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Some of the gifts have even had a "risque" element to them; in 2014, the adult products retailer Adam & Eve had a "Secret Room Gifting Suite. " Celebrities visiting the gifting suite included Judith Hoag, Carolyn Hennesy, Kate Linder, Chris Mulkey, Jim O'Heir and John Salley. Television ratings and advertisement prices
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From 2006 onwards, results are Live+SD; all previous years are live viewing. Notable highest wins and nominees By films The following nominees received at least 10 nominations: The following winners received at least 5 awards (including non-competitive): By franchises The following nominees received at least 5 nominations: The following winners received at least 2 awards: By people The following nominees received at least 5 nominations: The following winners received at least 3 awards (including non-competitive): See also List of film awards List of actors with Academy Award nominations List of superlative Academy Award winners and nominees
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The Lunacy of Oscar: The Problems with Hollywood's Biggest Night. Thomas Publishing, Inc. External links Official Academy Awards Database (searchable) 1929 establishments in California 1953 American television series debuts Performing arts trophies American annual television specials American film awards Annual events in Los Angeles County, California Awards established in 1929 Cinema of Southern California Events in Los Angeles Culture of Hollywood, Los Angeles American live television shows
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}
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Cast Núria Espert as Glòria Marc Rosa Maria Sardà as Assumpta Roca Anna Lizaran as Maria Caminal Mercè Pons as Estudiant Recognition Screenings
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The film had first screened at the same location in 1998. It was also shown at the 1997 Stockholm International Film Festival. Reception
| 64 |
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He also wrote that The Guardian called the film a "slow, stuffy chamber-piece", and that The Evening Standard stated the film's "best moments exhibit the bitchy tantrums seething beneath the threesome's composed veneers". MRQE wrote "This cinematic adaptation of a theatrical work is true to the original, but does not stray far from a theatrical rendering of the story. "
| 255 |
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|
A special numbered and signed anniversary edition was also published in 1996, with an embossed gold jacket. Synopsis
| 114 |
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H. N. Abrams also published a wall calendar colouring book version for children the same year.
| 335 |
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The Australian Children's Television Foundation released a teaching resource DVD-ROM in 2011 to accompany the TV series with teaching aids for classroom use. In 2010, The Base Factory and AppBooks released Animalia as an application for iPad and iPhone/iPod Touch. Awards Animalia won the Young Australian's Best Book Award in 1987 for Best Picture Story Book. The Children's Book Council of Australia designated Animalia a 1987 Picture Book of the Year: Honour Book.
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References External links Graeme Base's official website A Learning Time activity guide for Animalia created by The Little Big Book Club 1986 children's books Alphabet books Australian children's books Children's books about animals Picture books by Graeme Base Puffin Books books Puzzle books
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TAI is a weighted average of the time kept by over 450 atomic clocks in over 80 national laboratories worldwide. It is a continuous scale of time, without leap seconds, and it is the principal realisation of Terrestrial Time (with a fixed offset of epoch). It is the basis for Coordinated Universal Time (UTC), which is used for civil timekeeping all over the Earth's surface and which has leap seconds.
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"path": null
}
|
TAI in this form was synchronised with Universal Time at the beginning of 1958, and the two have drifted apart ever since, due primarily to the slowing rotation of the Earth. Operation
| 236 |
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The majority of the clocks involved are caesium clocks; the International System of Units (SI) definition of the second is based on caesium. The clocks are compared using GPS signals and two-way satellite time and frequency transfer. Due to the signal averaging TAI is an order of magnitude more stable than its best constituent clock.
| 54 |
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"path": null
}
|
The TAI form may be denoted TAI(NPL). The latter is not to be confused with TA(NPL), which denotes an independent atomic time scale, not synchronised to TAI or to anything else.
| 195 |
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"path": null
}
|
This combined time scale is published monthly in "Circular T", and is the canonical TAI. This time scale is expressed in the form of tables of differences UTC − UTC(k) (equal to TAI − TAI(k)) for each participating institution k. The same circular also gives tables of TAI − TA(k), for the various unsynchronised atomic time scales.
| 137 |
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In hindsight, it is possible to discover errors in TAI and to make better estimates of the true proper time scale. Since the published circulars are definitive, better estimates do not create another version of TAI; it is instead considered to be creating a better realisation of Terrestrial Time (TT). History
| 93 |
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}
|
1 scale on 13 September 1956, using an Atomichron commercial atomic clock, followed by the NBS-A scale at the National Bureau of Standards, Boulder, Colorado on 9 October 1957.
| 251 |
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The SI second was defined in terms of the caesium atom in 1967. From 1971 to 1975 the General Conference on Weights and Measures and the International Committee for Weights and Measures made a series of decisions that designated the BIPM time scale International Atomic Time (TAI).
| 183 |
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"path": null
}
|
The former uncorrected time scale continues to be published under the name EAL (Échelle Atomique Libre, meaning Free Atomic Scale).
| 275 |
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"path": null
}
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" Relation to UTC
| 368 |
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}
|
The less frequent whole-second adjustments meant that the time scale would be more stable and easier to synchronize internationally. The fact that it continues to approximate UT1 means that tasks such as navigation which require a source of Universal Time continue to be well served by the public broadcast of UTC.
| 256 |
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The word altruism was popularized (and possibly coined) by the French philosopher Auguste Comte in French, as , for an antonym of egoism. He derived it from the Italian , which in turn was derived from Latin , meaning "other people" or "somebody else".
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pleasure and quality of life, time, probability of survival or reproduction) that benefits, directly or indirectly, another individual, without the expectation of reciprocity or compensation for that action.
| 64 |
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|
The term altruism may also refer to an ethical doctrine that claims that individuals are morally obliged to benefit others. Used in this sense, it is usually contrasted with egoism, which claims individuals are morally obligated to serve themselves first.
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Whilst ideas about altruism from one field can affect the other fields, the different methods and focuses of these fields always lead to different perspectives on altruism. In simple terms, altruism is caring about the welfare of other people and acting to help them. Scientific viewpoints Anthropology
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In evolutionary psychology this term may be applied to a wide range of human behaviors such as charity, emergency aid, help to coalition partners, tipping, courtship gifts, production of public goods, and environmentalism.
| 227 |
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Two related strands of research on altruism have emerged from traditional evolutionary analyses and evolutionary game theory: a mathematical model and analysis of behavioral strategies. Some of the proposed mechanisms are:
| 53 |
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"path": null
}
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Using kinship terms in political speeches increased audience agreement with the speaker in one study. This effect was powerful for firstborns, who are typically close to their families.
| 346 |
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Research shows that it can be beneficial to help others if there is a chance that they will reciprocate the help. The effective tit for tat strategy is one game theoretic example. Many people seem to be following a similar strategy by cooperating if and only if others cooperate in return.
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They tend to help less if they see non-cooperativeness by others, and this effect tends to be stronger than the opposite effect of seeing cooperative behaviors. Simply changing the cooperative framing of a proposal may increase cooperativeness, such as calling it a "Community Game" instead of a "Wall Street Game".
| 109 |
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On the other hand, people will avoid or even retaliate against those perceived not to be cooperating. People sometimes mistakenly fail to help when they intended to, or their helping may not be noticed, which may cause unintended conflicts. As such, it may be an optimal strategy to be slightly forgiving of and have a slightly generous interpretation of non-cooperation.
| 192 |
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Direct reciprocity and cooperation in a group can be increased by changing the focus and incentives from intra-group competition to larger-scale competitions, such as between groups or against the general population. Thus, giving grades and promotions based only on an individual's performance relative to a small local group, as is common, may reduce cooperative behaviors in the group.
| 139 |
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}
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Pseudo-reciprocity. An organism behaves altruistically and the recipient does not reciprocate but has an increased chance of acting in a way that is selfish but also as a byproduct benefits the altruist.
| 219 |
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While it's uncertain if costly signaling can predict long-term cooperative traits, people tend to trust helpers more. Costly signaling loses its value when everyone shares identical traits, resources, and cooperative intentions, but it gains significance as population variability in these aspects increases.
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|
Heroic risk-taking has also been interpreted as a costly signal of ability.
| 157 |
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Weak reputational cues such as eyespots may become unimportant if there are stronger cues present and may lose their effect with continued exposure unless reinforced with real reputational effects. Public displays such as public weeping for dead celebrities and participation in demonstrations may be influenced by a desire to be seen as generous. People who know that they are publicly monitored sometimes even wastefully donate the money they know is not needed by the recipient because of reputational concerns.
| 238 |
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Men may even avoid altruistic women in short-term relationships, which may be because they expect less success.
| 294 |
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The reputational benefits of altruism occur in the future compared to the immediate costs of altruism. While humans and other organisms generally place less value on future costs/benefits as compared to those in the present, some have shorter time horizons than others, and these people tend to be less cooperative.
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This may be because such extrinsic incentives may replace (partially or in whole) intrinsic and reputational incentives, motivating the person to focus on obtaining the extrinsic rewards, which may make the thus-incentivized behaviors less desirable. People prefer altruism in others when it appears to be due to a personality characteristic rather than overt reputational concerns; simply pointing out that there are reputational benefits of action may reduce them. This may be used as a derogatory tactic against altruists ("you're just virtue signalling"), especially by those who are non-cooperators. A counterargument is that doing good due to reputational concerns is better than doing no good.
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It has controversially been argued by some evolutionary scientists such as David Sloan Wilson that natural selection can act at the level of non-kin groups to produce adaptations that benefit a non-kin group, even if these adaptations are detrimental at the individual level. Thus, while altruistic persons may under some circumstances be outcompeted by less altruistic persons at the individual level, according to group selection theory, the opposite may occur at the group level where groups consisting of the more altruistic persons may outcompete groups consisting of the less altruistic persons. Such altruism may only extend to ingroup members while directing prejudice and antagonism against outgroup members (see also in-group favoritism). Many other evolutionary scientists have criticized group selection theory.
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Instead, evolution has shaped psychological mechanisms, such as emotions, that promote certain altruistic behaviors. The benefits for the altruist may be increased, and the costs reduced by being more altruistic towards certain groups. Research has found that people are more altruistic to kin than to no-kin, to friends than strangers, to those attractive than to those unattractive, to non-competitors than competitors, and to members in-groups than to members of out-groups.
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Price's development of the Price equation, a mathematical equation used to study genetic evolution. An interesting example of altruism is found in the cellular slime moulds, such as Dictyostelium mucoroides. These protists live as individual amoebae until starved, at which point they aggregate and form a multicellular fruiting body in which some cells sacrifice themselves to promote the survival of other cells in the fruiting body. Selective investment theory proposes that close social bonds, and associated emotional, cognitive, and neurohormonal mechanisms, evolved to facilitate long-term, high-cost altruism between those closely depending on one another for survival and reproductive success.
| 32 |
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}
|
Neurobiology
| 135 |
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m/RL6rPn4maNv0kSP73o05VlG613FM468jy2+X4Str3LmK66rHHkne2nta0edE69iLmB5RuZ9Ns7TsWDvG6Du9xa3hotDUMTFJyQkJCQkxAcYC8SV/HdcgAl2Gf79Mif7UeV+dZj8JfsXaf9tvN+KkQ/+vBL7PixW4R2+fyrtDplfGD4vxtfrzL8/qH6fStQ10K/p+5Po9r2VX9g5rwHqt/yQLOh8X0VpkfGzNnsukBDOv4PSU14vaT7lKfuA1n/ZPg0nUq9gk+vF+0LY+6Xefv9rp+73lUr7Vd34gJqVv/ctlo8cTe9PgfoM+xctdt6F+73Sb4CxDaf+j4+vVA4uFRXDTr0C+T64jfWF/IudcwTH319hx39F5X1Mxft1EoHYrNepf8EI1h4y7I0CuP6vmMfh671a36cG8gX098ZAYKyZzvcZsfeFdLlgZ98fZaK+pCVfM34+grkXIcL4+xq4emxwviYNEkD/KNQK3F1xjIeyEQ+j9MGGPXF6XyWm798SBEEQBEEQBEEQBEF4D8vaObUj6/pcjmVZlrVzRrfEzKGLfvkrv+CfzW+MaV29zYPri6xQ1k7ISmzYrOsdb/76x6G/8vIty9o2rUuVZiOWb84rOP7Hd9N7NwiwbnMOlj2//bmuNbJGvLb9uFWQ+/4Nzaud9+xWS8TReb1Zjxc3v9ynRsepm4v/aV92z6Q+L2/N7snaT9mqOk6ItROy4oeuCP4PCQUbP35rbe6xIuv4lpkXJSbf/GnxZwPxLa9bselwQWHexhcvq1tz6MoTlmVZVtGmxzpUyhrx6rajRfmHfpzRJ5WFSCMSx/KX9Ygb/4HZF7KGt38ukF7Y6nPbt74c36TGNSuBFgKV2tz2wa6jhcd3LhzUIKFK2qXPfn8wv/Dw+sfPrppx9xqwTTXgqeGeh/T2vWtqNLjts9JPH5zTjXX8906+ZCzLAtd09bjUhte8fbDQsgr/3vbN+j1ly7z56S7VmgzK/m7fkeOHd/24aa9MUaFxQvPaObUj6zZzf9D0hbuAM86wFqTPS+CttaCLyPEHEk65fuWWI4XW0c3Z/eolXvXWcRX5QByd15v1zD60f8XQBvX6Lc21LMuy3htZo8Xk9eBoUSDlD9oEUM+B/Q72kr90AMuasLZ8PMLtg9WH8q7Fj5UB7S/o48D6gnoI2ljAZB2d15u1vn998D+tvKZGo5IhYrWLA3K9sPpv2n9x5GNZlmXtm9U98aLZuVbhl7dlNLrts3zO84XH9/+Y3T+9yU0fHLYsyyr8dWrnmqnd73l17T7AYHP6+vnB09jpD20q/4eDP63+6ZBlWbnPn8NKvEkQWx5rx9o8vCHoXyC7jZhvkD44iUwsy+LqbbHHvOX97UcKTxz4+qnuSXX6v3IgePyo/YXVN7E9dK7/IcPe+XSXQNfn9lmWZX0zvmmrNm0S+y78y7KsglWjktJu+dyyhPaQu45rJ2RVuWallb95weUZGYMXbymQjAeSNs6/73qua0L7KVuKHzm44JIqJ//rh7L244euUN9ogITBj5v2j2F2Uuq/IuQmiRBU1Vg8fuPyB01oZPwmkXCoPKUGBGuvTOuD6fgZa6/WTshiCaff+uGuY0UFf/84o0/9OgOWH4Da4WqjUALo+BYbbziPB8TqIZA/rwv78V7kRuACVQ/44wH2tVgfuPop7VcxkQTzLGU/pZQRq4PfL1yDAO4Co/HqgQWXVWs+qcRUH1rcp2rTu9eIthigDwIrWjZUaCNw5KOQR5cByU3gR1D+EQswTbAXrP6Lq38cQu2edBXU/WwxXsuvTde7BHYM5Zchfcba80j7hvWn4hAItS6C56Hp2Ih/yveLihnnjVOwiYzvR1z9R1s8CW0ZbHzrXN8kKw7sd2iQ3PqtpESDQY/8QT8L1B/gLvi7VSGRV8R0/outP0P5BWS1sOOB6g/qeZNYn1XMlMPzNUd+R+YKw+crixhx8pHqreP6P/L8Ts95isZ6L9q+Ie2nrnomvwgQ1L6ao4ftjI64MXKauuNVPfojiP1w44fqcvC2Cmtftmq2zt9N18dk9tZBFd1O/Iy6/6AyfsF2U2nfYH7hOXsOn+Yo2weRfpqeL7Y+A88LAnv+gs2/sP6l5Hn4QCEMe/ZBXR8i5SCeCLb+7II95NoKjfV/1P0f0/kCtv4GFsRgfUDYc/z+dZ5fi8+vkfEMZF3h+x6hSyNPbZDnccADsBcwG5+j6xv//G9ci7o9Zm0vyl3cP+WkG97/S6gNpu8/yPyX0/sGgBkXNIurR8nG77wWhDuPrnjnI1D9E3uOrzweic7bPH9RNtSCeInvDpD5ndfun2Dr4cj8Ucf5hdb7sej4Ta0OGTxf1Pkvdj9C8R4oVcf3YcRL7LXzC9P1c2w8zF8v2ByZPt9cy7u/p/G+B9UzK2A9U7ApXLefEryWL2PfT4kcp7jQh7yfhrwvarweiNVPdL6G3O8caSvd33Nc7+Kvl6b6YQycR2xZctNVD37wZ8SIDMfPHH0TJ3qQ/dGVZ9mudynC0X/Z+QiqvgrNV1BXOTivd/XO07YCy6HYPpT32ThPR8kTG2/j7vfaiENs8eVtjYJ7F+wy7Ptlzvej1D6HyV+8f7H2H3s/Hykf9HklNt5Av//o7P1T6f7C5heGz4vR9TrT90mw96mQ5wLoehH2/iS6HuWt/AJ9XgP1C4VkyHjV5u13x/YcBOvfIempr5c0n/KUfUDqv3yfhsHRK6HJ9dp9Iax/8f77X4oXLRQp7Vd140NqVvret0Q+cmzcV+EpALRkovc1dNh5ldVxeL9X6Rtggp5H5Rfh5xr4+EqazyLqsfh6BfZ9cHvry8n7bJ0jOH9/347/isb7mIr1aplA7NfrBN+JFDZ+tD1E3CgA/Z16Hoet9+p9nxrKF7DfGwOCrQDreZ8Rf19Ikwt2+P1RJupLWvI10+cj2HsRIIbza+z6lvtHlSAB8o+wVgjOs7hLgPVQ2HjYYbwtxeF9FRP3Zzx0noj/vkqCIAiCIAiCIAiCIAizhP5gxvZpZ7Iuz+4p/eM/i/skNL7zq7CPrJ2QxdpP+a38H7Y82S74U1/flRFcwtv8RFt2dsnvQVjWpsfasXOfgb4LwbKs4hcyu83cf2TlNUkllbitT5xZb8TbRw7OubjkBzOUxgkRXMDCneRZ1u5pndklL/1dLIRzpu8q+efji/uwtk8U/7rH5ifass7P7C79xBd3NFL/wQx78kf0qDD+Xx46JWi9Pp90WoNihizO4/bOb1/8gxns/OeLv3jbOrGkP6s7+qOSOuyWx9qxfouOQW2qAU8N9Tyot4ILBzzJQGv6+3Ndap3U/8m3NxwM/Qbv36a0CV7NkhHCigqOE5ID8oUWzjiFJWNoXkqUrTXqBzPYuWXyOr64Dzvj8d+DHrdrfyzr4FvDG9XrtyjXCvnBDN5oUSDlD9oEFT0P3u/qP5ghbBarD8gLCuiDT2h9IT2EbazgBzMSatRrEERS1UDJFwSgtUuMynoh9R9sX5f/An4wY9OUNklXrPjHsixrw8Nt6lz1el7Q83FVatauXTuxShyrlN7z4Y/3l53DHdm04pER52bUTmnT/57//PyPQl9/ze3FGvLeIP35wVacN/yPzuvN0m79v6B/EXs0/nxBfXAUmViWxdXbtROy2IUz9pX8X9HntzSKH7TsRNBfcS9kBqGib0J7qEH/Q4f9y0OnVO67NM+yvpuU2WT8W8+fX2PA0jzL+nJ8kzrXvlNgSewhbx3XTshKHDn/zeEnNe730ib5+4mgtJH+/c8Fl1Q95cGfLcuy9s7qXrnD41vK248fukJ5o0ESBj9u2j/a+MGMULlJIgSkGkPjNy1/yIRGxm8yCYfIU25AsPbKtD4Yjp9DULFXaydklf0AoWVZa+7ICLaWYe3wtFEsAWx8i443sPPlrK9QjMgL07bjPU4iwwOsHgDj4e9riT5w9FPer2IiCTyG8FPYjFgd1f3CMQhKdsBAvHps1Yjkhjd/mm9Z1t7ZF1U6/aGN4ily9UFkRcuGqv6FUCp5dCkifw36EYx/xAJME+wFqf/i6h8P/AVTNT9bgtfya8P1LpEdQ/ll2QtRivacX5/E+FNJCIRaF/h5aDp24p/y/YI046XjFG0i4/sRV//RFk9CWwYb3zrWN8SKh9RP+IPk12/VSzRSNMkf8rNA/QHsAtqt0kReEdP5bwgq9WcgvwCtFnY8UP1BOW+S6LOCmXJ6vqbF71iAK4yYryRiRMoHobf26v/I8zs95yn66r2O7JuC/dRWz4SKAMH1HwWzD8lHT9wYOU3d8aoW/RHFfsjxg3W5iE657UtXzdb5u+n6mMTeOqmi24mfsT+YIQ1rVWpugvZN5hdes+eS05zIkSD10/R8sfUZdI/I8xd0/oX1L6XPyw2XZVk27QNGHyLlIJwIuv7shj3k2Qqd9X/M/R/T+QK2/qZSlgzTB4w9R+9fx/m1WMOx8QxkXUF5hi6NQmqDO4+DHlCKQwzE5zbqG8e+/9cZdTr1Ord+y/Ff5FkyDN9/EPsv5/cNuGZc1CyyHiXxv45rQdjz6Ip2PgLVP7FyUx+PROftnr+oGmpBvCR1Bwr5nefun2DPZ5H5owZ/p/V+LDZ+U61DhswXc/6LPa8E4j1Yqk7vw0iW2GPnF6br5+h4GFgv0BwZPt+01vLu7+m770H1zApYzxRMyn37KcFj+TL2/ZTIcUoKfWZ/MMN4fQyrn+h8DbnfOdJWu7/ntN4FrJeW+iGdR4S0j4mfOfop/8EMjv3RlWfZr3epEakqCveLEPVVgfyhusqu586uftFLxe1JzYVQnry8z8Z5OvYLDTHxNvZ+r6M4RJ3IL1gHdhn2/TIN+1Fqn8P0U7iD0PYfeT8fKx/seSU63ghG6f1H3vOIH8zgfTwIdH5h+LwYW6/jT1BfvRp9nwp5LoCtF6HvTyLb91p+gT2vgfoFQzJkvGozv3NszyHQ/h2QHmK95PmUl+wDUv/l+zQUSbYYaXI9Fp/zR6uYtHrz/S9sxU9Mab+qG9/h+T4K1fsqPAUA5Cl8X0OHnVdYHcf3e1W+ASboeUc/mCFsnGsfdP5gBrpegX0f3Nb6cvyLvXMEDe/v2/FfUXgfMwS4Xi0ViO16HfYHMzD2EHGjAPJ3iDwOWe/V+z41WA/X9oMZQShVgPW8z4i/L6THBTv9/iju8MLma/sHM5zka4bPR9D3IlQwkF+j17dUFIpBgtw/hmmF4DyLtwRoD4WNh7lDVY+3pTi7r2Lk/oyHzhPpBzMIgiAIgiAIgiAIgvAaCSHViB07diRkZDQs/d8aTZok5+bmRlYt4lq0aFb+f3v27KkU9KmMjHT2fflfd+/eHVj3cKemTxXXO07k1U4//CdjKbLKSLVeo4eNGTj704eeqz179t5hi3pVYy9hx6mFYxtenfJ49oe/HixggcK9v7CWhYWMMcbi0tPTSh6pXLkyO3HiBGOMsZycnEpNm5b+haWnN2Y/qHZlT/6SHpHjT05OZnv37mUslTHGOkz6aN2thb9P737uuiNF3N7B9gXENWzYoPi/KlWqxOqnpATK/y8/P58xC99mSPv8qaGe36+mt1ZwzS9MMowxeE073vz+Vw2fnjKle+aNzQZOemrqjR1qM8YYy8nJSWjSJC28GRDR/sLKgUcWME5dz9vRnzDiGjculW/lypWLNagMu/aHsaQ+z2b3OW3ojYsvfL1+XJy20SIR2QTu+mqQp0ht0OvrDEtWU4fWFxqnLd+RNea1T+9sUfa/H96WNVHcO2KGhvXfTf9VTtEXM1/84Z/9I5skj2KM5ecdOjbzP9Mvv65+yZ9bTfzipwdOZVb+39tWTxsx6MydC394sVctxli1k/tNntfvnmc3rXxy9HWdBuX98uy+fidP+o4xxs7+d87qMZE9bdu2jaV04Qg8OTmZ5ebmMtY4+F9zcnJY/U71Qx/l2W0hoD44j0z4ehuoXz+55IFAenqjwrU5+xhrhBpzKbb1jWcPNeh/KK169mw47aPPClt+9vqxPi9e2qdR64lv/PdY+/Uf7O1x7/nxTGIPgXUseHPSLYV5rE+9pATenyPgShtoH/TvA0defsuEhd/dN6XhkoWfnTdq4UlhH1TcaJCEEfvUkH9UJ1Ruej0INP46huXPGBA3RsRvKAkrGRC0vQr7uG59MBk/27JXDRqU9ZOWlla4JmcfY/X47URqo1gCWO1FewQN8QBCPaTxle3dqpjIiKsHkUj3NQeefh5Q6VcxgeI9tgflp6QZcRX5LEuwk49zDAK4fw3Hq1UuGntdjYuz35na9cwlL3/aZfTc5uLGuPpgIwwTbQRMHg1ZD6EfMegfwyibplIvChPH7l/F4UmHEeln7eFGfm2y3iWSvwO/HAmiMBWqz1h/Kt+82HXB6I+jeFjFjPPGqbqJ3NmP6PKp9ngSGd860zfJCMH6CX+Q/G0iLtE4xJb8IT/L9wtwF2D+K0vkFTGd/+rKLxAhh1QZoPpDEIK8Sb7jZGbKaRXLid9RWY7Q+cojRox8JAUoLfV/zPmdtvMUTfVetH1D2k804IrwigBBJVNFxwTJJwrnMsxOvy116A/2UFIAP39XFo501TScX+iPZyT21knMaSd+xiINaxmTbjcphvILr9lzxgD/DtQned2J9NP0fLH1GTs9Ys5fQtBYRotAsfBoZy9j9QHjOjVYA/3nRzxbwfTV/x3ee9GfL5SDq78Fx/ma4gf0/mVO82vx+TU2njkAWFdFeWK3g/R56IECyAsYjs/R9Q3GqrS9486uU4e9fc6s5Z2ri9ou78Tc/Qex/9r9vtPTaq4Zl4gIY28l/neT01oQ9jy6op2PQPVP9Dm+8nhQwlS3/whDrVAvKgeZ33n6/gne0St159zfwZi+P2DHAqPOf5mN80pOvKe47jbuw6A1KqrnF6br54zZ2Cac9RKZI9P3+bH39zD3PaieWQHrmeCkomE/FfBQvmynFBxRH1NvQXo/DYvp+pjzeEBxI6vvd3ule0P1Li31QzqPUB9AGFL95O04jv3RlWeFob3eFakqCveLEPZZMF+grrLhpez1fe4dXJyxSZdDJE+VvM/EC2uYeBt7Hwkdh+gC2GXY98u070feUEX6GbZ/HZpK6f18rHyw55Xo8WMV3uEGkX3czn0wk+fFjCH3kRvvDyLvU2HOBbATd3R/UqF9r+UX2PMaQT1QvE8VlVbb7XekPbcxbPDchCc99fq2wtS8ZB+QH9Rw3wxjsaMen7vtj5gr738ZuGiB2PhG40BN709BCN/X0GTnjd/vdfwNMOrYi6+CcFhBwtYrsO+D2/ELPP9i7xzB+Xm6aJzg81F4H1NRS6X+wna9DgvGHiLsD+TvsHmcCJPnp4wxsB4ehP1dr9Waqb/PCOYvYP6lxwU7/f4oo8bfYb5m8nwE8svoeNJwfm17fRWDBL5/lAhZvn+Vxq+I2D25+Y1e9gLXinb/liAIgiAIgiAIgiAIIpqEvoCQlpZWsGb7HsaKyx1527b90fSMppGfCgQCQf/XsGHD/O/37Ges+GuoDxw4EPxsamoq63LbD/+9DnvvIf7s0dfVPW/2a90T59UY9VGnOHYIPU4dfPWvi6/+fNQnb83tmJzAtj9xZtNPSv4QiIsLcJ5PTU3N/353mTT279+v3pc9+Yt7xI6/fo+Lzhj78stfTH66S1XGKtesn1qTHUoM1pPQ3sH2BQTKfn+Aj502w9rnTQ31PKi3lSpVKiyvGebk5AS1E4jsFl7TxFYD7lswYPKBb58ZfmmP29L3z780gTFWv379gu925pb8YIkc0f7iyoE3SCER42wrboE/Lwj+WgsGGfkn4XLbtj+MsaSez7w08NQhNyx5LqOyaLQokPIX2QTexHWMULx9sPpQ1qzaY9D+Aj4Ory9fD235joTEeqmp5RsyqVrpUJxoVzHo9ULqv5v+q4yj786Yn3DHql9vL/lShcPLr203Y+5v1008OXTglWqddMG4Ye0femDVz6xX5/J/r9n8sofvH/xir4++abb4W2ti2R+OhXd05LPZizc2G9yLcyCWcsGFrW9a8sqaRzucVf5+6aZXlv+QcdHMFqGPok0iqA86IpMIvW3MmLVnT05Jo9bWrdvi09IaRHxObRZO7EOkPXSu/+HD7tDz4spjP13e5L2D/Z85N5CR3vfkB1e+eu7WDecN71GdMYk9BCRQ0O6BNQtSxre95qrZ371/faY4+GCAtPcj/Xu1PiOH3DhiwZej0xet63nnuxHuXHGjQRIGP+6if1QlfEjCCAG5GcHxG5Y/Y3zBRsZvKAkrGRCUiFzQB5Pxsy17lZOTWyrBXbt2x6elpbCv7oHaCdfGyRIJ4OJbrEfQEQ8I1UMgfz424z3FREZcPeAg29ccePqp1K9iIsl7DOenZBmxOjbzceX9azpeZYEzx4zJOn3eGz9tXvJ9j1tXNoafLIanD0qbTn0jYPJogb+G/QjGP2IBp6nQi4L+o/ev6vAkwwDNiwfza5P1LpH8UX5ZJjdEYSqiPonyp/dJNy92XTD64ygeVjDj3HGqbiIX9qO0FzfiSWQ+7kzfxPEeXD/hD5KvV9iKtABd8gf9LK/+AHcB2k9ZIq+I6fwXXX9mjJtfgHLAxj8MqD/8qpo3yXeczEw5rWI58DtKrjBMpNKIESUfod5+dZfj6jpvPMJChI7zFKat3ou1b1j7GdSmw3omZ5MGo+iYIPloixsNx6ta9EcU+2GdNS9fEwZvOOOGPr9wpz4m/LuzGiw+fsaiVJ2QbDcppvILz9lzvn//apKyfRDHD6bni6zP2MltMecvoWPDlNF0GK5I7OxllD5Ejlw4EXQs58b5Ec9WAOurq54JP2w4X8DW34DnNdzrKJkdsr7KnObX4vNrbDwDW1dAnqGDx24H6fPQA4nAOM3fx8CeZ7GD742b9NUl4wZ/98DNr/VbPiDyZkEEJu8/CP3Xfuen1TwzLlFplKeQ1j2c1YLQ9/0q2PkIVP/Eyk19PBJh2j5/UTfUULzEA5vfefr+icpWwhbH0B8xez9Wm8MSXal1pP8KM+LEe4rrbuM+DNqYR/X8wnT9nDEbHocXnwvMken7/Nj7e5j7HlTPLP73ClXPhBuPiv2U4qF8Gft+CmPh45S0gL2fhhWm8Xog9vYOOl8rRnG/c6StKDFD9S4d9UM6j1AfQAQR+llNuuM49kdXnmW63hWpKvKQElNfFcyXW1exvsl+ac9V2X1rlD4lMRcieXLzvr2OX8+UgtkC2PtI+HhAE3D9DfV+mYb9KL1fHaaQQo+Jtv/I+/lY+WDPK7HxBlbhHb5/Ku3Ozn0ws+fFuHqdK+8PYu5TAV0r9Wv6/qRC+97LL3DnNVC/0n2qrLSabr+j7TkfrH9njC89nfmgl+yD/IMRY3N430xicj0Wn2P9iw/e/2qMvGihivLGd3i+L8R0/UTb+xoMnprx+73mUwzlxjl+R1HDFRUDWa/Avg9uZ315/sXeOYKG83TBOMHno/A+pmK9WsF12qzX4TFiDyF/h8jjpFeGHJ6fyuM9Xj0c+b0xEE6tmd33GaF1EeVfuJHxcfj9UUaNv9N8zeT5CPpeBIDp/Bq9vqUofxkdxz/KhAycZ2HHzwUZD2uIt9XB31eRfsr3928JgiAIgiAIgiAIgiC8RWjNNfPKURf89MzdSzblFVpHd7wz8YlP2o8efpqsjcwBV5z51XP3vbsnn1lHt77y5IJfg/968hXXnf3lE7cu+unPfMYK8/asX7PxkOLgTh81uuUbY0e+cvINI0/RME5bFOTm7Kt1SpczkhOY9dfXc5evl30gs+/Atl89f/87u45bhf9sfPnxhVvUO7Mpf1GP6PGzZrdOvyN+Zr9LJiz6YvMfefkFx//eu3PfUehpfPtyTLTJWMGhXb/v+FP5t25BvW3eqtXB1R+sPcYYs/avmr5wg7gdaE13fPvppoMFjMXXbd7plPrH8vJKDllaDhza7tvpdy/55a/8ohMHf/9x8982xwlRp379hE3ff/cPY0VFRXI5cMYpbAGaFwCw1oIukON3YH8YY7V6TJs3+Odb732vUDRaFMjxI22Cmb0TBFYfylF8DNpfwMeh9YX0UK/vcKZdzM564fTHHf9lFZw4Vsrx/KI/ls547aTrburWuJRWo2/ou/HFWd8UhX/s8NaPps7/vFanTq0YY799uPjDH7btO3z8xD+7v5ufvSrv7LPbAR0WHj2w/acPXxzbbcDcSmNm3t2e90yrcU9df+L5wQOefGf9jkNHDuf8+sms4f0e2T9k+oSzjB3nONcuQG+/mP3Iqp3HLJb349T7FxT0v6JH5KUCJcVwaB/C7KFz/Y8YduC8nj1y3n381dzLB5wTx1hm377pn0yd/e1ZvXomMcbsSTi+YVqDBv1e/M+I3XcMuP+7Y0waDChIuxR4PJUuHDm80mtT73xl68BRl9eK/KDaRoMkDH7cVf9oB0mEoG38ZuUPERm/oVrQn9pESR80xc/27FXJ/i06vH7Gw4v+6TeoeyWwnUhtFEsAGd+aj9+Q64vNX2zHe4qJjLh6wEOyrxXB94ts370aRTDa4n9gF5jXT8ZOunbseZ+9cOOS3/uPGlhH/jhHH5SEj9wIivOCrIe6XZVYGGQdA5om1o5BON1HdlcBNC/+y68dtYmVP6iHMrlhC1PyHhljPD20ZTnRMoSmYzge5o9TozMCm9q4YMzV976b63gGns8vsPomfF6bXoFg7bk++XP9rLb4VpbIK2I4/8XXnxnj5RewHPDxD7/+oOwone84E7Grmt+x6QpREaNEPiK9NVJdFxci9Jyn2O09EqR9cyAxp/VMziYNRnGbQPLRFjeajVf16I9o0dH2LTJfEypJaPvSVUOfX3ggnnHSpqb42TmS7SbFUH7hNXvOGOP5d232wYX5crwtGMQ6qt+qnL/YR4Ph4mBrL2P0ATkRtDVwwx6q2wrj9xmM5wvY+hv/eZ1yQNZXw7F1PgLuaKx+QtYVlGfo0qC7kz0PPQCM03h8jj3PYrlLR137cfe5c/89Z8EVP94wYs4Oi9kvFmmIPYR1Ax3RF8eM45oVV2w01T0g8BKoWOcjUP0TKzf15yXCdHD+omyo1eMldH7n+/snyPwRO0LD92P1OSxj66IwI068p1p+wTsUScse00/T9XNb8ONzu3Gj49g18v4eHsgvUD2z5N/9W88UxWP4eNt1+6mAh/Jl22U61RawYafH6mNY/47O10pRfIwjbVWJmap3YfxI7J5HQCm2YTvD0U/5juOdd2vKs0zXuyJVRW9FFJwvt67CTnwwZ0HciNEXlhpwqbkQypOX9+k4T0chXnHs1Sb06ui61wSAfb9Mw37UeqMbbf+R/hcrH+x5peH43OH7p/LunMdLkRjJSflTduf9Qcx9Kp398tqJ1nsBUcovsOc1UL9SPVccMGc8Wi28tjow378Xw5Gem/dgXbQPaBzfN/tTYpG8dV8I61/88P6XGUx1ZPh9eSza3tdwMgadN8SMSsxWfKWo4cqKgap7Y98H13RfyOY5gvtvZ0AYjrtU69VSgdiu12ExZA8hf4fN49RBn5/K34jh1cOR3xsD4Nia2b01oeu+EBZn3x+FGR72RSc1kHbD9PvRcDzJn77x/Nq2dVIPEiL8o3RSiLvihr/fzI332XHE6v1bw3VagiAIgiAIgiAIgiAITcQVl2Xi4+MZY4xljF3+3o3suYvS69Y96YKH9l+5csX45vLfMc6645VXem25s0Nq3dTWwz5ue1nnkL9m3vr6quvZi/2a102smZx1/piX1/+jOrqMq0d3zTt+wQ3D0sL/YGucdkjofc/zPdaNataqfZezr1zYbNTQVMkHAi3vfGVxj9/Gd0itnXr69euHTB5SQ/wBx/IX9ogeP2M1u077cvUTbX97bniXzLrVa9Rr0uaGzxpfcXHryryHbbQvxUSbjH1175ktr39d/boapLfpY55/tsX7g1q3btex8xWLWw3rX1PcDrCmB754fMBpqckN0hqfPnbDJcumDapS8nzLu994/cq/p/ZIr1WjXotLp3wuGzF2f1XvP/mx01Zfk1Evtfv03+Ri4IxT2AI4Lz7AWgu6QI7fif1hjLHEblPnDwlsOyQaLQrs+HE2ATvC3FfHdpnwPtuePaTHk9+qDB+rD+UoPgbtL+jjwPqCeqjXdzjULhsahdMf8/6LMcZ+ebR9tVJqDJ81d+ZHXUaNyAx6ILHv6CuPzJ/xXskPL/3ySPuqVatWrVozvctNX7V6dNWcIUmMsbyNyyb2P+vklJq1Gp05dF6VG99eemOTyL5+fuiMhIQqtRq36Tlu6V/d/r1mzQvdgVssST1nfb3qjtSP77mkbaM6Ka263by88rUr1sy/vJ58QrZxrF18va09eFjLeb2z6iY16bO8wYMrZ/ZPivykkmI4tmAh9tC5/kcOu0r3Xudv+GFP3wHnxjPGWOu+feN//DGzZ8+GJc/blnCN855cPrnq9IE3vXtQEgyoSLsMeDyBDiOvrbdixe5hI3txnKDqRgMkDH7cZf+IRxIh6Bu/UfmDRMZvqBa0pzbR0gc98bMdexU45+HHW87rnVmnTtPec6vf9dbMgXXgdjjaKJQAMr41Hb/h1xeZv9iP9xQTGXH1gId4X6uC7xeHezWKYPTlzvxdYF4/GWN1rxx72S+rd1816tKqKo9z9EFF+NhEPgxkPqJuVyUWBlvHAKaJtmMQDveR7VWAzIu38msVnLWJlT+kh1K5YQtT0h4ZY1w9tGM58TKEpmM2HgbGqdEZAU0V/fnzp+9/uSV8Luj6j/fzC7S+iZ7Xp1cQWHuuUf48P6svvpUl8oqYzX/x9Wd+fgHLwUb8w60/qDtK5zvOROyq5HfsukJUxCiRj0BvjZxMiQsRes5T7PbOAWffHEjMWT2Tv0mDUdsmoHx0xY1m41VN+iNYdLx9i8jXhEoS1r5s1dD67IV4xkGbmuJnp8i3mxQz+YXX7DljXP+uzz64MN9IbwsGsbZ6RJ2/2EaD4eJhYy+j9AE7Eaw1MG8PMbbCzF2gYEznC9j6G/95rXJA1lfDsXE+ItjRSP2ErCsoz7ClwW4H6fPAA8A4jcfnuPqGtfXFa8au67/g2UuSWPXzHl84csedQ5/eUAgUixTQEHsI6wY6oi+OGUc1K6nYaKp7QNiwtxXqfAQqpWLlpv68WJhOzl8UDTUiXsLnd36/f4LMH7EjNHw/Vp/DMrYu0hnx4z3F9m04FHHLXtNP0/VzPGB8bjNu1BS7Bt/fswHkF6ieWfwH/9YzRfEYfr1ct59SvJUv2y7TKbaADTs9Vh/D+nfs/cNyFB+LlLayxEzVuxB+JGbPI8AU27Cd4eibbMfx7Y+uPMt0vStSVfRWRLnzBeoqLO+N7GXpI0e1C5R+Wm4uBPLk5n1aztNRiFcce7UJuTr2S1WKYN8vc74f9d7oxtp/rP9Fygd9Xmk2Pnf4/qlCd87jpUhM5KT8Kbvx/iDuPpW+fvlE672AKOUX6PMaqF+pnqsNOHI8mi28ljow5N+L4UrPzXuw7tkHNI7vmx2RWCRv3RfC+hc/vP9lBlMdGX5fHo2u9zWcoPOGmFGJ2YqvFDVcXTFQdW/s++B67gvZPUdw/+0MCLNxl3K9WiYQ+/U6JIbsIejvsHmuOtjzU9kbMfx8Afu9MXwcWzO7tyZ03RdC4+j7ozDDw77opAjObph+PxreX/zpm8+vbVsn9SAh3D9KJoW7K272+81ceZ8dRYzevzVepyUIgiAIgiAIgiAIgtBDoDBnfp/mt2es+HNmN01Nbni49Rk/PXJk2eXxmhqMaYpyX9Ysf4LLnme7ZL57/e5VI0x+XTpBEARB6GPdxGZn7p6Wv7BvtAcSM4iCAZI2QRBENIhW9YCqFl7ir/8MbHTfyZ9vnNImIH+4YuHxOgbto+hC8o8BNC4i6YPHiao9Jz/rPaj+YAfSZIIgCMLbxIJ/D/e2OoPYWJAPhoo2XyL6uBstk4YTMYTHK/BEMD6vfyoYarKuBEG4QexUWX3uF4hyKB4jCF8RO36EKIb8qdv4M+8jPSEIwi9URHvlT8/iFUh6BEGoURH9i//wUr2iYvgX2hcVFqrnxyTuLKtn7YZvtNqOf/GSfyT8RCCA0xjLsgyNhCAIgiAIgiAIgiAIopi42ieN3zsse7KjX2so/PWTt3/IyStgrOifjQsezN523oUdvVav9CB5i/rXqatD/oScY6tX7xhyy5Ver1YTBEEQRDB0TqQTWTBA0iYIgnCBaFUPqGrhUYr+WDX+nlVn33Uz3b6KxHt1DNpH0YXkHwNoXETSBz8RRXtOftarUP0BB2kyQRAE4Qf87d8jva3uINbf8sFT0eZLRJNoRMuk4USM4L0KPBFM7NQ/lQ01WVeCIMzi8ypr7PgFIhiKxwjCR/jcjxDFkD+NOr7I+0hPCILwC2SvmE88i2ch6REEwYX8i8/wXr0iJv0L7QuCMarnxyjGltUfdsMXWl1UZBUc2PDb/pSUFMynPOcfCYIgCIIgCIIgCIIgCMImCXv+2l+zssNCl3VgzQs3X3vt1j9PxFWrk3n21a/OHZ2mZ3gxTY1hy3b2PlY5ybH8CTlVB7+ya3C0B0EQBEEQRPSgYIAgCMIDRKt6QFULD/Lzo526Tvu9Vpurly4e1Sjag/Ei3gtdaB9FF5J/DKBxEUkf/ESU7Dn5WSI2IE0mCIIgCNPwva33ihIEQURC0TJBOIKcnbeJjfonGWqCIDxCDJij2PALRDgUjxGET4gBP0IUQ/6UUIH0hCAIv0D2iiAIgjAB+RcfQfUK16B9QTBG9fwYxdiy+sNu+EGrDy8Zkjn2vUDmZdOmdlL8CPlHgiAIgiAIgiAIgiAIIqYIxOSPlRMEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRBlBAIB1PP0fZUEQRAEQRAEQRAEQZjm/wHMANCMfpKI2QAAAABJRU5ErkJggg==",
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}
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One brain region, the subgenual anterior cingulate cortex/basal forebrain, contributes to learning altruistic behavior, especially in people with empathy. The same study identified giving to charity and of social bonding.
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Ulrich Mayr, reached the same conclusions as Jorge Moll and Jordan Grafman about giving to charity, although they were able to divide the study group into two groups: "egoists" and "altruists". One of their discoveries was that, though rarely, even some of the considered "egoists" sometimes gave more than expected because that would help others, leading to the conclusion that there are other factors in charity, such as a person's environment and values. Psychology
| 58 |
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However, because altruism ultimately benefits the self in many cases, the selflessness of altruistic acts is difficult to prove. The social exchange theory postulates that altruism only exists when the benefits outweigh the costs to the self.
| 231 |
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He identified four significant motives: to ultimately benefit the self (egoism), to ultimately benefit the other person (altruism), to benefit a group (collectivism), or to uphold a moral principle (principlism). Altruism that ultimately serves selfish gains is thus differentiated from selfless altruism, but the general conclusion has been that empathy-induced altruism can be genuinely selfless.
| 49 |
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Feelings of empathic concern are contrasted with personal distress, which compels people to reduce their unpleasant emotions and increase their positive ones by helping someone in need. Empathy is thus not selfless since altruism works either as a way to avoid those negative, unpleasant feelings and have positive, pleasant feelings when triggered by others' need for help or as a way to gain social reward or avoid social punishment by helping. People with empathic concern help others in distress even when exposure to the situation could be easily avoided, whereas those lacking in empathic concern avoid allowing it unless it is difficult or impossible to avoid exposure to another's suffering.
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People are most likely to help if they recognize that a person is in need and feel personal responsibility for reducing the person's distress. The number of bystanders witnessing pain or suffering affects the likelihood of helping (the Bystander effect). More significant numbers of bystanders decrease individual feelings of responsibility. However, a witness with a high level of empathic concern is likely to assume personal responsibility entirely regardless of the number of bystanders.
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A study on adults aged 55 and older found that during the four-year study period, people who volunteered for two or more organizations had a 63% lower likelihood of dying. After controlling for prior health status, it was determined that volunteerism accounted for a 44% reduction in mortality. Merely being aware of kindness in oneself and others is also associated with greater well-being. A study that asked participants to count each act of kindness they performed for one week significantly enhanced their subjective happiness.
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For example, one study on volunteerism found that feeling overwhelmed by others' demands had an even stronger negative effect on mental health than helping had a positive one (although positive effects were still significant). Pathological altruism
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The term "pathological altruism" was popularised by the book Pathological Altruism. Examples include depression and burnout seen in healthcare professionals, an unhealthy focus on others to the detriment of one's own needs, hoarding of animals, and ineffective philanthropic and social programs that ultimately worsen the situations they are meant to aid. Sociology
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|
This type of sociology seeks contributions that aid popular and theoretical understandings of what motivates altruism and how it is organized, and promotes an altruistic focus in order to benefit the world and people it studies.
| 243 |
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Religious viewpoints Most, if not all, of the world's religions promote altruism as a very important moral value. Buddhism, Christianity, Hinduism, Islam, Jainism, Judaism, and Sikhism, etc. , place particular emphasis on altruistic morality. Buddhism
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"Many illnesses can be cured by the one medicine of love and compassion. These qualities are the ultimate source of human happiness, and the need for them lies at the very core of our being" (Dalai Lama). The notion of altruism is modified in such a world-view, since the belief is that such a practice promotes the practitioner's own happiness: "The more we care for the happiness of others, the greater our own sense of well-being becomes" (Dalai Lama).
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A simple illustration of such cause and effect is the case of experiencing the effects of what one causes: if one causes suffering, then as a natural consequence one would experience suffering; if one causes happiness, then as a natural consequence one would experience happiness. Jainism
| 157 |
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e. uncompromising reverence for all life. It also considers all living things to be equal. The first , Rishabhdev, introduced the concept of altruism for all living beings, from extending knowledge and experience to others to donation, giving oneself up for others, non-violence, and compassion for all living things.
| 91 |
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This policy extends even to microscopic organisms. Jainism acknowledges that every person has different capabilities and capacities to practice and therefore accepts different levels of compliance for ascetics and householders. Christianity
| 208 |
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The aim and focus of Christian life is a life that glorifies God, with obeying christ's command to treat others equally, caring for them and understanding eternity in heaven is what Jesus Resurrection at calvary was all about.
| 459 |
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|
An altruistic action is not always a loving action. Oord defines altruism as acting for the other's good, and he agrees with feminists who note that sometimes love requires acting for one's own good when the other's demands undermine overall well-being.
| 149 |
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|
This is similar to the notion of chivalry, but unlike that European concept, in . A constant concern for Allah results in a careful attitude towards people, animals, and other things in this world. Judaism
| 211 |
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Rabbi Moshe Chaim Luzzatto focused on the "purpose of creation" and how the will of God was to bring creation into perfection and adhesion with this force of giving.
| 182 |
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}
|
, or selfless service to the community for its own sake, is an important concept in Sikhism.
| 292 |
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|
The ninth Guru, Tegh Bahadur, sacrificed his head to protect weak and defenseless people against atrocity.
| 63 |
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The Guru responded, "Then you should also give them ointment to heal their wounds. You were practicing what you were coached in the house of the Guru. "
| 369 |
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Giving alms to the beggars or poor people is considered as a divine act or "" and Hindus believe it will free their souls from guilt or "" and will led them to heaven or "" in afterlife. Altruism is also the central act of various Hindu mythology and religious poems and songs. Mass donation of clothes to poor people (), or blood donation camp or mass food donation () for poor people is common in various Hindu religious ceremonies.
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Altruistic acts are generally celebrated and very well received in Hindu literature and are central to Hindu morality. Philosophy
| 106 |
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Proponents of ethical altruism maintain that individuals are morally obligated to act altruistically. The opposing view is ethical egoism, which maintains that moral agents should always act in their own self-interest. Both ethical altruism and ethical egoism contrast with utilitarianism, which maintains that each agent should act in order to maximise the efficacy of their function and the benefit to both themselves and their co-inhabitants.
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"path": null
}
|
Effective altruism
| 153 |
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Effective altruism encourages individuals to consider all causes and actions and to act in the way that brings about the greatest positive impact, based upon their values. It is the broad, evidence-based, and cause-neutral approach that distinguishes effective altruism from traditional altruism or charity. Effective altruism is part of the larger movement towards evidence-based practices.
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People associated with the movement include philosopher Peter Singer, Facebook co founder Dustin Moskovitz, Cari Tuna, Oxford-based researchers William MacAskill and Toby Ord, and professional poker player Liv Boeree. Genetics OXTR, CD38, COMT, DRD4, DRD5, IGF2, and GABRB2 are candidate genes for influencing altruistic behavior. Digital altruism
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There are three types of digital altruism: (1) "everyday digital altruism," involving expedience, ease, moral engagement, and conformity; (2) "creative digital altruism," involving creativity, heightened moral engagement, and cooperation; and (3) "co-creative digital altruism" involving creativity, moral engagement, and meta cooperative efforts. See also Altruria, California Charitable organization Consideration Egotism Family economics Golden Rule Gene-centered view of evolution Humanity (virtue) Misanthropy Mutual aid (organization theory) Non nobis solum Prisoner's dilemma Philanthropy
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Afterward, until her death in 1982, she turned to non-fiction to promote her philosophy, publishing her own periodicals and releasing several collections of essays.
| 267 |
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Although Rand opposed libertarianism, which she viewed as anarchism, she is often associated with the modern libertarian movement in the United States. In art, Rand promoted romantic realism. She was sharply critical of most philosophers and philosophical traditions known to her, except for Aristotle, Thomas Aquinas, and classical liberals.
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Her writings have politically influenced some right-libertarians and conservatives. The Objectivist movement circulates her ideas, both to the public and in academic settings. Life Early life
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She was twelve when the October Revolution and the rule of the Bolsheviks under Vladimir Lenin disrupted the life the family had enjoyed previously. Her father's pharmacy was nationalized, and the family fled to the city of Yevpatoria in Crimea, which was initially under the control of the White Army during the Russian Civil War. After graduating high school there in June 1921, she returned with her family to Petrograd (as Saint Petersburg was then named), where they faced desperate conditions, occasionally nearly starving.
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By this time, she had decided her professional surname for writing would be Rand, and she adopted the first name Ayn (pronounced ).
| 385 |
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She departed on January 17, 1926, and arrived in New York City on February 19, 1926. Intent on staying in the United States to become a screenwriter, she lived for a few months with her relatives learning English before leaving for Hollywood, California.
| 32 |
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While working on The King of Kings, she met an aspiring young actor, Frank O'Connor; the two married on April 15, 1929. She became a permanent American resident in July 1929 and an American citizen on March 3, 1931. She made several attempts to bring her parents and sisters to the United States, but they were unable to obtain permission to emigrate. Early fiction
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Her courtroom drama Night of January 16th, first staged in Hollywood in 1934, reopened successfully on Broadway in 1935. Each night, a jury was selected from members of the audience; based on its vote, one of two different endings would be performed. Rand and O'Connor moved to New York City in December 1934 so she could handle revisions for the Broadway production.
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After the success of her later novels, Rand was able to release a revised version in 1959 that has since sold over three million copies.
| 197 |
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It was published in England in 1938, but Rand could not find an American publisher at that time. As with We the Living, Rand's later success allowed her to get a revised version published in 1946, and this sold over 3. 5 million copies. The Fountainhead and political activism
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Despite philosophical differences with them, Rand strongly endorsed the writings of both men throughout her career, and they expressed admiration for her. Mises once referred to her as "the most courageous man in America", a compliment that particularly pleased her because he said "man" instead of "woman". Rand became friends with libertarian writer Isabel Paterson. Rand questioned her about American history and politics long into the night during their many meetings, and gave Paterson ideas for her only non-fiction book, The God of the Machine.
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Her use of the drug for approximately three decades may have contributed to mood swings and outbursts described by some of her later associates.
| 356 |
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Producer Hal B. Wallis hired her afterwards as a screenwriter and script-doctor. Her work for him included the screenplays for Love Letters and You Came Along. Her contract with Wallis also allowed time for other projects, including a never-completed nonfiction treatment of her philosophy to be called The Moral Basis of Individualism.
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She also wanted to criticize the lauded 1946 film The Best Years of Our Lives for what she interpreted as its negative presentation of the business world but was not allowed to do so. When asked after the hearings about her feelings on the investigations' effectiveness, Rand described the process as "futile".
| 264 |
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Although it used Rand's screenplay with minimal alterations, she "disliked the movie from beginning to end" and complained about its editing, the acting and other elements. Atlas Shrugged and Objectivism
| 39 |
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Later, Rand began allowing them to read the manuscript drafts of her new novel, Atlas Shrugged. In 1954, her close relationship with Nathaniel Branden turned into a romantic affair, with the knowledge of their spouses.
| 283 |
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It advocates the core tenets of Rand's philosophy of Objectivism and expresses her concept of human achievement. The plot involves a dystopian United States in which the most creative industrialists, scientists, and artists respond to a welfare state government by going on strike and retreating to a hidden valley where they build an independent free economy. The novel's hero and leader of the strike, John Galt, describes it as stopping "the motor of the world" by withdrawing the minds of the individuals contributing most to the nation's wealth and achievements. The novel contains an exposition of Objectivism in a lengthy monologue delivered by Galt.
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Atlas Shrugged was her last completed work of fiction, marking the end of her career as a novelist and the beginning of her role as a popular philosopher.
| 80 |
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Some described the NBI or the Objectivist movement as a cult or religion. Rand expressed opinions on a wide range of topics, from literature and music to sexuality and facial hair. Some of her followers mimicked her preferences, wearing clothes to match characters from her novels and buying furniture like hers. Some former NBI students believed the extent of these behaviors was exaggerated, and the problem was concentrated among Rand's closest followers in New York.
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She began delivering annual lectures at the Ford Hall Forum, responding to questions from the audience. During these appearances, she often took controversial stances on the political and social issues of the day. These included: supporting abortion rights, opposing the Vietnam War and the military draft (but condemning many draft dodgers as "bums"), supporting Israel in the Yom Kippur War of 1973 against a coalition of Arab nations as "civilized men fighting savages", claiming European colonists had the right to invade and take land inhabited by American Indians, and calling homosexuality "immoral" and "disgusting", despite advocating the repeal of all laws concerning it. She endorsed several Republican candidates for president of the United States, most strongly Barry Goldwater in 1964, whose candidacy she promoted in several articles for The Objectivist Newsletter.
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Nathaniel and Barbara Branden kept the affair hidden from Rand. When she learned of it in 1968, though her romantic involvement with Branden was already over, Rand ended her relationship with both Brandens, and the NBI was closed. She published an article in The Objectivist repudiating Nathaniel Branden for dishonesty and other "irrational behavior in his private life". In subsequent years, Rand and several more of her closest associates parted company.
| 52 |
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}
|
Literary approach, influences and reception
| 350 |
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Her villains support duty and collectivist moral ideals. Rand often describes them as unattractive, and some have names that suggest negative traits, such as Wesley Mouch in Atlas Shrugged.
| 164 |
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Romantic triangles are a common plot element in Rand's fiction; in most of her novels and plays, the main female character is romantically involved with at least two men. Influences
| 81 |
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She considered them to be among the "top rank" of Romantic writers because of their focus on moral themes and their skill at constructing plots. Hugo was an important influence on her writing, especially her approach to plotting. In the introduction she wrote for an English-language edition of his novel Ninety-Three, Rand called him "the greatest novelist in world literature".
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Beyond We the Living, which is set in Russia, this influence can be seen in the ideas and rhetoric of Ellsworth Toohey in The Fountainhead, and in the destruction of the economy in Atlas Shrugged.
| 172 |
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