEDGo3JAeL95vpjqbzbBafK8TWDxDyQrQfNsdp8wcMNeR+uI222G+NxNyA0g3yPbHBBvvgiyj9pT7YjXGP2rvmh+uDxNyZ2lcdpHQfbAmWMdW+VYgzIN9lo14j1xuJrYYUdR9RWJodAMVX7QyqfFNEN6ItTX0N4T/euTo6ZiauwisduLsDBUTWzR08+EfTHUB5DGLJ2zlRsTOT1CoSR72awr++oDQWGQkmvE6KK8zscNwf4Drtm9a9SPtiCyfvj5Y88/bMlXHld721SkivZVGE/3r2m5OmLLgdKjdvu7YPjf4Lzj+npg8f7xxBeLrfrjzRznapoGbTZNhIowB9RjjNn2otPMTfSRgAPKkIw3hYrzQ/T0adyuru1rUxdgo+Jm5Y+uOMiDo3zFXjzDx5h9jK6i96kkN78m2wS5d1v8xt6PiJPHvhlhYv8AIiekMq+RvyvA98o3tB1osP1x5s5SNiS1knnmt8QMtH5C/neD4f7F/kxPQfjIPF+dDS7nxLsPrgf7xyn/ANRD9sYf4aPyOJ/DL5HDeFCfykejDEVQJ9gP54kF9+awoO1jYYLUx6Y862ehQdtiQbsatxzXTADUeg+eIrfcj6/pg7AMpfM4nwDzwAr3+uCAHkfnjUYm16DHA+WOoenPXBUP/GGSBZF3/TE4nwjmvmcRqTkEfLfDcReR3Wt8SAfI364jvBt1+eO70Vdb++G4i8gqbrXlvjqPn9MJMtdQa8uMQZtjV7UNvM8YPE1jq8yTjvDQ88VmzCDZnRd68TKp+hN4Q2dj2pmYVyEOnmqtqGDxA2aOtax3eKP9jGNJ2llk37zWRuyowIU9LIxXHaisQFtVvdnRiAP+jc4PAVtG/wB8PXfjEGcDy2ry6489/eZBYHWwLGu7KoCvnRVj98JkzuacnTrVeil24Png8AeSJ6U5kC+ABvwOvTCjnYujggexr3rHmtebbcsBvfU/xwbvnXAWTMSFaHhJpR8uMHgxfNFG6e0IR+2DflhTdqZalGsajVCv4m6xiiIbWx29cd3Sb+9k8XhuAj+QkardrQCyCWo1QIu/kCPvhLds7nRBKdv3gN/PYYp6PIXwMENGogDxAbbbHpg+NC/yRz9qZq/y4wR/mU7fU0cKbP59iNIJJN0QirXys4hgw5G3oevriQAaO19fT0wfGhP5L9Cln7SZvzSzp+6khir3KDEPDJIGIUCzsWeSR1Fna3avth4J8tua/wDGJNgcHjFFBIm/ksqrl5VOzAbDhVB+ZOGdzKRpLsQRuAdIPWiBzg9Y8g3SuawVtWyqSDYJ8sHiSfyWVxl49+CetkHDVhQcgGjtsBgiGbfuga36VfviQGo+GulDp9MPROXyDtEfGnfY84Id0DQ224JHT3xFN6n34xzRhhTKGvfjf5HBol52w/lv8t8BuLLLXt+uO0KFoWo6EHe/fHLERuzM/Smqr9MahPMzgL3FEcgc4mmG1/zvHHYD8s88CvqN8NUAgVYvz5GGom8zEHveRVH1o4ipPPcDgggn58YsUtni/MbDEEPvRrijQIwRHlYsoSL1EN6HA6JP8Vvt+mHBHGxF77sBXrxeJ0jyP3wQeVmwL6CuvAx1E84DXXmfU8YjvK5YDrV7748dRPrrG0NuT5+WOtQb2BquRiuZlHUm/lXrhbZmJfidE34sX9MPwQLLfeAcWw9B198d32xI99zv9MZrZ+H95m61VDb1NYU2eT4u8RNVDSFZ2HO+233wVBCuVGr3pN0R8v64HvQtln2O/J2xht2ixsJreqJ3CD7b/fCVzkqFmCxsaod8Nen/AJQ1j7YooIm8iN/8XDdawWNEKoZmPuFvAnMkLrEUoFMNTp3aE+hkrGM/anaTro/EMiUAViRIxt0uNRim2uQ27szEftkk+W94biTeVGzJ2pGhA0Ab9ZNR+wwpu2FAICMdyBoFj/uIxlqinZa2JPO22C0ovFE9S3P3weIjzFiTtXOsKjTSbPxaeOhsYrNmO0JFppCCb8RlkJq+AAa+2BLDoABqAujufTBpvYpaHrZI9sHiI87RCvmdIAkKhd/CAD8zziWieT/iSySDmnkdlB9ATWGADSQNP8N/PEgJ5i1G4Ukj29sGibzNgiFFGx2J6bce2CCR3Y+eq9sAzsAxAJ3B5IO/niRMqnTKpB6AA0Sd7weJJ5mNAUDZTe/y9qwWllogX5g7HAo+smiABW2+31wLSRBiGcrW1nVpHtg8SfkYxyFUsbIrcILN/LEaomIF6WPTe78jeCSmBYFdNXfniaNE+E9OK288GibyiiHDGjqPStq9bxx70kKaHUF/F/LDl08Bft09sGF5JaxdgtWwwaFeVgIhoAkE1djYYWMwNbRhWNGiV60Om2HGOQm1fw9QQD98GI/lXBF4IjyoTqY7CM7nkkAV7HBNHakK4WRhte4+ljDa+YHTBkISAa4ur4/ng0T8ggRKvJs7En+gwLOqKzEOFWwDXQ+V4CWExMHiMwBPiEKarHkTyPphyFZAVIkAA5YUT51eNRua7ISioIIII56X8sEFqxz8hsMV3yca26tJsD4VKkH5Hricu+W3XxK4Fgy2or2usGhfVpjgrXasdO/kPlg9Vi9JJ43BGBRpfEBoq9mG/uDgSucJIeOF47OyOyMB88ER7HCieCOhG2+DKDpt7YVHGVUDxDmgzlmF77E4aFfj9nqf6YwlizJChCs6CuhO+DUxvsrK1fusDXvWFz5eOcKCAGX9oLZ/iDgUykCoqsqFrrULUn6G/vgh1XZYKfM9bHTAEcnny5++AOXAFLJLp4062++9/wAcJbLTAjRLIBXJJuvLY4JqT9jvECNSNv8AtKQR86wWl72++K65dl1KZyVbc2BZPtgly5S+7lZOSLII46Bhgg4x/R1NYOpttgL2xNt5n/VhCnPJdmKRemoEN/24LvM3/gx/ST9MY3H8ZbabWNQYBAaDuwSM+zHn5YRNm8pFX/vAduagVnA8vE1DGAZGY3XttZxwR26bbE1/K8cHE+oeU1JO0oqISPUSN2mO43v4UPy5xS7+Qi91BOyrt9bwsLQAFAnyG+3rhwQ89SLA2Jv19MMokZZhdyNsSbAu+fpeOq+R9Tz1rFkJW/pZFX9sLI8Oqwbvc9PTBqiPksBVu6AroCaGCAVaJA9B64Bj4TVcb1zXHIwCCqsnw/vFmYehrbBFcyygV/h36gUT8jeIK1zR9gCKwIlBDHSRpbhgQhsdBiY3hB8TKCfhA3wyRF5GMBVVJC6mJqvfAWxGwIAFcA3XS8O0A222/PS/esR3YqgDxwMERzF1sCQASAaAv6YilJrbz3oWR5E4b3ZFHTzyb4GJ7tN2IvpuL+lYInMSe6JNHjw3pPvsCMEFUWB7bC8SI2tmJuiNqr7jDArHdeBt4cYDkLawKJPFjbceuItFO5sEXbcn1w3Qx1Vvvvd7fPjHKqGjQPS1AvbzIxhVMiIpJemyoI5Ujp5HDFRN9hTfveIVjh57dd+uJtRVk+Yuuflgitt9BgAfsiulAD644A9F2vg8Yi25FG/PrhE00iqe72YHdWsAj3HX5Y1AV+i0UY77awKFgYRI+ajZK7vRtsUa645BrAwTZlipYBkqiabUD81HzxM+ZkjcLC6FiKKujVZ8gvXGMlJPZYSYabddAJq18Q28zWC1FmUxspSzq5JHlVDC4JnZVWRAGYfsjY16ViyKHAA442wxBsS08Edo+pT0sX9Kwa9ywLowsGjqG6+m+AeCCXdxvuaBNYBclk1OsJuu5LMf4XWMG40NZ9KlgHfgeBeNutYDvXMLSlGOkE6KpufLB6ohpXWo2pdJrb5YBcvbErmZDZBKsQwNcC+cEVVQkZ6GwGV1I5VgAR8zgjm8qGAdSA3DEAr8zz9sMlyyoe87gTMeASAwry1A4z5MzCNcc2RCKwPxgrR/ysRjWVUYvovd/EjDSE7s7lkZSpvyAwxczl3rQ4Y3VXv9GxXhTKNApj0urgFgaLmv3qN/bFHMjLaqQFSpAPQfItvg2CMFJ0bJl0kg1q6jg/pitNnTDII2UixYa1IP88ZWpUG56/vWDeJYryda34gNjqHmCDf2wORZfGV7ZdPaE25jeOQXsCe7r/1NsWYM2ZSA8LpY1BgLQj0YbffGamXmmUyQhyVNUaAYHfrsfpiCe0oCBUkSAEKHUaAP8rKaxrGlijJaNpiSLDsADYKHn0N2MAMwwNPBIR+9Wx+mMWLN9oIxDTBgdqY6zv5AgnFlc9MobvNEgQ7hRpdL863r5YNog8Ml/ZqFUkAYE77XVHAlGQeFm42Lb186vFKPtFCbKkoarSLIOLaypImofCeb5FemGRKUZR7RXbNmHUJUYLWzrpIJwv8AvLL/AOI31X9MOliVw2nSWI8Ie9BsdcVvwmY/w8l9v0xqGio1sp0RRFBeux69cMBN2DYFDnw7+mIMYPUkAC62v1xK6dvSxQsUPbHMkerKYY2si+Rdfw3wakEsQBQGkk7YrvMFbRpkdyRoCKSK9TdYcqsUZqsiiFN7kDcbWMEmxmsCrLMoNmhtgiC4CFVCkDYA8c4FSDZK6QoB1Nsu/ofLDUJA0gl+vGx+eAJbRWlhjDKwcqFADDoa36bYArIpCrarTNvqs9bvFqSN3UgkL0o8MPQ84oSIwAjiYKp3dgSQB5rzhWUi7DC2NwjNWxYGj12C4BmYWCdIPBrTvXHnjrZAbY8KBpG/0onEk38exNixfHreNY7ikTDmJw+hU1N8J1/D9casdFdx4uoU2AfIYykIUgxtak/tgEEDy2xYSPNkeBo2RwSNdgafOsUOaSs0AlXVar6+fvju65NDV7fpjk1hAG8RAAYqPD9MGCBRBDfPGohKVChlrbXqclQw06jpHyBrDRF4RsKG9nn7dcEGFXdg9OKPmcTueTQPQCww98ahOTfZUzUsUC6m1EnYKdvr6Yz/AMfK5IUxgVarGCNvnjcYhviVQBdAnVQ45POFrDkkYlIol1VdIBfkcGikZRj6M+LNISqsN2HCi2+SjF5QhNWbrawdvfHPloJNWlVWxuUUag371846BGgQB5mkYEgtpFAcceWMJJp/4hiPcHfSQQLBoH3wtlhZqOksi6rI+EHa9XGGPJAoDO4W+CfrtjDlkd3eRj4XJ0s1qSo42PhxmNjxuRtd5Dx3iEirAYXftgrB8Q6b11+Rxj6mOgimIHQAgD+H2wDzEUKYc0UYnfmvDgWUeD8ZrRzyO2l4zGALFkMPm2HaiSABsaAPSj64xY8zmXIvMRgCgfxGqt/CFpBeLZfPxxB9YpB4tKbED36YeyUsLTNAA76g21+X2xzeMMK5obUDjKPaUhXaOMMFJsHTZJ2qidsVZJZpGEryqzk7r4xp67WKxrRlglezSPZ+XJ1F5zqNsrMQbP8Ay0cWoYo8uEWPUFFnxMWO55JY3jDWXNRsTHKykKSEk3DX5E7fbDUznaTKAUIbc6kGsHfqRgckPLBN+zcLuWBB8I9iT9cQ4jcMroGDc7Ag/XbGbHm82LMqRuuxUDwlfQ1v9sCe0pNTr3eg7FFNlaPqMbkhFgyWXPwOUEiyL3iMGDVG3h9iMPaPLSUZEjev31BIPnvjO/vJlCMUjcNsdBZWBHVhviZM5l50PjljdfFSgFxX2wbTC8WS9mgIMqdS6F2qwqUB6CxWFNk1X/4doo7Nt+WPF7tzjJ/F5oIFE0jhtgLKFRz1O31xoZbOo6KpJjcbHWdv9XGDaegyxThstxRTxgmaYOTVBU0gfzwbRqRV7E2VqxeKzZqJaYups1d2SfQYH8dAdzIoA6Pd/wAMHRH7PdBPk4C4fu49Y4KKoO+252xXmyaFhY3oqGsggejAfzxYGZhIFOpJPBO2/rgGzZW17nUB+4639Dg6BymnoyJ4zA2l9bJwGrbfzrEIxVmKk1QohjQ97ONGSbLyoQoNndiwNj0J3GMmSRIpCneCnBrUrFdJ5ANVflgUduPK5rjND2zE0e4kbTQLKSSvuAcR+Pf98/6MLDL+yxAPhG97154mm8/+8frhbZfxRfofXwj9ri26jBldvCKAG4J4PpeFl0RlVmW/Im8WRW42O2290D64Q522ip+FmabvWlIBWgmnTYPQUaxcihWMFSaA307m/S8cNwtknpe+w9bwQlUggC/I1X2OBQHkbD0IylTYA3IFm7xAITToPhBNggG/Q4mgvJ3ANUd7PGD2CqwWi11rF3jCORWzwkYxMoYH4fiUCjxZOKamUK2t4F0kAaHDWT5njF6ZMs7IZpNKgHUpdFV+RuG8WKEsDoFOVdJkYEG/i5/aI4xqLxeglZpEBRgNPiZwdh63hd2WrU73dksAa8l4wtZNzFLIQo5UUBsKw8GHYAu2t9RVvC3v4fthOiyVoJJCKuAWDbOd9PkNPOGSTyyAKh0kDi/uDzhTo0hCgUorcsyjzvz288V2ZGYWWAi+Em3L31NivbDWBRGLHMfGJiXQ/nBmCtZ40aRZv1xaTMSpWuQLIOA5AojnY74QpmA0d6dC+NlcKpQsNg5uvahhTw6qtkem+ENYNm2+AX8rwLC4KXaNnL5qJ4xK7LHd0oN6a24HQ4YM5lyLDqdQ8IjIsn/lG+MBUIBjjiRfFqKMdNdfiPn64ajvHYdlSQbWqCmDbj4NsNZF4Eui9Nnc3GVuIaGN1am/+q/5YBu0pxq/LUVWkHgVz74ATO+gyMrcrYoX6qMJmSSQ61iXxbkrqBBG2941hWNdNDX7S7QIXS0aWAK7saifc3h+VzecfV3pStj4VHPqR+mK0ca7HulkUby+MgiugJwa+Ed5AFVfMktuf2SQKxrC8aapIfm2ExTV4diBzuPUj7YpBRYARCEJ/wCKTZ9//GLTRzvpOnvENN+W4FfK7B9KxDNFQAoHVvp+LYdR+uA2PCKWiq6zqrGNFVT4dPIu+RZ/nh0E0SIA6IVIo30PF154ZriYqI4wGDqF33CnqNW5+mEuFaw0dstgSXSg+QY74Cl+mlHkXYlGod1oS6IuMC/ILV/fF4d2QqzMi2CDvYY4xlk7lA4YoSo1M5OkH3xZTNRyoI5dDMPiKi1br64paOTJiki02UhVw8SIvU6Ah1AiufPFXM5YFlJLKwrYhSrem+IOeysSjS4UiyQ4I2HUYqyySyMrzM9GyI5HfTXFpW2M2jY4TfYwERsjPqkQ+HSx4rnT1w2OD8V3ZyveoA5WUTClSwT4DteM9vw/hUg7qNVuQPdStnGjls2Y44y1CB7ABZzKK2Bsj+WEtHVNSUdHPlJIZgIy8pCENcbAKDvsQaOEyxTxEM0Umldy3gFHoDe+Lv8AeMJd41Y0FoWGN1v4bxVmzCZqJoyWVDuwdNYNb0wbbDE4ZJ3TRX3Z1tbetuVB6nVW2IZtIYhTq22S2A+eFhXXcOgDXexC77brdV7YLwLrcSGyKrbSPOgBgHS9ksL0hSxtbokGvP1xwClKVKEfxtTEUeANX64QJe/AaMyM6g3oWq3oChzg1mkA0aXW/iD3GWroLxjWloNnrwjYAUQQR/8A2GB10TpDljRbddq26HCzrY13bPXiDL8SivLnElVIDC1Yk/Gq2K6HVvjWakzmeayAVJIBF0KB9dsEDKA2p71rsNilfxwNFlIHdsNjvuR8sVpo5SUAM8IFkUQq8c6W338sFbdGaSWyzr8OlgTp3UA6avyPOILytuzMK5BbUlfLFPvsxGTriMjAEa91NV1ux9sFDmUkrTpVz4dPhsevh6Yo4yQsXBvRZWuTsQBTqoKWeK2/ngtT/wCOf/Swtn0gEoGPIIOkEDn1wP4j/wDSH/qnE9lTQEcZpyF1Eiro7D3wwMCTpqhzf8sK3094Sd9qI+1DEhjvp396H2wTym2xmp2oatrsjofbDFKCl3J2J3FD0vCBe13sem5w9DRteq0b3+XljCtliMFSGFeoajfyOBzUyxRd4yyMGbSiKt6id9jxhibCiRRAI1bgHyob4zO1Gy7d0k2bdXRxcOXZWYXyQG2B6YV6DC5SKs8schJKMWoAFCHFHoT6YVlpWRjUs4DXyBt5GhQvpzhuVXJSsYismhgX8bCjp38Y6n2wWbk0CCOJQB0AQiq2pFAqvngHWqToW/dqCr2NNd58Nre/xH9cRHNASorZLCsqaTR4qsAgmlJ0QNLZOmkBWNl3sEmgfTfFlsvMsZLZKYsFNsZIyLq9tJP8MKWuKVWEcyxBQsafw9aNjgkHA6i1FCG0JpSNwNdcHd9sVUkp1JNlNVxkggtW/hA6YYVz5fw5KRyypsEGyHccng/74xqNyivZoZbLySDQomVdIZyw+ECyNI2UknbnAZ0yRQikaMvStxrvm7W9/PFbvu0IQBmBJBCjCgqhig5NkXXrucTJ2q7Wkr5ZoCG09+iXtv3gFE4NA5N9FcTmVgYF1E6UZX8VkcjUBx64EyhG0l3jmffxrY1XuFAOCiiLlpEkEgYfEo07HyqsXF/Dw2WSETBv+JIxe9XBBO+MN0hmXLRMhdi5dSoUADci97GHBpZWZJMm0cbAENqN6vLSDqvCI2k16k2LqFCswu75Lt08txg3eZX7ruHksMJJDKuleR4NJu8BiX+DoQjkrGHIDFW8RbxaeCT1wEoisatJVf2VLKL6i12wlJe6VkieSEAFSkPiaq48XOByiQaXkEuYZdZV1YaZQ3U1+gwaA20OLsyae7iRRW0bB356tXHzxI8IbQpYqqUZDub3s9fbFdJUQmM6FBJIoEWB/l8/PfDSxjBNWW/e+EeZF/rgMaITrFmInDgq6uPEhCsCOfE464F2mYkrIlGttxS0BYsfzwl8wpu3mDAi6Ae76qvP3wSOqaDmIiVCswQju/EeCxBO+AlYzkojLWTSFcACgBH4SCTsCBtvhkoeMhVPVSTGwOrzGw+RxUlk1OhQaIwACrtRs3vpoHEKxCh3cbyMBqYNYIHhBABAGM9G7GkuzWPCGs6asofIX0xDSlgwDPyAy8I7c/CQRhcg0sy0zOBRCtqA07/73wpRMw1K6pp1PoFjwDoD5+eMOMNRnwwKlgWVACtW9EKKwYmdFLFxQGxAUgA9AMVWYv3YLNbKSqxeIGufFQ488cWcCNr/AGip16GFbAAkUR774NBsc5MrqzwwsvhJY+Ha92LLRvDELIhDK3iutNMCDtwLwiWQLGp2kIohAwNuOSusgYESxPREixkAFlYFWJPUHj74ItIcjmhR12L00Va+ADqIrEM7sNSMFIFkgbiufHxiLMhsMJAnhCFAxBvqwwapExMbKis42TSWBvaihFfc/rroyAXvRoYkLIrhjbCrvYgDf1w+XNJKpURpNKVIeUAroIPPQ+2+AfZNIjCujUwLaQCNvhYXgcs4DT7Q7EhiJCQCK3rzwbFlBNpgWwWolNAk6kNkgc+GjhgEZB1liyg8VqrncHbCi6FpO7JDA22pqRjVCtQ2+mKn4tlZl70CQ2rq48Gn95GvBpsa0NcEvdtG9bKx2b12NYReZeRmkZ+8BFhn8KgDbpeLDyQOqoGVauiSoU14iyMCdsLZBqOllYvuz7k35Xv/ABxXHTdM5vlOUYWh407EEFiu/i2++FSwFimlVVjsrMAAT5My/ph0UagAyWzHe9NafLw3eHvE7oSrBq3BAorXFf8AjHXxPDWepWmZS5lo2IlBqio3HI5oj9MH+Mg/db64MSskj96o1tYZq0OfU1tg++i/zf61xJwVnor5To0Ab8XAsUN/rWJ1EDgVwK59zWO0lhqB4IB6aSReJo3S0QRZPX5XjnFcjlsEE8Xvex+owakaiw1UDZoX9awsHWSDyObFGh0vB0eQw0kXV+LboRgiNliKRhdWL+QJ+eKkvZeWlbXYiY0xZaok30wxB3jKrDc+GxsoHmThhcKSpBOmg1WRtvjUBTlF/Uo5bsmSGaJ2zJYrIdJXxWBvZJFi+MbbxROFZ6YrsaF37kYzzOkZLRstkXTEgKfJj/HDEz0MqoO8CuKDAEUT10++BQ8p5JbZfijQqoC6ADuAQRfoawT0w07qhZdegleD5ijios9mrIH7J8j5nDVmAoFvFuQG4NY1EnN+x6rlxuERgC2khQCt9brBkmMkJQsbEAXZ6jCEmXfdW33IIAs+2+D7+xRvY7V/InGo3MNgrjS7AsQQxUnjyxUlyGSkUr3UG3wySKCVN2SC2HgqASDR+d/XnFeSJpj/AMQjboaFYFDLJRRkyREmpZUkLkeFkUICBQCqvI+eJkysJKEqqpxKEBAoDopvFpUhy4vvXY7eNmHzB2rFCadJiQkokU/CoV152IsisK6OiE5zehby6WqNikSAhFkYbsvBejeC1nVHek69NOtKNRHL79eecVTFpDCRIQrW6IQCdjz4sEksKujNGzEoT+Y8eiMAbHxi66DfCd9HYlSGyQZWV3lSZXkSMXrdkUG91GqgT8jhUUckT2paKOW7GhkBI2BZzv8AbARpmJnkMX4WOMt+UZCWcFt9K+nrgmGZFpIDNOjkERy6FSj+yzbYFV2OnegtwzyWveMQo02kZugAdXHqcM0rI4ZInIK6Xcl9IpqNDisL/LdBCwzGgMDpZg5ZyfEO8FNt7YYkrVYRioUqKk2267bfUY1jUCyWaUr+XajSBsCbHJ+uAPflTHqJMZFhipLVsSLGJeSRtlKR8liSp8JB8zp98RJqj0IIxqbSGVr8WnfVe4I8sbkDhuzmWEqjPHJrRJLMSiSVdhTRhhx88VJc0FVWhR7KhGMxRWBJB8ScfbFhnidoZJGkli1MjCK7vSKDDk1wNxgYGC5qNYwpjLOqWiByCOTVm8NBW9gyzWODkUnPaEf57tJWoaTHSBBzW3n7YsQZlcwpVdTMDbiMAEV1LEY02WMNJqAOocEcj2xl5gnLmPuioQuWkXir6DpRxaULWkcWD5fN1Is99+W5LyLErKRGzMaFE6thv6bYlNkUwFtIttcdNd8g6hWFjMSAo8daq8KpZC9QLvfDpM5ENA70LJoLtuVElmiQarbrjndo9LQuowDSlzQJ71LAOwvUR9KOKsxcTgjSWQ2YySSTsa1NeLkZ7wMxn+MlkB0hXsWTq2+WKk8ZnkLrbIWOpFrwP1bbbfDY9uhMj4xsBpoTrZBNGGYkiBi4Rq3Gkm6w5c7KjJE8KCMggzRkhyvOpgx1A+14lMtEEZ3QlgviOyt6Xp2xWKyCjGA4D3plC2tjTYJ6fP8Ahizijjx/J5SovWI1VobYPqKhpFZmIII0Ix1Xii/fSORNQG/jgbSSD5ggDDmbuyrKOQPFsQG89+uAGYX4WttHAOy7joOMJFFcuT66GBWAbTqeLSfCXsg+ak7fLC+5TQskQRjuLKqWA9N7w0AuA0epWQCinQdbHGBjlZWYOgu6ZgNIPqemLpHnPLJ6KskEV26aCdid9BvkmsMyqRRSKI2GkMKYsX29zg2AEjGMkmgWXk/TyxKxMTqVFRrBJXg+eKRV7EzZZcTZQSlAVN3vRu/qcQTV+Eq/XQcRC40rWwoBVINgD3w78trJWjxzv5cnHYlSPAcreitJl0nj8DHUCdwd/wDSRit/d0v+I/0X9MHmZZsq5tdSGtJrdfUkHCP7wfy+7frhWlZ2Q50aIkYAqHGljZVdxt54gKCLK6t+Vrf0PXFL8SFIUo2kLVGw23nthpzABTu0Asbqxr+GPL5KrPd8MrqizKyxq2ogUNWwN18sVosysoJjYCya1gBmr2wnVNNI1oSOBqbwj05vAgrFJQy8rSMhNhGaNADvuNsJ5Cq+PouvuFEmoWQLDVfkNsCe/rTFZBY0NizexwlgkiFpFWORLtSwJB6AV4b64Z3ipGxAVFVNTNqFAeZrA5tlY4YxR2mVlk71Gj1LQbSC2x6qcVNeVAI1uZItQiITfcnc6fP1w9JFmHeJKZI0U3dgaQLsX0wWuoHWOMyyv/xCAw0oeDH/ADwtsdKtUJTM51REfhJKWpsuQR+7zWNNZVADsbY83vQ8lIxlI+gvMYynNCUENsasAb/bDg6tYKIgoGwSAfUA4qpo5Mvx23aRrRyw6hxR3IHX1wQnhsFJEKsoKjUNVe3OMSWTKKrxPmNJKEgGUIHvkBt9/Ssdl5oY4JWgjcaU1qZ9Okn1c1v8sNyTIS+O0l+m4J0B3ZdVElQfFQ61eATNwsXWqKuKNEKy1yC3Xz2xlZeNsw7zTSFJY0a4ikgcLzsw6elHBRhcwC0aQtEAdy9SgKd6U7k4l5Dpj8NJbezRzEjOCQoqmOiwAwHQ4wO9njmOtBENwpl1dzdXS7Vflti6wlViok8FUiHSZQBvSs2Akd5lkV4oU2Up3hUkHzUXd/rg8osbHhni62g/CFVWZJA4VZGVRoJIsVq8Qx0qQtGwDBk1ltF+FidjpRz/AL+eO0QzL44QFXqQHEbgHdWAr2xWDxmdyweSPUyoVQtrI2GwxDXo7krHguUaOIqnJ1vGodQNyBRCgeWET5swojR6XKLqZgQXYeQHJ9aw/NSLBGAyaxJsdDr8ZAHmfntjHWXMh10y3oa0ENIYxdgA1i2OLmiM5xxlkZ2Q6pRAgSVtizamj8yNXjH0wJ7QhDBIoFkK/FVq0vvR01hoy0dKWVg53amJtjvTV+uCGUR0fXHEBuWCg29b7k74vwj7RwP5uwm7QglYfhC6zroLJIihIr8O+oFSPLCn7RVImaZy7gnQIy6Eg2L08UN8KaKBQhRV2YaVItSCeGvFfvMuXf8AFKxmXaNSoMZHkDYO/OJcY2d0ZycbHpnXZQgRO6IJUqCGQn9vmgcaOR4EoFykk6yAAK4oDb3xnUkh/wCG1mhpjs2PZbONnKAIm5YAUoSqCKOgB3+uOiMDyvl/JclxZdjZnvWQQeuxr1xnZ2LLSPpUAPdWwoMa/dxeeRNrG3ArbAaowSZSr7VTqpoYpR5cclO0YZXMLauGGkkCg1aR1BFDCdMaIQrEsTqPeHU5PoTj0Aky8iOiaa3OkDgAcqOMUn7MinDsr0SK6hDwaIGE4HfH5kvZnJmGGuN0VkIpg1ggihsT1wMUndOmrU1tQZfFXXfDHyGYjdlWTVRNdAPUXiI8uQbkoLe7AkEj1vCqCR0S+WpRo0Ynd1N0t+EAMNVH0xUJWEsNPeWbViRwD1qv4YuxUNQj8QNUWAv5HnFbNQRtI0iHRKSCRXhY110738sO4Wjmw5lCVsCm0sVDS6/iTZ9I58K1iKsAMqtYsaBW/lhLjNqNaBi6aiysw1EEUSDhTSHSDFKVcIdSFSVWubB64nxZ6HkjNbLKOI2AfUCD4Q3A9NsOKvJe6+htQa9RxWKEEs0op9LXROqidvbF2No0On4b33o/S8Vh/Z52X6P6i2WW9LR6wONG1jzW/wBcMi17DbST+0dLD3FYsgRMLNEG+cSVU/ELFAXYDfP/AM4uoHK896YyR/CpRidK7it/UgjbCfxgUcn6UMEsaJbRkgNswNWMUZtasykqT1Ab7gf1w7k0c8YQbLUucDABwSAbFUd/phP4qL/Db/SuKpZ12FWR8JNAj0xGqf8Awl/1DE3JnZGCS0aLsGVdIcyXeratjxYwsRzOV1tLGRRkZCoi868fT1w5RQCKtA3vWlTQsaA38sHKrSRssir3TqBIrVqBHUODQGPJvR9PQMckKiXQGkSwxLaRQA33HT9cMjdsyg0ojOhOoIGoDY0A21euEhIYhTQt3a6gAzhu8YcFmXahhSmeRKXMK0S+ErGtlbtmAVb3wt2GkWUXKoXp4hQAa7KlyaoE7c4ru7a2F93ovUskDNqNfDSc37YnuUiWRw+hkBMJno2xqyQDVDpscKGZkhqfNZhXYstsdJFk0B8PX2wyARmpJ5AqxQKGFlgrqgTatkNYHKz5jdTB3MuoUwlpStbnQCTY6nDQkbOXVSHLH4zT3zYIFV88IdpInkpV1VagqoUV/wA29Hk74N+gpFzWVI0SsTdlloanPJOoWMcFSPW0mkNpBGmiSxPLE7VhOqNkjkkUq7LqKRgqo6FjqsG+lYJBDLq2ClUpO9Vip6batsTtDNAZl8uRF3ksbkMv5JRV8JNbsov3/rg4pYbaomA0uRRDKorlQxG46HCMx3rlKSyQqsYhHqrqwq2AwSldRaWNnAAVe8B7sjm9LVeHv60heKux5MGYaIr3woW5BsNWwNbH74KVoowDI5IBpiLUBRwQUF387wLZrLTIEiqF1+JQTxxqLbEe2Ehmd4gr6Y9B/OBUgng6i2EQXbLyzwMvcpJr0nVYUEnboZBfl1wKIXVmaWJWWTU0cWqioFhdR8RvrXOERRo0k35jTyJGpUdwE0ryd76nre9YU2YEZkUwmOVVDFRIqNYIFrX8sBRth6LDSvFPJOwCxMwkkKsVK6RsFU9PYYRNn8uTfevpcGQLEAArMaC+E362bOKmdlLwwyB0di5kCEsczpG2l2Hh36fXFV5oGQp3SKw35LWT+yPXzxaGO+yM8qgghNA3eVK70f2tyN+nXFvKQJLqmY8Xsqnf1J2GK0WXV/iPdoCCYwdh1pmBvGlCHU6VBYDcKBQUH0x2xiukeN8nPz0i1EtKGJDL+6ASP+rBMyqGIsmtt7G29DBCF6DFCL6foAcEIdYIo35g8YpxPM8tMxZyfzO7JJZtTm9JWz7fywAgLL42cDYeJdVm/UY1WyytqBZXvzFON7FEDAHLqhDBnA4pr5/hhOH4df8ALbXYeSiUIsUZ1HctpBWj5XqxeGjYEDUODflhWWgmWy4ZQeApWwL3JOAzEU5lJSRgDuLVaO/nd/bFEmcMpKUtsuUGBAYC9txsfbGdmomQl0kF8FXIF9PCTti7l45liPelSxG+gnb2JxEsSSrRbrY8Wk2PI1z8sZqxYzUZGSSep2veieg4IwTZt2i0IzIdQsDYMR5+WBzKqigWGUlgrEBXVlO4pdtsKiELgAshYWGu/EOd8Qk3E9XDGGTbGq0pJOpCwCigW2JHpgZJHXaYagdxQBqvICjgC+XjV+5fS1/smx5abq8UmzMoDgm1DAeJDVEAjkXiVtnWsUI7ZrZfMQkuoLg2AtggbepxaV1LU297UQDQ9cZETSqtooL3ZUN4aI2o19sMhkDs4YlSaGqyNXrXGKQk7o48+CDXKJdcI5ZZFAFeFo9t+m2KckSoXJbZtwRv9CcMoAgEswI5Omr+W+GpCjqzM5HoG2v2YYv2cqbh7KQhCC1G/LFStm/NTggyg7En0Jr+mLRgjbxAtfHhofY7YqOgUtYFXuN/qKwaoHPl0WElUrR4HFCq/lie9YHnVGdulfbFMFhxqquADxiASGoUTVgbhqw1iqKvZYeWQEFbquDYNehxAkjlsPvXQ9PYjfCGmLp8JY76iNmA6eHCBmOLOreirgWfY4zTfRaKQ942S2jZqojZv2fLScIt/OT7frg+9QGx3iqejUwA9xie9h/xB/pP6YTix2l+moe9RlaS2JKUqJbFACBThuPPbBMxkYq0Q0OrFLZTuBxpu7GKAzJjZDPrDOQEK07AeTBqGLhjOpCpDKjNZ4LA7k7jjHlUfTtkEufic7KCwC77c7sa+2B/FzRvIplKHu2ollhdoh0FEb+mIkTMOJJH1qNegLGuoMCBZZ+PX/zivmpY40JYK5gcG2ANkggbkbHGQCzFmC9zCaNkVglMFAAYft78n26YiPvIllLxJ+I7xxAZBpZoqrVXG/TGLF2gEEUkaLqZ2V41UsxVRq1LQ/3WNRZomj1SSSLmJlVmRBF4Y+QW1WQw8j88NKLQE09IbG8m8ciprjh2ClmtNVkkm7PHGEsJJO/kim0EldbPEe7RRRolt/8AxhkeWiaOWWJJncSKA6MSwjG1lQa8uMDPBHMssc3fBgxKkEh+8J3okEH54Rdj0N3CrJJJCAxCskdFm8VAq7kE37YnaF/zi9KxMaK5FkeZNn33xWy8TQwtC4Y8ujSIoOoG92om/TbBxxTPJNpVw+jjwmyOCrMa+YOMYtI8CAs7hZGIFaQQARzpAHPPGFTdx35MUwnjUnvZSD+HW6FkKCdutYhcsxlDLCAzgo5anGrm9TktZ34xM4IrupoSscUeqNmp18WlSQB7kb3gN/gKJSaMSTMYpdSho49G8Q1HSSS3SqKjnfFmPvQ8pi0lGQK/4hbMpIF6nChaHHnitHBm3eL8QQ41KiuoVVcH9oxk3fzxfUwxMsSSOkWlqT8uXSG8RVdR5Pnv9sLJhKszSAI7wSHL96VLQsQCdNaPENhxv0wgxCdFLrIzGQ6Q8yN3QWgqxkjV9umJmzKNLLGYw0e6otMig2DelaG58/8AwGcijly8M0bJB3wdEGVUSM63pY+M2tHbnp64KvQH0VjloIlddcz95feq4UNsfCSUJ98VjkrdShFkjSHGwPp0xaEX4VO7YX3dEnnnfrh8BVW1OiyhtRQsAQNuSB1x6EHWjwvkSlb0OymSaEnvtOoNqVNiLI+I/wAsaCUN6KjqAKv2xXy51sdQIagbPN9LGLQjagRXO2/8cdcYnh5JuwtWhgdIIO4PXfAysyISqqPFd2OT5C8cqSKSzEEdBztgtCymrrgkcj5g4eiHLZCsXAJ4/eFbfXBhQNr1cGm4P0x2gI3CVsAE2qtuDiS6oN2FWdzQ3q6sYFa2Ne9DH8A+EWymyq18sCNLoSapN9/Tr54pS9oIFpVbVvd7AHywa5hXgkViEJQ3sCBeFtFHB9sFu0lVtKC18zd/LpiFzkTP4k5qiLv54x63NaWP7Ok0T7XjhPIoITWK5D1YroMQc5WehH40JIv5iFnLSaNLfvrell/zVt77YzGaVGtUAayFZt18qB/pjSy+aldRRLArR42Hlv1xQmbu5mUMKvxLICCPbDNWrNgk4S4snXUbiUpHIQzmgCjit7258sDC0QUa1vbZl3Xjb4awbTakUCMEH4hQN17b4q6y5IUolHcMDz5isQUT0JZFKNMtGQqAyggjcbm6+WOWWOSrBDXXHi+ZOFLG2kMGB8wvPviU9NzuLatX8MUUaOPn6LOg0SDVDYMbB+eE9+QxQ7EceZ68g1iQa2BZW5NA7+hGKxAcsG0t/mUXXuOcFJ+gRr2aKZqNVAJpr/3vhEs+p9S0TxXQ/TFYB1XTYcbiif4XgRoBsawaogm/64or6ZNxinaHmcXTqFPpzgfA5slgRuDtX8cFGyONLrcYVxsq2PIi6wp9abBQyjqq84pEWX6MYPYJphzY5wXdwtuw8Xm1Xfy2wpZADRBoA2psH5HBBkIsXt5j9MU6F7CMQUEFn0kbXTD5YV3Mf75/04PUxHhOoXuN7GOuTyP1w2hOMv0tiLvWTTEhbxxqSyhlY9FPn1GENnooHEZzEsmYMgW1jvSBQIY3W3nWM1oJZnJeSS02jZDpCr6XjhkZYQXjkBlP7RJNAG7O1HHj+Je2fUPPFOi/JnIsor3IHLSbhGCnSWs+HcA+mMmaTM5yVpHecoSBGh2FeXhAH0GHkySaEMfiBFytZMjHnbjGrl8uBHqretg4vfnocUhBR3RDP8mtIowRHLoD3elrIVuWrk+u+Chdu9tTEIixeUyR6mkK/ssRuQfK8XZMurIxC06jVQJph6XjPaWHWyESal0hREwC+e5G+BPaB8afN2Xe/laUuCkMznbVG6yUdgI+7GmsMjMr98wU1EJJJC5Wo9gLiDb+vGM3+8jlgqd1I55BrVI2rbY8+1Y0MqsGalRpISE8KkQu5mB1bqzMPrtjlkuO2emmmSgiJJVYVlKoTIxcqFHSuL684iAqe8UznUpA1sCAD5mrFYcNDSSxxlYwmtV73SWWtqtqOJLMkro8E7siyLoQRsjsqir0UK89z7+a2jFd5syHVlKy90Ncnd1q0Ntrcgm/IY581mXRVVkYFtf5rGLS/GlgRR9MVsxSrohPciRpGljjARAPiAAq/bfpitDl9wMvmV0x+KUzVJLEt7My0Bv7f1eMbViuVaNESZJMuozBSRnnB7xWdGJ8tK81v9cOiMLU0eiXVYQoyltCca1BLA4oPLIe6Kv3eWSNIY4ZVHeNpsl9BGxJsmsVTLGCxh1aS4OwK17EDGWNy6A5pbNOdYGaFJCruCXcE94Bve9g89N8DIgZDHG47uOO1SRQrcXY00KHQVitEygNSxo5snSbZhzXlhLNLICgeRVFUoHh22o4tCFaOXJmFBsxrkAYvvYKk2+9XpxtZXKy6FdqBAFhTbH3xSysGgB3Nm/CLYD6Y2IXcxaVjRmJFMNjQ6XdfbHZDj6PB+Vlcr2WoVYbkeJiAL529saAHNgGwL25+eK0QIVQbsD6H3w/xfCCC10BV9OBjoR5Sl7BdTt3a2eoJAr64FfCoJNPZ2P9MTdbnYjzujgSVNkfF1Isf0wwjrs5mAO/6k4qZjuTpdh8BIIBpmB4oYPMrIUdkKmgpAY0Lvz88ZDMyl9YYDbcEHcgbbYnNl8MeTsli5YMK9S3xVjjM6alUkalIZVPN+hwlpLFAMy70Rufvhanx6X1sPJvP/pOOdNno8VWw7cfAeDuCQtg+4wsh421MWAJBANNfzGDkmVVrSRsdFbDY4C2YAtTHnSOcI1b2VjOkW8tMpJcAC9iBzfngs2RJdaGYqRTqaK+h6HFZWu9QCmrrhtumC1Ekg7gc7jFIyXRBxalyEqki/8Ay3A2N6gb+uC0xsdSNT9dRNE+3GCpt6LUOhUH6UcLZQAWOwPGkGyfXkYZIZyGrIEU69yelWPqMLZUJ1LsG3FHY+dHn7YOPcEXd0DSqDg/wjvvHRNg0ynUD7riijfRzSmovZXWUhtJseRc7X74ZJQJEi066hqQaiK89O+GnLkECeEgjYOoN+RuzWJGWjXeElubVvCQfQbDFPEKvkx6KbLMBezoaOrn644adUavpG901g/Inb74erlZGVwQpsEMK3PTHJCBKSARakAb1eNw2UeX62JYRqaW+diTf3wOoEbsRfzA/nhjCiQSh33DDz863xxhVlJU6a5Ia0/7heG4snzVXYtAXv4G9eCMSFZCCo8IayxGpdj+8p1YlIpEvUmsdCthfrizG1c8dL2b6jFFCybzqPQpmF7wi23sP4Cvptf3wPg/w4/9Zw+VL1EJ4SOQB9awjQvm3+k/pg8EOsjkrHvk4yutHuSLS7kOTqQ7brx/v1xPcsQADsas87em2MZM9mpgEbRHGrA6YkVBf+Yrv98bsEwnjAUV4bpulGtiMeRjhKK+x7nzMkeX0DhSOJaRvFwXk3JB9AKw6iAVBoMQ7b7EgUGIG2OEQBW1tjWwH3xZeJVSzVqOa3rmsWPLcnZWdGULvvVjYkEYxc3l0ZmZEZG84xa79dJIONkSPYJNc2BvhGZZFBfg1yRzeFa9lMeRxejMgSOD8xQzTC9EgsaeuwxZg7SeOWyksryaolSRGVSOV0uD8V/1xRkmKF2As8HTxvjjm80VUJQLLSj4VUEUb6C8c0ocnbPex5kol9WlnA8bSIcwxN6gwYimVnXxb/8ANhEk0+W8DNUeqkk21oxsadJ6jzwsS5iaB3jjYtG0aPIg2FDYah1xSbNupKtqLEiy4PiF+TDCKFsvy1ZbZ5p3Z2A0uQqHcXQoWB98GgijtQkTM5Ds5BLM4Hwkk71hEczq6ENVkjfcAVxRw2Rf2leuoDjZRxp5xbjqjhll+3YuYSyEGSQBVH7JW7J2HnhLoBoCMoOw5IsnfehzgB4bJOpVvSN7+nOLUQeXQflsOOOcWjBojmz/AIV4hmXbQjLe5AcldR9LGLEaZqNAJGG+7BQTTep4xqtlzJH4ghI4P7YI6g4WgVaWS9JO4ALN9+uH42ee/ktoXklzEzlCNOimDEG6B3A6b43ki8IdB1oksTv5AXWExxIiqFGheWBBZjXSziJM0yg6FpV6jp6YrGKR5mXLLI6Reh16iSKUdLvfyBO+H6lJo++2MaPtIKdydzurqQD6hrxe/E6lBjPIG+xGH0ybTh2Obc0t8jC5HCq5I+AWSPKumK7ZoooBI3vUa2vFXMZjvUCC/Pax/HAc0kaOJzkQ2ZM++ohRdaf4m8LILBgeNtzuD74rpIxbxE6AN6A1X8sWA8RTUh8I5J8/W8cLm2z11hUVoQ8Q0nu7BXmuD9cCdKhSwN0Of1wXelmPAHG1bj3wMpUFQFejYJr9Mbk7G46IrXZKt8W11WOLBAfLim5v0rEIW3q62q7/AJ4llkZlqRABViiTzwKw1i8dlV5micrMCATcY+I0ePFg42MhsIVrgggknnzw7MJakKxJqqbcE/LFeFWDtGVqq4usIlTs6pTUsdMYrMHIc6RQ8Rur/jg6JUspuvLqfMXviWilUWArDyOx/XAFaogUdtrsH0x1LZ5zaJR9RaxRFXYxdhmRfy7qzWoEg17YqWAnTVzfX64hX1HSAb6E/ri0XTObJBZDZtWj0MQbrSduPnipa72Ph233O3ocVu8k0d2zcetX74F5QNH7w5Y8n6Ys8sTjWCXvsssEkGl6YKduny33woqyaaDADezbA+oOB75bH1264nvlu1sBjsDZr0xlOMmVSmojzEjqJCDVgakGwYi6JrnrhelU+EkkUfF5DoDi0GR4mJWbSoQa1b8hWLHwMgPxHkGuMZ8rmJje+oGiNq+oxW00ScZJpJ9qx5aJySVKqN1W7++2F6AWoWRfNX9cVRIbvUb9xucWEYkE8V164aEkxckGnbGaNFkHYAnYE/UHA96P3v8AtOOMxCEr+zQayBYO3hB3wv8AEt+6fqMM5Dxi2inDkHYAyEAFtQQ1ZvpzjZjSGNY1RdICgCvToKxTM7gAL1FmwOf8vpg4J2dkU2WIsFRyL52x4ylbo9vJyatmqF0rY+Ly9MKkeRtOlT6+mIBkogljvyePqMMCGiRsALsb+l774ejkehWgGrr64CVVKlWXUpB6c/PDrBPt9cQ1FTtdDGaCpUZhyqrvGoAG4DeJR8iMJYxJqOlGUjxaVICnghsaEgDKwFgkdN9uao4oPFImtUlID7MjtpVqOobYlNXo7cWSnbKskkaawbjRbcqD4Sw2G3XFVW/Fya6vQiimIIA6ABtsWZspK5tyo6WDufliIY0jACj4Q24UAE871teJRSielLNzjSCRgxIYINNGq39hiWCtueTyVHA9sMjhEjEBiW5or+WBVgE3d4sCGRBppVbr+6b98XjGzzMmVJ0UhA26aSb6giq89t/vjRgysUSr3YbWRTEkm+p24x0OVN6mIVuh5HyrfF8KI1Cqaq/uMWUTgy5r0JohaJG/PTALENSEk0Gs15cDfDGNbHY2T6YlfEDdDoKxVROVzZf72NVUbHaixGxPzwmYJIpXltNaVI8sIGpgbdiANII3oeW+GKprYeGhfQ7euDVkr4uzLeN4zoctpO4DFSbGLcOYSKNBtpBABNkfbfD5YMqwZipD88mif4Yz8yKCDbUprgA1z4qxGWujtg1lVMuvJAQQQSDZG17H15xnzOVLaWpfP0wtS43Yi66HYDAsRZrf0JxHI7OrDBQYzX4KDbAcnn7YEd5bF3UqRwLUkX1BwC2NyBXot4KQEFQQykgMOmxF3RxE7VLQTAahQsaTTKOfLUOMWPy1SMsRqbnSTp43G+EGQRqqk+JwKHJ0+vTEqdZAq/IDcfIDDIlJtkPMFYgWY9jZ6eg3wp5UZtSk3yNvLDysVNaKp4sjc++EwRLqBIUgE1R3Hyw9InyQSmViKBND7fPEtaXbiwbN2AfrhsjRqDpYG7BLc/wxXLoQVYAg0N/5YzRlIsK7mqIAoEHqeuOJonXuDW5qrPXbHJoIHd1pUVW4P8ziWGnX41tloalJonyrbGjKhXj5C2ER+Hcnc03Ht0x35agi9/PrgwsXJWj10mgfliHhBvQSFIJ33o+/NYspWc7hxdMW/jKb2dgCKLVidWlCuq75JG5wsApudxe4Xf630wMrhjQAvahVUfljFEkwvLUt3sDdffANLRq/rggVpSGpr6GxxVUcKdFkA/eHVSBY9QcZKgJFmLOqjGLbVJGkl6jQVHKFSlVZu7wMzFxdgG9vKvLGemuOUtQYaNF3db2DWLJe0JYjkUKII9sUjOSVDZMcHT/olfCwLDjgeeL0TqVNBdPlvYOM4Mm3N7ck1+uCErU1Xv8Au84tCddnJlxcuhrMWZlXYjpRO/yGI7vMeX/a/wCmEK+ndCwaiLW1526b4nXL++/1f9cPybKRxxSpmquVawdj1AO38N8Wlh7oMzAB2qyqhdh0vFnTRO977WOOvOIckqBtdH+uODjQzytgh70kWKAB35rrg9TAEVudqOxHXCOq+tA/rhoU6L1eWHJt2AbJF+f+98cR4SReob+++GkXsSa2Ht7YF0KhTfxWfp54DCmV3Xwkn4r2FGz7dMVHjKiSQMSBvXXnffGi62jegsemKpDmNiNBocMDRHkaxNq9FoyrZkOXLC328q6jC3Z0Hx8c1641HigKo6xqruaG5IB4xn5iOMyEMLKkq1bAgUecScD0MedBZeew3G1EnavLnzxeifWFsjQT03o9LxkSw6W0o5CqQKoDkX0xfyKsdG+1Gvc1i2KLWzm+VxkrRojwnYjnbjbEFmkLVXhG90Dz5YUxKswG3iN+/F4YI70NdE2RXIrbHUjyGqezkfUCSAa8uB9cNvwnw7b+4HngdI1M53Zqs0BxtsAK+2Cawp35B6YdEW1eiIQHNahsbAsg17XixoYXRUg+pP1vGeRIjqwaiWOnSP43tjRR2C+Lcl9AI268nGQMiraZ0gqNiaJa9j096xjToBI1mQNe4at732I2xtS0ukkEyBrDE2K6DSR/PGVmh3rJGa6UfInEpKy2CdMraXdCVBsWpPwmvYDC2UgCivuFOr64sKCq0DwT6isL0NIGJPm2137Y5pI9PHOzkUlaUHYeLmiBzx5YMqTZAJBNkjez7HC44wzhCW0g8BmHxc8H64eyiE1HsDRI33OIXs6L/Bbqrf8AESjWzMtUBtyMDHKEJoUdwSADtXmcNBLbMeb+WFGNV1lvEGA2r1w//Ytg/ie8JUwKdmCyFmF3dEldtvbBqxCqhIvqTx54Hu49F6F39N+PPEoRvtxtz6YZMSb5BaY9Q3I29+flgHiZwGUL1BJAHGJ0hZFB3Ukbe+2CMLJKyI9eF2BPkLNHFVVEVKmVWeaGjT2ANlAZduux64FM3IzcWPXz8t8X44+8WS6BFXVjoTtXtitoRrVrPIJvxfXC0iymLSSU7udwR0Gwxa/EEhRZpSLI329cVnj7kgFiRsFrncXvidUuwWRl1DTttx54PH8FlTezp3Vn8PnyNuPO8B4iLYkAG7qxiaYuwobqCNzsfPyxICvXxA1yDziiQG1WiWB0CtNc74WdXOm1rkEbYNtgeDxswsY4qpCbUN9ht9MU4EOdCGBtSAb/AGT7+mGAiiuoi+drH0OCHdP4SlE14gd788LaMqxGq6Jq/TBSRVSTOeMkFl5APJ5OFq5XwsKJ5vmvLBk7AgUdr3Jv64hQGAPS6rnnBo2mtgajZsAi9r3IxOofuj6nHMqjgeg34wOk+f8AHDWHR//Z)**
- A narrow and discontinuous patch of coral reef located near the coast. Example coral reef of the Caribbean sea.
- **Barrier Reef**
- **![](data:image/jpeg;base64,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)**
- A wide and continuous coral reef located far from the coast and is separated by a lagoon, Example: Great Barrier Reef.
- **Atoll Reef**
- 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)**
- A circular Coral reef developed around a sea mount or Gyot or island. Ex: Lakshwadeep, Maldives, and islands of the pacific ocean.

## Coral Bleaching (06:34 PM)

- Corals receive their colouration from zooxanthellae.
- Coral Bleaching refers to the loss of colour of corals due to the stress-induced expulsion of symbiotic algae.
- The reasons behind coral bleaching are:
- Changes in water temperature, salinity, Increased sedimentation, Increased pollution, and Ocean acidification.Increased incidence of cyclones, Storms, and Elnino.
- Examples of Coral Bleaching: Between 2014 to 2017, Due to El Nino the Great Barrier Reef was bleached by nearly 50%.
- In 1997-98 the Northern Indian ocean lost the majority of coral reefs.

## Oceanic circulation (07:18 PM)

- **Surface/Ocean Current**
- An ocean current is the general movement of the ocean's surface water in a definite direction over long distances.
- Types of ocean currents:
- a)Warm Ocean current: Moves from Equator to pole
- b)Cold ocean current: Moves from poles to the Equator.
- **Factors affecting ocean currents**
- Winds: The steady blowing of winds drag the surface water in its direction and brings about the surface flow and sets the water currents in motion.
- The shape of the Coastline and Topography: Modify the ocean currents' direction.
- Differences in temperature, salinity, and density: Cause the water to move and reduce variations such differences guide the movement of ocean currents.
- Coriolis force: It causes ocean currents to deflect right in the Northern hemisphere and left in the southern hemisphere.

## Ocean Currents of the world (07:45 PM)

##

- **Currents of the Atlantic Ocean**
- Under Trade winds influence
- a)North Equatorial current
- b) South Equatorial current
- c)Counter Equatorial current which goes along the Equator in the west-to-east direction.
- d)Florida current: Anteles +Gulf current, Along the coast of Florida.
- e)Gulf stream: Towards the Northeast direction, USA coast.
- f)North Atlantic Drift: Gulf stream takes a total right turn once it crosses Newfoundland under the influence of westerlies and Coriolis force.
- g)Norweigian current: Along the coast of Norway
- h)The canary current: A cold current, Along the canary islands, flowing southwards.
- Two cold ocean currents Labrador and the East Greenland current. Labrador joint Gulf stream and East Greenland joins North Atlantic Drift.
- Seaweed in the Gyre grows which is known as sargasso that is what the sea is known as Sargasso sea.

## The Topic for the next class

: El Nino