title: Endoxyla sordida

text:
Endoxyla sordida is a moth in the family Cossidae. It is found in Australia, where it has been recorded from Queensland and Victoria.

References

Endoxyla (moth)
Moths described in 1896


title: Myelobia spectabilis

text:
Myelobia spectabilis is a moth in the family Crambidae. It is found in Colombia.

References

Moths described in 1875
Chiloini


title: Myelobia squamata

text:
Myelobia squamata is a moth in the family Crambidae. It is found in Peru. It is nocturnal.

References

Moths described in 1919
Chiloini


title: Endoxyla stenoptila

text:
Endoxyla stenoptila is a moth in the family Cossidae. It is found in Australia, where it has been recorded in Queensland.

References

Endoxyla (moth)
Moths described in 1911


title: Xyleutes striata

text:
Xyleutes striata is a moth in the family Cossidae. It is found in Colombia.

References

Xyleutes
Moths described in 1901


title: NK Maribor B

text:
Nogometni klub Maribor "B" (), commonly referred to as NK Maribor B or simply Maribor B, was an association football club based in the city of Maribor, Slovenia. Founded in 2014, NK Maribor B was the reserve team of NK Maribor. The team was dissolved following the 2016–17 season. Reserve teams in Slovenia play in the same league system as the senior teams, however, they cannot play in the same competition as their senior teams, and thus, Maribor B was ineligible to play in the Slovenian PrvaLiga or the Slovenian Cup.

History
During their first two seasons, Maribor B was ineligible for promotion to the Slovenian Second League due to the rules of the Football Association of Slovenia which prevented reserve teams of the top division clubs to play in the Second League. This rule was lifted in June 2016. Only players between the age of 17 and 23 had the right to play for Maribor B, with the exception of members of the first team, who would become eligible to play for the reserve team in case of a lengthy injury.

Maribor B played their first match on 10 July 2014 on a neutral venue in Dokležovje, when they faced Bosnia and Herzegovina top division side Sloboda Tuzla in an international friendly match, which they lost 1–0. The team played their first official league match on 23 August 2014 against Mons Claudius in Rogatec and won 9–1. After six wins in the first six rounds, Maribor B suffered their first league defeat on 12 October 2014 when they were defeated 1–0 in an away match against Podvinci. The team finished their inaugural season as the winners of the North Group in the Slovenian Third League, however, they were unable to promote due to the rules of the Football Association of Slovenia.

Season-by-season record

Key

Matches
P = Matches played
W = Matches won
D = Matches drawn
L = Matches lost
F = Goals for
A = Goals against
Pts = Points won
Pos = Final position

Competitions
Div 3 = Slovenian Third League (North)
— = Did not compete

Domestic record

|+List of year ranges, representing seasons, and displaying the numbers and types of accomplishments of awards by the team and its players during those timeframes
|-
!scope=row style=text-align:center|2014–15
|Div 3
|26
|22
|
|
|80
|25
|67
|bgcolor="gold"|
|
|
|
|
|
|20
|-
!scope=row style=text-align:center|2015–16
|Div 3
|26
|18
|
|
|102
|24
|61
|bgcolor="silver"|
|
|
|
|
|
|19
|-
!scope=row style=text-align:center|2016–17
|Div 3
|26
|21
|
|
|107
|25
|66
|bgcolor="gold"|
|
|
|
|
|
|bgcolor="#ffff00"|33 ♦
|}

References

External links
Official website

NK Maribor
Association football clubs established in 2014
Defunct football clubs in Slovenia
Sport in Maribor
2014 establishments in Slovenia
Reserve team football in Slovenia
Association football clubs disestablished in 2017


title: Endoxyla tanyctena

text:
Endoxyla tanyctena is a moth in the family Cossidae. It is found in Australia, where it has been recorded from Queensland.

References

Endoxyla (moth)
Moths described in 1945


title: Endoxyla tenebrifer

text:
Endoxyla tenebrifer is a moth in the family Cossidae. It is found in Australia, where it has been recorded from Queensland.

References

Endoxyla (moth)
Moths described in 1865


title: Xyleutes terrafirma

text:
Xyleutes terrafirma is a moth in the family Cossidae. It was described by William Schaus in 1911 and is found in Costa Rica.

References

Xyleutes
Moths described in 1911


title: Endoxyla tigrina

text:
Endoxyla tigrina is a moth in the family Cossidae. It is found in Australia, where it has been recorded from Queensland.

References

Endoxyla (moth)
Moths described in 1853


title: Endoxyla turneri

text:
Endoxyla turneri is a moth in the family Cossidae. It is found in Australia, where it has been recorded from Queensland.

References

Endoxyla (moth)
Moths described in 1955


title: There's No Going Back

text:
"There's No Going Back" is a song by Australian rock band Sick Puppies, released as the lead single from their fourth studio album Connect.

Music video
The band is shown performing in the desert along with ghost version of themselves. The later part of the video recreates the cover of the band's album Connect where their ghost versions are being hoisted in the air while holding an umbrella.

Charts

Weekly charts

Year-end charts

References

Sick Puppies songs
2013 songs
Song recordings produced by Rock Mafia
Virgin Records singles
Songs written by Tim James (musician)
Songs written by Antonina Armato
Songs written by Desmond Child
Songs written by Shimon Moore
Songs written by Emma Anzai


title: Xyleutes unilinea

text:
Xyleutes unilinea is a moth in the family Cossidae. It was described by Harrison Gray Dyar Jr. in 1925 and is found in Mexico.

References

Xyleutes
Moths described in 1925


title: Myelobia vinasella

text:
Myelobia vinasella is a moth in the family Crambidae. It is found in Costa Rica.

References

Moths described in 1913
Chiloini


title: Endoxyla vittata

text:
Endoxyla vittata, the orange-lined wood moth, is a moth in the family Cossidae. It is found in Australia, where it has been recorded from Western Australia.

References

Endoxyla (moth)
Moths described in 1856


title: Xyleutes xuna

text:
Xyleutes xuna is a moth in the family Cossidae. It was described by Harrison Gray Dyar Jr. in 1937 and is found in Mexico.

References

Xyleutes
Moths described in 1937


title: Myelobia zeuzeroides

text:
Myelobia zeuzeroides is a moth in the family Crambidae. It is found in Brazil (Ega).

References

Moths described in 1865
Chiloini


title: Biswanath Chowdhury

text:
Biswanath Chowdhury is a Revolutionary Socialist Party politician, and a MLA from Balurghat for eight times. He was the West Bengal minister for Jails and Social Welfare for quarter of a century.

Seven-time MLA
Biswanath Chowdhury, a graduate from Balurghat College, first became a MLA in 1977. Thereafter, he continued as MLA in 1982,  1987, 1991, 1996, 2001 and 2006. In the 2011 elections he lost to Sankar Chakraborty of All India Trinamool Congress.

Minister for 25 years
Biswanath Chowdhury was minister for Jails and Social Welfare in West Bengal for 25 years from 1986 to 2011.

References

Living people
Revolutionary Socialist Party (India) politicians
West Bengal MLAs 1977–1982
West Bengal MLAs 1982–1987
West Bengal MLAs 1987–1991
West Bengal MLAs 1991–1996
West Bengal MLAs 1996–2001
West Bengal MLAs 2001–2006
West Bengal MLAs 2006–2011
West Bengal MLAs 2016–2021
People from Balurghat
State cabinet ministers of West Bengal
1942 births


title: Najd (disambiguation)

text:
Najd or Nejd (Arabic: نجد) is a region of Saudi Arabia.

Najd or Nejd may also refer to:

 Emirate of Nejd, (1824–1891)
 Sultanate of Nejd, (1921–1926)
 Najd, Gaza, a former Palestinian village near Gaza City
 Al-Nejd, Sultanate of Oman, an archaeological site in Central Oman
 An Najd, a village in Yemen
 Najd FC, a Saudi Arabian football team

See also


title: Endoxyla zophoplecta

text:
Endoxyla zophoplecta is a moth in the family Cossidae. It is found in Australia, where it has been recorded from Northern Australia and Queensland.

References

Endoxyla (moth)
Moths described in 1902


title: Endoxyla zophospila

text:
Endoxyla zophospila is a moth in the family Cossidae. It is found in Australia, where it has been recorded from Western Australia.

References

Endoxyla (moth)
Moths described in 1945


title: Wrisberg epitaph

text:
The Wrisberg Epitaph is a triptych, which was created by the Hildesheim painter Johannes Hopffe († 1615) in 1585 as an epitaph for the Domherr Ernst von Wrisberg. The original frame did not survive.   However, copies were created and subsequently hidden during the Second World War, the central one could be viewed in the south transept of Hildesheim Cathedral until January 2010. During the renovation of the cathedral (2010–2014) the three panels were on display in a reconstructed frame in the Weserrenaissance-Museum in Schloss Brake, Lemgo.

Style and description
The three large panels in the Mannerist style have the same format. The outer panels show the Nativity and Resurrection of Christ, drawing on models from the Italian Renaissance.

The most novel portion is the central panel. This serves as a painted catechism of the Catholic reform. The renewed Catholic ecclesiology and sacramental doctrine of the Council of Trent are displayed in the tone of the counter-reformation. The painting shows the heavenly realm of God and the saints and the contemporary, mundane world in two levels, which are both separated and linked. The connection follows the central axis. Grace flows from the wounds of the crucified Jesus, as the second person of the Trinity (between God the Father and the Holy Spirit), into a baptismal font and the other sacraments and through them to humanity. In the centre, a woman in red wearing a papal tiara is enthroned as a personification of the Church on a magnificent Renaissance monument. A long line of people emerge from a hole in the background, enter a baptismal building and leave it dressed in white, set on the way to the palace of the church. From there they split into individuals dressed as laypeople, who receive the sacraments in their various types of life, and those who leave the bosom of the church and sink into the ground at the bottom of the picture.

There are six sacraments beyond the "entrance way" of baptism, dispensed by giant figures,

At left:
Anointing of the Sick (Priest in rochett and stole),
Holy orders (Bishop in golden cope),
Confirmation (Bishop in red cope),

At right:
Marriage (Priest in rochett and stole)
Eucharist (Priest in chasuble)
Penance (Priest in rochett and stole).

The heavenly and earthly churches as well as the church and the sacraments are bound together with iron chains.

External links
 Information of the Diocese of Hildesheim
 Image of the three panels of the epitaph in the reconstructed frame (Weserrenaissance-Museum)

Hildesheim Cathedral Museum
Catholic paintings
16th-century paintings
German paintings
Counter-Reformation
Mannerist paintings
Paintings depicting the Holy Trinity


title: Lie group–Lie algebra correspondence

text:
In mathematics, Lie group–Lie algebra correspondence allows one to correspond a Lie group to a Lie algebra or vice versa, and study the conditions for such a relationship. Lie groups that are isomorphic to each other have Lie algebras that are isomorphic to each other, but the converse is not necessarily true. One obvious counterexample is  and  (see real coordinate space and the circle group respectively) which are non-isomorphic to each other as Lie groups but their Lie algebras are isomorphic to each other. However, by restricting our attention to the simply connected Lie groups, the Lie group-Lie algebra correspondence will be one-to-one.

In this article, a Lie group refers to a real Lie group. For the complex and p-adic cases, see complex Lie group and p-adic Lie group. In this article, manifolds (in particular Lie groups) are assumed to be second countable; in particular, they have at most countably many connected components.

Basics

The Lie algebra of a Lie group
There are various ways one can understand the construction of the Lie algebra of a Lie group G. One approach uses left-invariant vector fields. A vector field X on G is said to be invariant under left translations if, for any g, h in G,

where  is defined by  and  is the differential of  between tangent spaces.

Let  be the set of all left-translation-invariant vector fields on G. It is a real vector space. Moreover, it is closed under Lie bracket; i.e.,  is left-translation-invariant if X, Y are. Thus,  is a Lie subalgebra of the Lie algebra of all vector fields on G and is called the Lie algebra of G. One can understand this more concretely by identifying the space of left-invariant vector fields with the tangent space at the identity, as follows: Given a left-invariant vector field, one can take its value at the identity, and given a tangent vector at the identity, one can extend it to a left-invariant vector field. This correspondence is one-to-one in both directions, so is bijective. Thus, the Lie algebra can be thought of as the tangent space at the identity and the bracket of X and Y in  can be computed by extending them to left-invariant vector fields, taking the bracket of the vector fields, and then evaluating the result at the identity.

There is also another incarnation of  as the Lie algebra of primitive elements of the Hopf algebra of distributions on G with support at the identity element; for this, see #Related constructions below.

Matrix Lie groups
Suppose G is a closed subgroup of GL(n;C), and thus a Lie group, by the closed subgroups theorem. Then the Lie algebra of G may be computed as

For example, one can use the criterion to establish the correspondence for classical compact groups (cf. the table in "compact Lie groups" below.)

Homomorphisms
If

is a Lie group homomorphism, then its differential at the identity element

is a Lie algebra homomorphism (brackets go to brackets), which has the following properties:
 for all X in Lie(G), where "exp" is the exponential map
.<ref>More generally, if H is a closed subgroup of H, then </ref>
If the image of f is closed, then  and the first isomorphism theorem holds: f induces the isomorphism of Lie groups:

The chain rule holds: if  and  are Lie group homomorphisms, then .
In particular, if H is a closed subgroup of a Lie group G, then  is a Lie subalgebra of . Also, if f is injective, then f is an immersion and so G is said to be an immersed (Lie) subgroup of H. For example,  is an immersed subgroup of H. If f is surjective, then f is a submersion and if, in addition, G is compact, then f is a principal bundle with the structure group its kernel. (Ehresmann's lemma)

Other properties

Let  be a direct product of Lie groups and  projections. Then the differentials  give the canonical identification:

If  are Lie subgroups of a Lie group, then

Let G be a connected Lie group. If H is a Lie group, then any Lie group homomorphism  is uniquely determined by its differential . Precisely, there is the exponential map  (and one for H) such that  and, since G is connected, this determines f uniquely. In general, if U is a neighborhood of the identity element in a connected topological group G, then  coincides with G, since the former is an open (hence closed) subgroup. Now,  defines a local homeomorphism from a neighborhood of the zero vector to the neighborhood of the identity element. For example, if G is the Lie group of invertible real square matrices of size n (general linear group), then  is the Lie algebra of real square matrices of size n and .

 The correspondence
The correspondence between Lie groups and Lie algebras includes the following three main results.Lie's third theorem: Every finite-dimensional real Lie algebra is the Lie algebra of some  simply connected Lie group. The homomorphisms theorem: If  is a Lie algebra homomorphism and if G is simply connected, then there exists a (unique) Lie group homomorphism  such that . The subgroups–subalgebras theorem''': If G is a Lie group and  is a Lie subalgebra of , then there is a unique connected Lie subgroup (not necessarily closed) H of G with Lie algebra .
In the second part of the correspondence, the assumption that G is simply connected cannot be omitted. For example, the Lie algebras of SO(3) and SU(2) are isomorphic, but there is no corresponding homomorphism of SO(3) into SU(2). Rather, the homomorphism goes from the simply connected group SU(2) to the non-simply connected group SO(3). If G and H are both simply connected and have isomorphic Lie algebras, the above result allows one to show that G and H are isomorphic. One method to construct f is to use the Baker–Campbell–Hausdorff formula.

For readers familiar with category theory the correspondence can be summarised as follows: First, the operation of associating to each connected Lie group  its Lie algebra , and to each homomorphism  of Lie groups the corresponding differential  at the neutral element, is a (covariant) functor
 from the category
of connected (real) Lie groups to the category of finite-dimensional (real) Lie-algebras. This functor has a left adjoint functor  from (finite dimensional) Lie algebras to Lie groups
(which is necessarily unique up to canonical isomorphism). In other words
there is a natural isomorphism of bifunctors

 is the (up to isomorphism unique) simply-connected Lie group with Lie algebra
with Lie group .
The associated natural unit morphisms   of the adjunction are isomorphisms, which corresponds to  being fully faithful
(part of the second statement above).
The corresponding counit  is the canonical projection
 from the
simply connected covering; its surjectivity corresponds to  being a faithful functor.

Proof of Lie's third theorem
Perhaps the most elegant proof of the first result above uses Ado's theorem, which says any finite-dimensional Lie algebra (over a field of any characteristic) is a Lie subalgebra of the Lie algebra  of square matrices. The proof goes as follows: by Ado's theorem, we assume  is a Lie subalgebra. Let G be the subgroup of  generated by  and let  be a simply connected covering of G; it is not hard to show that  is a Lie group and that the covering map is a Lie group homomorphism. Since , this completes the proof.

Example: Each element X in the Lie algebra  gives rise to the Lie algebra homomorphism

By Lie's third theorem, as  and exp for it is the identity, this homomorphism is the differential of the Lie group homomorphism  for some immersed subgroup H of G. This Lie group homomorphism, called the one-parameter subgroup generated by X, is precisely the exponential map  and H its image. The preceding can be summarized to saying that there is a canonical bijective correspondence between  and the set of one-parameter subgroups of G.

Proof of the homomorphisms theorem
One approach to proving the second part of the Lie group-Lie algebra correspondence (the homomorphisms theorem) is to use the Baker–Campbell–Hausdorff formula, as in Section 5.7 of Hall's book. Specifically, given the Lie algebra homomorphism  from  to , we may define  locally (i.e., in a neighborhood of the identity) by the formula

where  is the exponential map for G, which has an inverse defined near the identity. We now argue that f is a local homomorphism. Thus, given two elements near the identity  and  (with X and Y small), we consider their product . According to the Baker–Campbell–Hausdorff formula, we have , where

with  indicating other terms expressed as repeated commutators involving X and Y. Thus,

because  is a Lie algebra homomorphism. Using the Baker–Campbell–Hausdorff formula again, this time for the group H, we see that this last expression becomes , and therefore we have

Thus, f has the homomorphism property, at least when X and Y are sufficiently small. It is important to emphasize that this argument is only local, since the exponential map is only invertible in a small neighborhood of the identity in G and since the Baker–Campbell–Hausdorff formula only holds if X and Y are small. The assumption that G is simply connected has not yet been used..

The next stage in the argument is to extend f from a local homomorphism to a global one. The extension is done by defining f along a path and then using the simple connectedness of G to show that the definition is independent of the choice of path.

 Lie group representations
A special case of Lie correspondence is a correspondence between finite-dimensional representations of a Lie group and representations of the associated Lie algebra.

The general linear group  is a (real) Lie group and any Lie group homomorphism

is called a representation of the Lie group G. The differential

is then a Lie algebra homomorphism called a Lie algebra representation. (The differential  is often simply denoted by .)

The homomorphisms theorem (mentioned above as part of the Lie group-Lie algebra correspondence) then says that if  is the simply connected Lie group whose Lie algebra is , every representation of  comes from a representation of G. The assumption that G be simply connected is essential. Consider, for example, the rotation group SO(3), which is not simply connected. There is one irreducible representation of the Lie algebra in each dimension, but only the odd-dimensional representations of the Lie algebra come from representations of the group. (This observation is related to the distinction between integer spin and half-integer spin in quantum mechanics.) On the other hand, the group SU(2) is simply connected with Lie algebra isomorphic to that of SO(3), so every representation of the Lie algebra of SO(3) does give rise to a representation of SU(2).

The adjoint representation
An example of a Lie group representation is the adjoint representation of a Lie group G; each element g in a Lie group G defines an automorphism of G by conjugation: ; the differential  is then an automorphism of the Lie algebra . This way, we get a representation , called the adjoint representation. The corresponding Lie algebra homomorphism  is called the adjoint representation of  and is denoted by . One can show , which in particular implies that the Lie bracket of  is determined by the group law on G.

By Lie's third theorem, there exists a subgroup  of  whose Lie algebra is . ( is in general not a closed subgroup; only an immersed subgroup.) It is called the adjoint group of . If G is connected, it fits into the exact sequence:

where  is the center of G. If the center of G is discrete, then Ad here is a covering map.

Let G be a connected Lie group. Then G is unimodular if and only if  for all g in G.

Let G be a Lie group acting on a manifold X and Gx the stabilizer of a point x in X. Let . Then

If the orbit  is locally closed, then the orbit is a submanifold of X and .

For a subset A of  or G, let

be the Lie algebra centralizer and the Lie group centralizer of A. Then .

If H is a closed connected subgroup of G, then H is normal if and only if  is an ideal and in such a case .

 Abelian Lie groups

Let G be a connected Lie group. Since the Lie algebra of the center of G is the center of the Lie algebra of G (cf. the previous §), G is abelian if and only if its Lie algebra is abelian.

If G is abelian, then the exponential map  is a surjective group homomorphism. The kernel of it is a discrete group (since the dimension is zero) called the integer lattice of G and is denoted by . By the first isomorphism theorem,  induces the isomorphism .

By the rigidity argument, the fundamental group  of a connected Lie group G is a central subgroup of a simply connected covering  of G; in other words, G fits into the central extension

Equivalently, given a Lie algebra  and a simply connected Lie group   whose Lie algebra is , there is a one-to-one correspondence between quotients of  by discrete central subgroups and connected Lie groups having Lie algebra .

For the complex case, complex tori are important; see complex Lie group for this topic.

 Compact Lie groups

Let G be a connected Lie group with finite center. Then the following are equivalent.G is compact.
(Weyl) The simply connected covering  of G is compact.
The adjoint group  is compact.
There exists an embedding  as a closed subgroup.
The Killing form on  is negative definite.
For each X in ,  is diagonalizable and has zero or purely imaginary eigenvalues.
There exists an invariant inner product on .
It is important to emphasize that the equivalence of the preceding conditions holds only under the assumption that G has finite center. Thus, for example, if G is compact with finite center, the universal cover  is also compact. Clearly, this conclusion does not hold if G has infinite center, e.g., if . The last three conditions above are purely Lie algebraic in nature.

If G is a compact Lie group, then

where the left-hand side is the Lie algebra cohomology of  and the right-hand side is the de Rham cohomology of G. (Roughly, this is a consequence of the fact that any differential form on G can be made left invariant by the averaging argument.)

 Related constructions
Let G be a Lie group. The associated Lie algebra  of G may be alternatively defined as follows. Let  be the algebra of distributions on G with support at the identity element with the multiplication given by convolution.  is in fact a Hopf algebra. The Lie algebra of G'' is then , the Lie algebra of primitive elements in . By the Milnor–Moore theorem, there is the canonical isomorphism  between the universal enveloping algebra of  and .

See also
Compact Lie algebra
Milnor–Moore theorem
Formal group
Malcev Lie algebra
Distribution on a linear algebraic group

Citations

References

External links
Notes for Math 261A Lie groups and Lie algebras

Formal Lie theory in characteristic zero, a blog post by Akhil Mathew

Differential geometry
Lie algebras
Lie groups
Manifolds


title: 7th BRICS summit

text:
The 7th BRICS summit was the seventh annual diplomatic summit of the head of states or government of the BRICS member states. It was held in the Russian city of Ufa in Bashkortostan on 8–9 July 2015.

Background

During the 6th BRICS summit in Fortaleza, Brazil, the BRICS leaders signed a declaration reading: "Brazil, India, China and South Africa convey their appreciation to Russia for its offer to host the Seventh BRICS Summit in 2015 in the city of Ufa and extend their full support to that end."

Agenda
The summit coincided with the entry into force of constituting agreements of the New Development Bank and the BRICS Contingent Reserve Arrangement and during the summit inaugural meetings of the NDB were held, and it was announced it would be lending in local currency; and open up membership to non-BRICS countries in the coming months.

Participants

BRICS-SCO-EEU summit
The BRICS held a joint summit with the Shanghai Cooperation Organisation and the Eurasian Economic Union in Ufa on 9 July.
Invited heads of states or government:

 – Ashraf Ghani
 – Serzh Sargsyan
 – Alexander Lukashenko
 – Hassan Rouhani
 – Nursultan Nazarbaev
 – Almazbek Atambayev
 – Tsakhiagiin Elbegdorj
 – Nawaz Sharif
 – Emomali Rahmon
 – Islam Karimov

Leaders

Gallery

References

External links

Official website of 7th BRICS Summit

07
2015 conferences
2015 in international relations
2015 in Russia
21st-century diplomatic conferences (BRICS)
Diplomatic conferences in Russia
History of Bashkortostan
History of Ufa
July 2015 events in Russia


title: José Montalvo (choreographer)

text:
José Montalvo (born 1954) is a prominent French dancer and choreographer. A 2001 winner of the Laurence Olivier Award for Best Dance Production, his work has been performed in Europe, America and Asia.

Biography

Early life
José Montalvo was born in 1954 in Toulouse, Haute-Garonne, France. He is of Spanish descent, as his parents moved to France during the Spanish Civil War. He took dance lessons at the Toulouse National Dance Centre as a child. At the age of twenty, he moved to Paris to study Art History and Visual Arts, where he intended to become an architect. He then studied Dance with American choreographer Jerome Andrews. He went on to study Dance with Dominique Dupuy (fr) and Françoise Dupuy, when he learnt "expressionist" dance, pioneered by Jean Weidt. Later, he was trained by Carolyn Carlson, Lucinda Childs, Alwin Nikolaïs and Merce Cunningham.

Career
He started his career as a dancer at Les Ballets Modernes de Paris. He later transitioned as a dance teacher. In the late 1980s, he began working as a choreographer. One of his main dancers was Dominique Hervieu. He won several prizes, including one in Nyon in 1986, in Paris in 1987, and in Cagliari in 1988.

In 1988, together with Dominique Hervieu, he founded the Montalvo-Hervieu Company. The following year, in 1989, he helped organise dances with Les Danses à Voir et à Danser, a dance festival. In 1993, he organised the summer festival at the Théâtre national de Chaillot. Later that year, he made a videographic art piece called Double Trouble with Michel Coste, mixing choreography and technology. In 1997, he created Paradis, a highly successful dance performance which was performed in Europe, South America and Asia at an average of four times a week.

In 1998, together with Dominique Hervieu, he became the co-Director of the Créteil and Val-de-Marne National Dance Centre. Two years later, he was appointed as the Dance Director of the Théâtre National de Chaillot.

He became a Laurence Olivier Award winner in 2001, when he was awarded the Laurence Olivier Award for Best Dance Production for Le Jardin Io Io Ito Ito, together with Dominique Hervieu. They also received the Choreography Prize from the Société des Auteurs et Compositeurs Dramatiques in 2005. According to a 1999 article from The New York Times, he is known for mixing "African, Caribbean and break dancing to contemporary, hip-hop and classical styles" and hiring "multicultural" dancers, giving way to what he calls a poetry of juxtapositions.

He is the artist-in-residence at the Théâtre National de Chaillot in Paris. For example, in 2012-2013, he choreographed Don Quichotte du Trocadéro at Chaillot.

At the end of the Bastille Day military parade on July 14, 2014, to commemorate the centennial of the First World War, he was commissioned by the French government a choreographic performance with 250 young dancers from the eighty countries who fought in the war on the Place de la Concorde. The eight-minute performance to a clarinet concerto by Mozart included echoes to La Sardane de la paix and La Colombe, two paintings by Pablo Picasso, as well as Les Oiseaux by Georges Braque. The dancers let doves fly away at the end of the performance, a symbol of peace through strength after the military parade.

Dances
Hollaka Hollala
Pilhaou Thibaou
La Mitrailleuse en Etat de Grace
Paradis
Le Jardin Io Io Ito Ito
Le Rire de la Lyre
Don Quichotte du Trocadéro

References

Living people
1954 births
French people of Spanish descent
Entertainers from Toulouse
Dancers from Paris
French male ballet dancers
French choreographers
Laurence Olivier Award winners


title: Val McCallum

text:
Valentine McCallum (born 10 October 1963) is an American guitarist and singer-songwriter.

Career
McCallum has toured with, and served as a studio musician for many well-known musicians. He toured with Jackson Browne, and McCallum's musical resume includes stints with Sheryl Crow, Lucinda Williams, The Wallflowers, Bonnie Raitt, and Loretta Lynn, among others. McCallum released his first solo record, entitled At the End of the Day.  His parents are actor and musician David McCallum and actress Jill Ireland.

In addition to his solo album and extensive work in touring and session bands, McCallum is also a member of the comic-country band, Jackshit. The band originated as Vonda Shepard's backing band on the hit series Ally McBeal.

References

External links

Val McCallum  Interview at NAMM Oral History Library (2021)

Living people
1963 births
American people of English descent
American people of Scottish descent
American male singer-songwriters
20th-century American singer-songwriters
20th-century American male singers
20th-century American guitarists
21st-century American singer-songwriters
21st-century American male singers
21st-century American guitarists
American male guitarists


title: Great Bay Community College

text:
Great Bay Community College (GBCC) is a public community college in Portsmouth, New Hampshire. It is part of the Community College System of New Hampshire and is accredited by the New England Commission of Higher Education. The main campus is in the Pease International Tradeport area of Portsmouth and an additional campus is in Rochester.

History
The college was founded in 1945 as the State Trade School of Portsmouth. In 1949, it was renamed "New Hampshire Technical Institute - Portsmouth". The current name derives from nearby Great Bay, the largest tidal estuary in New Hampshire. The college has changed its name several times:

Academics
Great Bay Community College associate degrees and certificate programs.

Specialized accreditation
 Business programs - Association of Collegiate Business Schools and Programs (ACBSP)
 Nursing - National League for Nursing Accrediting Commission (NLNAC), full accreditation; New Hampshire Board of Nursing and Nurse Registration, full accreditation
 Surgical Technology - Commission on Accreditation of Allied Health Education Programs (CAAHEP)
 Veterinary Technology - Committee on Veterinary Technology Education and Activities (AVMA-CVTEA)

Transfer and articulation agreements
As a comprehensive community college, Great Bay has developed partnerships with public and private four-year institutions both in and out of New Hampshire. The New Hampshire Transfer Connections Program allows students to start their education at Great Bay Community College in the Liberal Arts program and transfer to any of the University System of New Hampshire colleges or universities, including a dual admission program with the University of New Hampshire.

Rochester campus
In May 2012, Great Bay Community College opened the Advanced Technology & Academic Center (ATAC) in Rochester to offer traditional academic programs as well as a certificate program in Advanced Composites Manufacturing. ATAC is the largest single project under the statewide Advanced Manufacturing Partnership in Education initiative formed by the Community College System of New Hampshire under the federal  TAACCCT-NH grant, with a $19.9 million grant from the U.S. Department of Labor, Employment & Training Administration. The Northeast Economic Developers Association named Great Bay Community College's Advanced Technology & Academic Center "Project of the Year" on 8 September 2014, at its annual conference. The award recognizes major economic development projects based on job creation, capital investment, leveraging of development resources, use of public/private and/or intergovernmental partnerships and benefits to the surrounding community and/or environment. John Ratzenberger, actor and advocate for advanced manufacturing, was a featured speaker at the 2014 Distinguished Leaders Awards and praised Great Bay Community College for their work.

Athletics
The college's athletic teams, the Herons, compete in the United States Collegiate Athletic Association. GBCC is a member of the Yankee Small College Conference. The school's official colors are blue and gold. The school mascot is a heron.
 Men's and women's basketball
 Women's volleyball
 Co-ed golf and bowling
 Baseball (starting 2017)

References

External links

Community colleges in New Hampshire
Education in Portsmouth, New Hampshire
Universities and colleges established in 1945
Universities and colleges in Rockingham County, New Hampshire
USCAA member institutions
1945 establishments in New Hampshire
Buildings and structures in Portsmouth, New Hampshire


title: Ned Coughlan

text:
Ned Coughlan (born 1943) is an Irish retired Gaelic footballer who played as a centre-forward for the Cork senior football team.

Born in Mitchelstown, County Cork, Coughlan first played competitive football in his youth. He arrived on the inter-county scene at the age of seventeen when he first linked up with the Cork minor team, before later joining the under-21 and junior sides. He made his senior debut during the 1962 championship and was a regular member of the starting fifteen for a brief period. He was a Munster runner-up on three occasions.

At club level Coughlan won numerous championship medals with Mitchelstown.

Throughout his career Coughlan played just five championship games for Cork. His retirement came following the conclusion of the 1965 championship.

Honours

Team

Mitchelstown
Cork Intermediate Football Championship (1): 1965
Cork Junior Football Championship (1): 1961
Cork Minor Football Championship (1): 1960

Avondhu
Cork Senior Football Championship (1): 1961

Cork
Munster Junior Football Championship (1): 1962
Munster Under-21 Football Championship (1): 1963
All-Ireland Minor Football Championship (1): 1961
Munster Minor Football Championship (2): 1960, 1961

References

1943 births
Living people
Mitchelstown Gaelic footballers
Cork inter-county Gaelic footballers


title: Monsieur Papa (1977 film)

text:
Monsieur Papa is a 1977 French comedy film directed by Philippe Monnier and starring Claude Brasseur and Nathalie Baye. It is based on the novel Monsieur Papa by Patrick Cauvin.

Plot
The story of the relationship between a father and his young son.

Cast
 Claude Brasseur - Franck Lanier
 Nathalie Baye - Janine
 Nicolas Reboul - Laurent
 Daniel Auteuil - Dédé
 Brigitte Catillon - Martine
 Gérard Hérold - Bill
 Éva Darlan - Sylviane
 Michel Creton - Sport teacher
 Moustache - Gilles' father
 Josiane Balasko
 François Dyrek
 Jacqueline Doyen

References

External links

1977 films
French comedy films
1977 comedy films
Gaumont Film Company films
1970s French-language films
1970s French films


title: Agassiziella albidivisa

text:
Agassiziella albidivisa is a moth in the family Crambidae. It is found in India (the Khasi Hills).

References

Acentropinae
Moths of Asia
Moths described in 1896


title: Agassiziella angulipennis

text:
Agassiziella angulipennis is a moth in the family Crambidae. It is found in India, where it was described from the Nilgiri district, as well as Sri Lanka. A. angulipennis has a wingspan of 14–17 mm, and was accidentally introduced to the United Kingdom. It has been naturalised to aquatic nurseries there.

The larvae feed on various water plants and live underwater.

References

Acentropinae
Moths of Asia
Moths of Sri Lanka
Moths described in 1891


title: Agassiziella bambesensis

text:
Agassiziella bambesensis is a moth in the family Crambidae. It is found in the Democratic Republic of Congo.

References

Acentropinae
Moths of Africa
Moths described in 1942


title: Agassiziella dianale

text:
Agassiziella dianale is a moth in the family Crambidae. It is found in Sri Lanka.

References

Acentropinae
Moths of Sri Lanka
Moths described in 1893


title: Agassiziella fuscifusalis

text:
Agassiziella fuscifusalis is a moth in the family Crambidae. It is found in Sri Lanka.

References

Acentropinae
Moths of Sri Lanka
Moths described in 1893


title: Philcade Building

text:
The Philcade Building is an office building in downtown Tulsa, Oklahoma at the southeast corner of East 5th Street and South Boston Avenue. Designed by Leon B. Senter, for oilman Waite Phillips, it was begun in 1929 and completed in 1931. It is noted for its Art Deco zigzag style architecture. The building was listed in the National Register on September 18, 1986, under National Register Criterion C. Its NRIS number is 86002196. It is also a contributing property of the Oil Capital Historic District in Tulsa.

Initially named the Philcade, which was derived from the name of the owner, the building was renamed the Stanolind Building, after the company bought the building from Phillips in 1942. Stanolind was a subsidiary of Standard Oil Company (Indiana).  It became the Amoco North Building after Amoco bought Standard Oil Company (Indiana) and renamed all of its subsidiaries with the Amoco trade name, and the 501 Boston Building. The Tulsa Preservation Commission identified the building location as 515 South Boston Avenue, which disagrees with other sources. The name Philcade has returned to popular usage.

Building description
The Philcade was designed to complement the Philtower Building, which stood directly across 5th Street and was also owned initially by Waite Phillips.The Philcade's architectural style is said to be Art Deco Zigzag style, while the Philtower is listed as Gothic Revival. The Philcade is 13 stories tall (not including the penthouse that was added later), and covered with buff  brick. The first three stories on the north side have a terra cotta facing.  The ground floor, mezzanine and second floor were designed to house retail stores. Office suites filled the building from the third story up. The NRHP application for the building says that it actually had 13 stories plus a penthouse. The latter was added in 1937, and designed to be a private residence for Waite Phillips and his wife.

Exterior design
The building went through several major design changes before its completion. Phillips originally planned for it to be six stories tall. He then changed the height to nine stories, and finally increased it to 13 stories.  Above the second floor, the office tower had a cross section shaped like an "H", with the wings extending north and south. The recessed area between the wings created a light well that provided ventilation as well as light to the inner offices.

The exterior of the ground floor, mezzanine and second floor are covered with terra cotta. Exterior ornamentation on these floors reflect French  Moderne design, featuring stylized flora and fauna, Egyptian motifs, and naturalistic forms. The terra cotta roofline also has Egyptian style decoration. The main entrances to the building have Egyptian style columns that extend to the second floor. The columns stop at a horizontal terra cotta beam which bears a crest with the initials "WP" surrounded by carved vines, fruits and flowers.

1937 modification
In 1937, Phillips had the open light well on the south enclosed and topped by the penthouse that would become the Phillips' residence. Waite and his wife lived there after they decided to donate their mansion, Villa Philbrook, to the city of Tulsa. The mansion became the home of the Philbrook Museum of Art. The cooling towers for the Philcade's air conditioning system were placed atop the two wings extending north, so that they could not be seen easily from the street level.

Interior design
The Philcade may be better known for its interior design, especially its lavishly decorated lobby. Marble pilasters support a plaster frieze, covered with gold leaf, at the mezzanine. The arched ceiling is decorated with geometric designs that are hand painted in red, blue, green, purple, and brown. The ceiling is trimmed with gold leaf. Bronze filagree chandeliers hang from the center of each ceiling design.

Floors 3 to 13 were devoted to multi-use office suites, having repetitive designs and lacking significant architectural detail. The penthouse, added in 1937, has 23 rooms, containing  of space. Rooms in the penthouse residence have walls paneled with hardwood and Art Deco type details. The Phillips moved in about the time they donated their Villa Philbrook to Tulsa as a museum.

Connecting tunnel
The Philcade and the Philtower are connected by a tunnel built in 1929 that runs beneath 5th Street, a distance of . The reason given was to facilitate moving freight between the two buildings. Some sources have said that Waite Phillips feared that he might be kidnapped by gangsters while walking between his home and his office, and that the tunnel would offer him more security. It was not an unreasonable fear, because there had already been instances in other cities where wealthy men were kidnapped off streets and held for ransom.

This tunnel was the first such built in Tulsa. More would be constructed during the next decade, connecting with other important buildings. The tunnel remained open for general usage for many years. The tunnel door beneath the Philcade is now locked at all times, making this segment closed to the public.

References

Art Deco architecture in Oklahoma
Buildings and structures in Tulsa, Oklahoma
Commercial buildings on the National Register of Historic Places in Oklahoma
Office buildings completed in 1931
National Register of Historic Places in Tulsa, Oklahoma
Individually listed contributing properties to historic districts on the National Register in Oklahoma


title: Agassiziella hapilista

text:
Agassiziella hapilista is a moth in the family Crambidae first described by Charles Swinhoe in 1892. It is found in India, where it has been recorded from the Khasi Hills. It is also present in Taiwan.

References

Acentropinae
Moths of Asia
Moths of Taiwan
Moths described in 1892


title: Agassiziella irisalis

text:
Agassiziella irisalis is a moth in the family Crambidae. It is found in the Democratic Republic of Congo and Sierra Leone.

References

Acentropinae
Moths of Africa
Moths described in 1859


title: Agassiziella kwangtungiale

text:
Agassiziella kwangtungiale is a moth in the family Crambidae. It is found in China.

References

Acentropinae
Moths of Asia
Moths described in 1925


title: Agassiziella niveinotatum

text:
Agassiziella niveinotatum is a moth in the family Crambidae. It is found in Sri Lanka.

References

Acentropinae
Moths of Sri Lanka
Moths described in 1893


title: Agassiziella picalis

text:
Agassiziella picalis is a moth in the family Crambidae. It is found in central India.

References

Acentropinae
Moths of Asia
Moths described in 1854


title: Almonia truncatalis

text:
Almonia truncatalis is a moth in the family Crambidae described by Francis Walker in 1866. It is found in Sri Lanka and on Java and Sula.

References

Acentropinae
Moths of Indonesia
Moths of Sri Lanka
Moths described in 1866


title: Anydraula pericompsa

text:
Anydraula pericompsa is a moth in the family Crambidae. It is found in Australia, where it has been recorded from Queensland and the Northern Territory.

References

Acentropinae
Moths of Australia


title: Araeomorpha diplopa

text:
Araeomorpha diplopa is a moth in the family Crambidae. It is found in Australia, where it has been recorded from New South Wales and Queensland.

References

Acentropinae
Moths of Australia
Moths described in 1903


title: Araeomorpha limnophila

text:
Araeomorpha limnophila is a moth in the family Crambidae. It is found in Australia, where it has been recorded from Queensland.

The wings are brown. There are two to three dark spots on the forewings.

References

Acentropinae
Moths of Australia
Moths described in 1937


title: Argyractis dodalis

text:
Argyractis dodalis is a moth in the family Crambidae. It is found in Guyana.

References

Acentropinae
Moths of South America
Moths described in 1924


title: Argyractis drumalis

text:
Argyractis drumalis is a moth in the family Crambidae. It is found in North America, where it has been recorded from Florida.

The length of the forewings is about 5 mm. Adults have been recorded on wing from February to November.

The larvae feed on the roots of Pistia stratiotes and Nymphaea species. They are aquatic.

Etymology
The species is named for Fort Drum, the type location.

References

Acentropinae
Moths of North America
Moths described in 1906


title: Argyractis argentilinealis

text:
Argyractis argentilinealis is a moth in the family Crambidae described by George Hampson in 1897. It is found in Espírito Santo, Brazil.

References

Acentropinae
Moths of South America
Moths described in 1897


title: Argyractis berthalis

text:
Argyractis berthalis is a moth in the family Crambidae. It is found in Brazil (Parana, São Paulo).

The forewings are pale yellowish up to the subterminal line. The terminal area is yellowish brown with a terminal row of black dots. The hindwings are whitish.

References

Acentropinae
Moths of South America
Moths described in 1906


title: Argyractis elphegalis

text:
Argyractis elphegalis is a moth in the family Crambidae. It is found in Guyana.

References

Acentropinae
Moths of South America
Moths described in 1924


title: Argyractis flavalis

text:
Argyractis flavalis is a moth in the family Crambidae. It is found in Brazil.

References

Acentropinae
Moths of South America
Moths described in 1889


title: Argyractis iasusalis

text:
Argyractis iasusalis is a moth in the family Crambidae. It is found in Brazil.

References

Acentropinae
Moths of South America
Moths described in 1859


title: Eoophyla leucostola

text:
Eoophyla leucostola is a moth in the family Crambidae first described by George Hampson in 1917. It is found in Malawi and Tanzania.

The wingspan is 18–22 mm. The forewings are white, the costa suffused with dark fuscous. There is a fuscous median fascia and a brownish mark in the disc. The hindwings are white with a yellow subbasal fascia, as well as a fuscous antemedian spot near the dorsum. Adults have been recorded on wing in May, August and October.

References

Eoophyla
Moths of Africa


title: Eoophyla leucostrialis

text:
Eoophyla leucostrialis is a moth in the family Crambidae first described by George Hampson in 1906. It lives in Sierra Leone.

The wingspan is about 16 mm. The forewings are dark fuscous, irrorated (sprinkled) with white. The hindwings are whitish.

References

Eoophyla
Moths of Africa


title: Argyractis lophosomalis

text:
Argyractis lophosomalis is a moth in the family Crambidae. It is found in Brazil.

References

Acentropinae
Moths of South America
Moths described in 1906


title: Eoophyla nandinalis

text:
Eoophyla nandinalis is a moth in the family Crambidae, first described by George Hampson in 1906. It is primarily found in the Democratic Republic of the Congo and Kenya.

With a wingspan ranging from 18 to 26 mm, this species displays distinctive features. The forewings are whitish, while the costa (leading edge) is fuscous in the basal half. The wing also exhibits a fuscous subbasal fascia and a yellow antemedian fascia in the dorsal half. As for the hindwings, they are white, accompanied by a fuscous subbasal spot and a yellow median fascia.

References

Eoophyla
Moths of Africa


title: 2006 in Thailand

text:
The year 2006 was the 225th year of the Rattanakosin Kingdom of Thailand. It was the 61st year of the reign of King Bhumibol Adulyadej (Rama IX) and is reckoned as the year 2549 in the Buddhist Era. Major events include the celebration of King Bhumibol's Diamond Jubilee, and the intensification of the 2005–06 Thai political crisis, which culminated in a coup d'état on 19 September.

Incumbents
King: Bhumibol Adulyadej
Crown Prince: Vajiralongkorn
Prime Minister:
 until 5 April: Thaksin Shinawatra
 5 April-23 May: Chitchai Wannasathit (acting)
 23 May-19 September: Thaksin Shinawatra
 19 September-1 October: Council for National Security (junta)
 starting 1 October: Surayud Chulanont
Supreme Patriarch: Nyanasamvara Suvaddhana

Events

January

February

March

April
2006 Thai general election took place in April; elections took place for the House of Representatives of Thailand and for the Senate of Thailand. Thaksin Shinawatra won the election to be the next Prime Minister, but decided to resign two days afterward.

May

June

 9 June – 60th Anniversary Celebrations of Bhumibol Adulyadej's Accession

July

August

September

 19 September – 2006 Thai coup d'état

October

November

December
2006 Bangkok bombings took place on December 31, 2006 and January 1, 2007. Almost 40 people were injured.

Births

Deaths

See also
 2006 Thailand national football team results
 2006 Thailand National Games
 Miss Thailand Universe 2006
 2006 Thailand Open (tennis)
 2006 in Thai television
 List of Thai films of 2006

References

External links
Year 2006 Calendar - Thailand

Years of the 21st century in Thailand
Thailand


title: Eoophyla nigerialis

text:
Eoophyla nigerialis is a moth in the family Crambidae first described by George Hampson in 1906. It is found in Cameroon and Nigeria.

The wingspan is 12–13 mm. The forewings are fuscous with a pale subbasal fascia and a suffused discal spot. There are two white costal strigulae towards the apex, separated by orange. The base of the hindwings is whitish with an orange subbasal fascia, suffused with fuscous.

References

Eoophyla
Moths of Africa


title: Eoophyla nymphulalis

text:
Eoophyla nymphulalis is a moth in the family Crambidae first described by George Hampson in 1906. It is found in South Africa.

The wingspan is about 18 mm. The forewings are fuscous with a whitish median fascia and subterminal fascia. The hindwings are pale fuscous with whitish lines.

References

Endemic moths of South Africa
Eoophyla
Moths of Africa


title: Argyractis obliquifascia

text:
Argyractis obliquifascia is a moth in the family Crambidae. It is found in Brazil.

References

Acentropinae
Moths of South America
Moths described in 1917


title: Argyractis parthenodalis

text:
Argyractis parthenodalis is a moth in the family Crambidae. It is found in Argentina.

References

Acentropinae
Moths of South America
Moths described in 1906


title: Eoophyla pentopalis

text:
Eoophyla pentopalis is a moth in the family Crambidae first described by George Hampson in 1906. It is found in Sierra Leone.

The wingspan is 12–14 mm. The forewings are whitish to pale ochreous with a fuscous median fascia and a parallel line. There are two white wedge-shaped costal strigulae separated by orange brown. The base of the hindwings is white, with a yellow streak up to the tornus.

References

Eoophyla
Moths of Africa


title: Argyractis subornata

text:
Argyractis subornata is a moth in the family Crambidae. It is found in Brazil (São Paulo).

References

Acentropinae
Moths of South America
Moths described in 1897


title: Argyractis tapajosalis

text:
Argyractis tapajosalis is a moth in the family Crambidae. It is found in Brazil.

References

Acentropinae
Moths of South America
Moths described in 1924


title: Argyractoides albibasalis

text:
Argyractoides albibasalis is a moth in the family Crambidae. It is found in Costa Rica.

References

Acentropinae
Moths of Central America
Moths described in 1912


title: Argyractoides catenalis

text:
Argyractoides catenalis is a moth in the family Crambidae. It is found in Brazil.

References

Acentropinae
Moths of South America
Moths described in 1854


title: Argyractoides chalcistis

text:
Argyractoides chalcistis is a moth in the family Crambidae. It is found in south-eastern Peru.

References

Acentropinae
Moths of South America
Moths described in 1910


title: Argyractoides cuprescens

text:
Argyractoides cuprescens is a moth in the family Crambidae. It is found in Ecuador.

References

Acentropinae
Moths of South America
Moths described in 1917


title: Argyractoides gontranalis

text:
Argyractoides gontranalis is a moth in the family Crambidae. It is found in Mexico.

References

Acentropinae
Moths of Central America
Moths described in 1924


title: Argyractoides leucogonialis

text:
Argyractoides leucogonialis is a moth in the family Crambidae. It is found in Panama and Honduras.

References

Acentropinae
Moths of Central America
Moths described in 1906


title: Argyractoides lucianalis

text:
Argyractoides lucianalis is a moth in the family Crambidae. It is found in Costa Rica.

References

Acentropinae
Moths of Central America
Moths described in 1924


title: Argyractoides nitens

text:
Argyractoides nitens is a moth in the family Crambidae. It is found in Costa Rica.

References

Acentropinae
Moths of Central America
Moths described in 1912


title: Argyractoides productalis

text:
Argyractoides productalis is a moth in the family Crambidae. It is found in Peru.

References

Acentropinae
Moths of South America
Moths described in 1917


title: Argyractoides rinconadalis

text:
Argyractoides rinconadalis is a moth in the family Crambidae. It is found in Mexico.

References

Acentropinae
Moths of Central America
Moths described in 1924


title: Argyractoides samealis

text:
Argyractoides samealis is a moth in the family Crambidae. It is found in Colombia.

References

Acentropinae
Moths of South America
Moths described in 1875


title: Argyractoides volcanalis

text:
Argyractoides volcanalis is a moth in the family Crambidae. It is found in Costa Rica.

References

Acentropinae
Moths of Central America
Moths described in 1912


title: Family Building Society

text:
The Family Building Society is a trading name of National Counties Building Society, based in Epsom, Surrey, in the UK. It is a member of the Building Societies Association.

The brand was created by the National Counties Building Society and opened on 14 July 2014. The society claims it was the first building society to launch in the United Kingdom since the Ecology Building Society was established in 1981, however in fact it is just an additional trading name of an existing building society.  Members of the Family Building Society are members of National Counties Building Society, and vice versa.

In January 2019 the society published a report in conjunction with the London School of Economics on the role of parents ('the bank of mum and dad') when helping family members purchase property. The report, 'The bank of Mum and Dad, how it really works''' is available on their website.

This followed on from a previous report commissioned from the London School of Economics on the effect of Stamp Duty Land Tax on house purchase, 'A tax too far? Monitoring the impact of SDLT' .''

Organisation
The Chief Executive is Mark Bogard. The Society has one branch in Epsom, and transactions can be carried out by phone and internet.

Products
The building society concentrates on providing products and services that are designed to enable members of a family to provide mutual assistance, while safeguarding their savings, in particular parents who want to help their children. The initial capitalisation was £113 million.

The core offer consists of savings and mortgages. In addition, Charles Derby have been appointed to provide financial advice to customers. The equity release partner is Key Retirement Solutions.

The flagship product is a mortgage, called the 'Family Mortgage'. There are two requirements that need to be satisfied to obtain the mortgage. Firstly, the applicant must be able to make a 5 percent deposit and, secondly, this must be backed up by their relatives who must have put enough money in their accounts to cover at least 25% of the purchase price and the family's deposits act as security for the loan. Because the purpose of the deposits is to be security for the mortgage, the protection afforded by the Financial Services Compensation Scheme does not apply. Family is the first UK building society to include a payment waiver product, offered in conjunction with CUNA Mutual Group, where the mortgage repayments are met for up to six months if the mortgagor lose their job through no fault of their own. To enable high loans to value mortgages to be provided, Family will offer mortgage insurance products from Genworth Financial.

Reception
Susan Hannums, of SavingsChampion.co.uk, criticised the savings rates offered stating that better rates were available elsewhere. David Hollingworth, of London & Country mortgages, said that the mortgage rates being offered are not as good to other 75% LTV deals though he expects the deals to appeal to the target market. Which? advises that if someone can raise a deposit of at least 5%, then other providers may be able to offer better rates.  However, where first-time buyers have relatives who are able and willing to invest sufficient funds, then this mortgage could be suitable.

A media campaign, to publicise the Society, was launched in August 2014. AML Group ran the campaign.

References

External links

Building societies of England
Banks established in 2014
Organizations established in 2014
Organisations based in Surrey
2014 establishments in England


title: List of bombing campaigns of the Vietnam War

text:
The bombing campaigns of the Vietnam War were the longest and heaviest aerial bombardment in history. The United States Air Force, the U. S. Navy, and U. S. Marine Corps aviation dropped 7,662,000 tons of explosives. By comparison, U. S. forces dropped a total of 2,150,000 tons of bombs in all theaters of World War II.

List of bombing campaigns

Farm Gate: 13 January 1962—January 1965

Operation Pierce Arrow: 5 August 1964

Operation Barrel Roll: 14 December 1964—29 March 1973

Operation Flaming Dart: 7 February 1965—24 February 1965

Operation Rolling Thunder: 2 March 1965—2 November 1968

Operation Steel Tiger: 3 April 1965—11 November 1968

Operation Arc Light: 18 June 1965—15 August 1973

Operation Tiger Hound: 5 December 1965—11 November 1968

Operation Commando Hunt: 11 November 1968—29 March 1972

Operation Niagara: January 1968—March 1968

Operation Menu (consisting of Operations Breakfast, Lunch, Snack, Dinner, Dessert, and Supper): 18 March 1969—26 May 1970

Operation Patio: 24 April 1970—29 April 1970.

Operation Freedom Deal: 19 May 1970—15 August 1973

Operation Linebacker I: 9 May 1972—23 October 1972

Operation Linebacker II: 18 December 1972—29 December 1972

Notes

Sources
 Hit My Smoke!: Forward Air Controllers in Southeast Asia.	Jan Churchill. Sunflower University Press, 1997. , 9780897452151.
 Vietnam in Military Statistics: A History of the Indochina Wars, 1772-1991. Micheal Clodfelter. McFarland & Company, 1995. , 9780786400270.

Military operations of the Vietnam War


title: Cybalomiinae

text:
Cybalomiinae is a subfamily of the lepidopteran family Crambidae. It was described by Hubert Marion in 1955.

Genera
Analcina Turner, 1911
Apoblepta Turner, 1911
Centropseustis Meyrick, 1890
Crambicybalomia Mey, 2011
Cybalomia Lederer, 1863 (= Cybolomia Romanoff, 1887)
Erpis Walker, 1863
Fredia Amsel, 1961
Goniophysetis Hampson, 1916 (= Leucinocrambus Viette, 1960)
Hendecasis Hampson, 1896 (= Neohendecasis Shibuya, 1931)
Hyperlais Marion, 1959 (= Hypolais Guenée, 1854)
Krombia Chrétien, 1911
Margaretania Amsel, 1961
Phenacodes Turner, 1937
Prochoristis Meyrick, 1890
Prolais Amsel, 1961
Ptychopseustis Meyrick, 1889
Stiphrometasia Zerny, 1914
Thyridiphora Warren, 1888 (= Thyridophora Hampson, 1896)
Trichophysetis Meyrick, 1884 (= Alpherakia Ragonot, 1890, Callinaias Warren in C. Swinhoe, 1890, Callinais C. Swinhoe, 1890, Crasigenes Meyrick, 1894, Puriella Strand, 1918, Puriella problematica Strand, 1918, Trichophyretis Pagenstecher, 1909, Trieropis Meyrick, 1886)

References

 , 2011: "New and little known species of Lepidoptera of southwestern Africa". Esperiana Buchreihe zur Entomologie Memoir 6: 146–261.
 , 1998: "The Scopariinae and Heliothelinae stat. rev. (Lepidoptera: Pyraloidea: Crambidae) of the Oriental Region- a revisional synopsis with descriptions of new species from the Philippines and Sumatra". Nachrichten entomologische Verein Apollo 17 Suppl.: 475–528.
  2009: "Transfer of All Western Hemisphere Cybalomiinae to Other Subfamilies (Crambidae: Pyraloidea: Lepidoptera): Elusia Schaus, Dichochroma Forbes, Schacontia Dyar, Cybalomia extorris Warren, and C. lojanalis (Dognin)". Proceedings of the Entomological Society of Washington 111 (2): 493–504.
 , 1960: "Pyrales nouvelles ou peu connues de Madagascar et Des Comores (Lepidoptera)". Annales de la Société Entomologique de France 129: 151–177.

Crambidae


title: Glaphyriinae

text:
Glaphyriinae is a subfamily of the lepidopteran family Crambidae. It was described by William Trowbridge Merrifield Forbes in 1923. The subfamily currently comprises 509 species in 75 genera.

The larvae of Glaphyriinae predominantly feed on plants of the order Brassicales and are able to digest the glucosinolates contained in these plants.

Genera
Abegesta Munroe, 1964
Achantodes Guenée, 1852
Aenigmodes Amsel, 1957 (= Aenigma Amsel, 1956)
Aethiophysa Munroe, 1964
Agastya Moore, 1881 (= Agastia Moore, 1881)
Aureopteryx Amsel, 1956
Catharia Lederer, 1863
Cereophagus Dyar, 1922
Chalcoela Zeller, 1872
Chilomima Munroe, 1964
Chilozela Munroe, 1964
Contortipalpia Munroe, 1964
Cosmopterosis Amsel, 1956
Dichochroma Forbes, 1944
Dicymolomia Zeller, 1872 (= Bifalculina Amsel, 1956)
Eupoca Warren, 1891
Eustixia Hübner, 1823 (= Thelcteria Lederer, 1863, Thlecteria Dyar, 1925)
Evergestis Hübner, 1825
Gonodiscus Warren, 1891
Homophysodes Dyar, 1914
Lativalva Amsel, 1956
Lipocosma Lederer, 1863 (= Clarkeiodes Amsel, 1957, Clarkeia Amsel, 1956, Lipocosmopsis Munroe, 1964)
Lipocosmodes Munroe, 1964
Lissophanes Warren, 1891
Macreupoca Munroe, 1964
Nephrogramma Munroe, 1964
Parambia Dyar, 1914
Paregesta Munroe, 1964
Plumegesta Munroe, 1972
Psephis Guenée, 1854
Pseudoligostigma Strand, 1920 (= Heptalitha Munroe, 1964)
Schacontia Dyar, 1914
Scybalista Lederer, 1863
Scybalistodes Munroe, 1964
Stegea Munroe, 1964 (= Egesta Ragonot, 1891)
Upiga Capps, 1964
Vinculopsis Amsel, 1957 (= Vincularia Amsel, 1956)
Xanthophysa Munroe, 1964

Tribe Dichogamini Amsel, 1956
Alatuncusia Amsel, 1956
Alatuncusiodes Munroe, 1974
Dichogama Lederer, 1863 (= Carbaca Walker, 1866)

Tribe Glaphyriini Forbes, 1923
Glaphyria Hübner, 1823 (= Berdura Möschler, 1886, Glaphria Fernald, 1903, Homophysa Guenée, 1854)
Hellula Guenée, 1854 (= Ashwania Pajni & Rose, 1977, Oeobia Hübner, 1825, Oebia Hübner, 1825, Phyratocosma Meyrick, 1936)

References

 , 2012: "A molecular phylogeny for the pyraloid moths (Lepidoptera: Pyraloidea) and its implications for higher-level classification". Systematic Entomology. 37 (4): 635–656. Abstract: .
  2009: "Transfer of All Western Hemisphere Cybalomiinae to Other Subfamilies (Crambidae: Pyraloidea: Lepidoptera): Elusia Schaus, Dichochroma Forbes, Schacontia Dyar, Cybalomia extorris Warren, and C. lojanalis (Dognin)". Proceedings of the Entomological Society of Washington. 111 (2): 493–504.
  & , 1998b: "Review of the Costa Rican Glaphyriinae (Lepidoptera: Pyraloidea: Crambidae)". Journal of the New York Entomological Society. 106 (1): 1-55.
 , 2009: "Phylogenetic Analysis of Cosmopterosis (Lepidoptera: Crambidae: Glaphyriinae) with Discussions on Male Secondary Sexual Characters and Larval Feeding on Capparis (Capparaceae) in the Pyraloidea and Lepidoptera (Insecta)". Annals of the Entomological Society of America 102 (5): 766–784. Abstract: .

Crambidae


title: Heliothelinae

text:
Heliothelinae is a subfamily of the lepidopteran family Crambidae. It was described by Hans Georg Amsel in 1961.

Genera
Eclipsiodes Meyrick, 1884
Heliothela Guenée, 1854 (= Nyctarcha Meyrick, 1884, Orosana Walker, 1863)
Phanomorpha Turner, 1937

References

Crambidae
Taxa named by Hans Georg Amsel
Moth subfamilies


title: Tommy Burke

text:
Tommy Burke (born 1943) is an Irish retired Gaelic footballer who played as a right corner-forward for the Cork senior football team.

Born in Millstreet, County Cork, Burke first played competitive football in his youth. He arrived on the inter-county scene at the age of seventeen when he first linked up with the Cork minor team, before later joining the under-21 side. He joined the senior panel during the 1965 championship and enjoyed a brief one-year inter-county career.

At club level Burke is a one-time junior championship medallist with Millstreet.

Honours

Team

Millstreet
Cork Junior Football Championship (1): 1963

Cork
Munster Under-21 Football Championship (1): 1963 (sub)
All-Ireland Minor Football Championship (1): 1961
Munster Minor Football Championship (2): 1960 (sub), 1961

References

1943 births
Living people
Millstreet Gaelic footballers
Cork inter-county Gaelic footballers


title: Midilinae

text:
Midilinae is a subfamily of the lepidopteran family Crambidae. It was described by Eugene G. Munroe in 1958. The 11 genera altogether comprise 59 species, with the majority of them occurring in the Neotropical realm, whereas the species of the genera Dolichobela and Styphlolepis are found in Australia.

Genera
The following genera are classified in the subfamily Midilinae:
Cacographis Lederer, 1863 (= Zazanisa Walker, 1865)
Dismidila Dyar, 1914
Dolichobela Turner, 1932
Eupastranaia Becker, 1973 (= Pastranaia Munroe, 1970)
Gonothyris Hampson, 1896
Hositea Dyar, 1910
Midila Walker, 1859 (= Singamia Möschler, 1882, Tetraphana Ragonot, 1891)
Odilla Schaus, 1940
Phryganomima Hampson, 1917
Pycnarmodes Becker, 2022
Styphlolepis Hampson, 1896

References

 , 2012: Revision of Odilla noralis Schaus and Transfer of Erupini to Midilinae (Lepidoptera: Crambidae). Annals of Carnegie Museum 80 (4): 309–322. Abstract:
 , 2012: A molecular phylogeny for the pyraloid moths (Lepidoptera: Pyraloidea) and its implications for higher-level classification. Systematic Entomology 37 (4): 635–656. Abstract: .

Crambidae
Taxa named by Eugene G. Munroe
Moth subfamilies


title: Musotiminae

text:
Musotiminae is a subfamily of the lepidopteran family Crambidae. It was described by Edward Meyrick in 1884

Genera
Aeolopetra
Albusambia
Ambia  (= Metathyrida , Metathyridia )
Austromusotima
Baeoptila
Barisoa
Cilaus
Drosophantis
Elachypteryx
Eugauria
Lygomusotima
Malleria
Midilambia
Musotima  (= Musotina )
Neomusotima
Neurophyseta  (= Cymoriza , Cymorrhiza , Neurophysetis , Omphaloptera )
Odilla
Panotima
Parthenodes
Siamusotima
Thysanoidma
Undulambia  (= Ambia albitesselalis )
Uthinia
Yoshiyasua  (= Melanochroa )

References

 , 1998: The Scopariinae and Heliothelinae stat. rev. (Lepidoptera: Pyraloidea: Crambidae) of the Oriental Region- a revisional synopsis with descriptions of new species from the Philippines and Sumatra. Nachrichten entomologische Verein Apollo 17 Suppl.: 475–528.
 , 1999: Catalogue of the Oriental Acentropinae (Lepidoptera: Crambidae). Tijdschrift voor Entomologie 142 (1): 125–142. Full article: .

Crambidae


title: Schoenobiinae

text:
Schoenobiinae is a subfamily of the lepidopteran family Crambidae. The subfamily was described by Philogène Auguste Joseph Duponchel in 1846.

Genera
Adelpherupa Hampson, 1919 (= Limnopsares Meyrick, 1934, Schoenoploca Meyrick, 1933)
Alloperissa Meyrick, 1934
Archischoenobius Speidel, 1984
Argyrostola Hampson, 1896
Brihaspa Moore, 1868
Calamoschoena Poulton, 1916 (= Eurycerota Janse, 1917)
Carectocultus A. Blanchard, 1975
Catagela Walker, 1863
Chionobosca Turner, 1911
Cyclocausta Warren, 1889
Dejoannisia Vári, 2002 (= Schoenobiodes de Joannis, 1927)
Donacaula Meyrick, 1890
Helonastes Common, 1960
Leechia South in Leech & South, 1901
Leptosteges Warren, 1889
Leucargyra Hampson, 1896
Leucoides Hampson, 1893
Niphadoses Common, 1960
Panalipa Moore, 1866 (= Microschoenis Meyrick, 1887)
Patissa Moore, 1886 (= Eurycraspeda Warren in Swinhoe, 1890)
Promacrochilo Błeszyński, 1962 (= Macrochilo Hampson, 1896)
Proschoenobius Munroe, 1974
Ramila Moore, 1868 (= Crambostenia Warren in Swinhoe, 1890, Ramilla West, 1931)
Rupela Walker, 1863 (= Storteria Barnes & McDunnough, 1913)
Schoenobius Duponchel, 1836 (= Erioproctus Zeller, 1839)
Scirpophaga Treitschke, 1832 (= Apurima Walker, 1863, Schoenophaga Duponchel, 1836, Schoinophaga Sodoffsky, 1837, Schoenophaga J. L. R. Agassiz, 1847, Spartophaga Duponchel, 1836, Tryporyza Common, 1960)
Stenocalama Hampson, 1919
Tipanaea Walker, 1863

Former genera
Varpa Aurivillius, 1925

References

 , 2012: A molecular phylogeny for the pyraloid moths (Lepidoptera: Pyraloidea) and its implications for higher-level classification. Systematic Entomology 37 (4): 635–656. Abstract: .
 , 2000: Dichromatism and New Synonymies of Carectocultus perstrialis (Lepidoptera: Crambidae: Schoenobiinae). Tropical Lepidoptera Research 11 (1-2): 40–41.

Crambidae
Moth subfamilies
Taxa named by Philogène Auguste Joseph Duponchel


title: César Guido Forcieri

text:
César Guido Forcieri is an Argentine lawyer, economist, politician, and businessman. He is currently the Executive Director for Argentina, Bolivia, Chile, Paraguay, Peru and Uruguay at The World Bank.

Forcieri has been described as the right-hand man of Amado Boudou, a leading member of the circle surrounding Argentinian President Cristina Fernández de Kirchner. Boudou ran ANSES, Argentina’s national social-security administration, in 2008-9, was the country’s Minister of the Economy in 2009-11, and became Vice President of Argentina in December 2011. Both Boudou and Forcieri were investigated for corruption in early 2014 as part of the scandal known as “Boudougate.”

Early life and education
Forcieri attended Colegio De La Salle from 1985 to 1997 and earned a bachelor's degree. He attended Universidad Argentina de la Empresa from 2002 to 2006 and earned a degree in law. He attended Universidad del CEMA from 2007 to 2008 and earned a master's degree in Law and Finance.

In 2013-14 he attended Georgetown University and received a Certificate in International Business Management.

Career
From 2006 to 2010, Forcieri held various offices at ANSES (Administración Nacional de la Seguridad Social), the Argentinian national social-security administration, including positions in the Technical and Administrative Department, Acquisitions and Public Contracts Office, and Wealth Fund for the Pension System (Fondo de Garantia de Sustentabilidad para el Sistema Integrado Previsional Argentino). He served as Liaison Manager of ANSES from May 2009 through April 2010.

In 2008, Forcieri formed the corporation Rock Argentina SA, which purportedly provides artistic and advertising services.

In May 2010, he was named Acting Chief of Staff at the Argentine Ministry of Economy and Public Finances, and was confirmed as Chief of Staff in August of that year. He was a Director of Quickfood SA in Buenos Aires from March 2010 to March 2011, and Undersecretary of Financial Services at the Argentinian Ministry of Economy and Public Finances from December 2011 to October 2012. He was a Director of Grupo Financiero Galicia S.A. in Buenos Aires from April 2011 to January 2013, having been appointed by Amado Boudou, then President Cristina Fernández de Kirchner’s Minister of Economy, to represent the interests of the State rather than those of private shareholders. From May 2010 to March 2014 he was G-20 Finance Deputy for Argentina at the Argentinian Ministry of Economy and Public Finances.

Since November 2012, Forcieri has been Executive Director for Argentina, Bolivia, Chile, Paraguay, Peru, and Uruguay at The World Bank in Washington, D.C.

Corruption charges and Boudougate
Argentinian Congresswoman Elisa Carrió and Buenos Aires legislator Maximiliano Ferraro asked the Anti-Corruption Bureau in March 2012 to investigate Forcieri on charges of “conflicts of interest” and “inconsistencies in the public service.” The complaint noted that Forcieri was involved in Action Media AS and Rock Argentina SA, and maintained that he had used his position in government to obtain favorable loans for these companies, which had assets of only $12,000 and $20,000 respectively but received loans “in excess of $200,000 and $400,000.” The complaint further noted that Rock Argentina had not increased its capital since its founding in 2008. Carrió and Ferraro argued that it was inappropriate for a high official in the Ministry of Economy and Financial Services to be a founding partner of corporations with limited resources that received “generous” loans from banks. They underscored that both Rock Argentina and Action Media were officially chaired by Juan Carlos Lopez, who also chaired Real Estate Investments Aspen SA, a firm half-owned by Forcieri’s former boss Boudou.

One of the charges in the complaint involved the firm Ciccone Calcográfica. Boudou was said to have inappropriately helped the firm in 2010 to free itself from bankruptcy by means of a payment plan that enabled it to be transferred to an investment fund allegedly linked to Boudou, and of then having enriched the firm with government contracts. These charges developed into the scandal known as “Boudougate.” Forcieri was said to have participated in the alleged illegal activities, and was specifically identified as having introduced Boudou to Jose María Núñez Carmona, a central figure in the transactions under investigation. It was discovered that Forcieri, Núñez Carmona, and Boudou had traveled to Brazil in 2011 with Alejandro Vandenbroele, chair of Calcográfica Ciccone and an official of a shell corporation called The Old Fund, which Boudou and Núñez Carmona were believed to have used to take control of Calcográfica Ciccone. Attempts to impeach Boudou failed because of the Kirchnerist majorities in both chambers of the Argentinian Congress.

Forcieri was summoned to appear before Judge Ariel Lijo in June 2014 to answer questions about these matters, but he requested an extension on the grounds that he was doing “strategic” work at the World Bank in Washington. Lijo, who believed that Calcográfica Cicconi had printed ballots in the 2011 presidential election, thus suggesting that the company enjoyed close ties to the Kirchner government, had earlier warned that if Forcieri did not appear to testify, she would consider requesting his arrest by U.S. authorities. After Forcieri made his request for a postponement, Lijo asked the World Bank and Ministry of Finance to confirm his claim that his professional activities prevented him from traveling to Argentina to testify. Carrió described Forcieri as a “key figure” in the investigation and asked in a radio interview how the region could have a representative at the World Bank who is under investigation for criminal offenses. Ferraro, charging that Boudou and Forcieri were plainly attempting to drag out the case, called on June 25 for Forcieri’s arrest.

References

Living people
Argentine economists
Argentine businesspeople
Argentine Ministers of Finance
World Bank Group people
Year of birth missing (living people)
Place of birth missing (living people)
Argentine officials of the United Nations


title: Scopariinae

text:
Scopariinae is a subfamily of the lepidopteran family Crambidae. The subfamily was described by Achille Guenée in 1854.

Genera
Afrarpia Maes, 2004
Afroscoparia Nuss, 2003
Anarpia Chapman, 1912
Antiscopa Munroe, 1964
Caradjaina Leraut, 1986
Cholius Guenée, 1845
Cosipara Munroe, 1972
Dasyscopa Meyrick, 1894
Davana Walker, 1859
Dipleurinodes Leraut, 1989
Elusia Schaus, 1940
Eudipleurina Leraut, 1989
Eudonia Billberg, 1820 (= Boiea Zetterstedt, 1839, Borea Stephens, 1852, Dipleurina Chapman, 1912, Dipluerina Sharp, 1913, Malageudonia Leraut, 1989, Vietteina Leraut, 1989, Witlesia Chapman, 1912, Wittlesia Chapman, 1912)
Gesneria Hübner, 1825 (= Scoparona Chapman, 1912)
Gibeauxia Leraut, 1988
Helenoscoparia Nuss, 1999
Hoenia Leraut, 1986
Iranarpia Leraut, 1982
Micraglossa Warren, 1891 (= Microglossa Hampson, 1907)
Notocrambus Turner, 1922
Pagmanella Leraut, 1985
Scoparia Haworth, 1811 (= Epileucia Stephens, 1852, Eudorea J. Curtis, 1827, Eudoria Chapman, 1912, Eudoroea Bruand, 1851, Phegea Gistel, 1848, Scopea Haworth, 1828, Sineudonia Leraut, 1986, Tetraprosopus Butler, 1882, Xeroscopa Meyrick, 1884)
Syrianarpia Leraut, 1982
Toulgoetodes Leraut, 1988

References

 , 1984: Contribution à l'étude des Scopariinae. 4. Révision des types décrits de la région paléarctique occidentale, description de dix nouveaux taxa et ébauche d'une liste des espèces de cette région. (Lepidoptera: Crambidae). Nouvelle Revue d'Entomologie Alexanor: 157–192.
 , 1985: Contribution à l'étude des Scopariinae. 5. Quatre nouveaux taxa d'Afghanistan. (Lepidoptera: Crambidae). Nouvelle Revue d'Entomologie N.S. 2 (3): 325–329.
 , 1986: Contribution à l'étude des Scopariinae. 6. Dix nouveaux taxa, dont trois genres, de Chine et du nord de l'Inde. (Lepidoptera: Crambidae). Nouvelle Revue d'Entomologie N.S. 3 (1): 123–131.
 , 2010: Taxonomic revision and biogeography of Micraglossa Warren, 1891 from laurel forests in China (Insecta: Lepidoptera: Pyraloidea: Crambidae: Scopariinae). Arthropod Systematics & Phylogeny 68 (2): 159–180. Full article: .
 , 1998: The Scopariinae and Heliothelinae stat. rev. (Lepidoptera: Pyraloidea: Crambidae) of the Oriental Region-a revisional synopsis with descriptions of new species from the Philippines and Sumatra. Nachrichten des Entomologischen Vereins Apollo Supplement 17: 475–528.
  1999: Revision der Gattungen der Scopariinae (Lepidoptera: Pyraloidea, Crambidae) [Revision of the Scopariinae genera, Lepidoptera: Pyraloidea, Crambidae.] Nova supplementa entomologica, (13) [Not seen]
 , 1997: A taxonomic revision of the Scopariinae from the Macaronesian Region (Lepidoptera: Pyraloidea: Crambidae). Insect Systematics & Evolution 28 (4): 509–551. Abstract:
 , 1998: Notes on the Scopariinae from Taiwan, with descriptions of nine new species (Lepidoptera: Crambidae). Tinea 15 (3): 191–201.
  2009: Transfer of All Western Hemisphere Cybalomiinae to Other Subfamilies (Crambidae: Pyraloidea: Lepidoptera): Elusia Schaus, Dichochroma Forbes, Schacontia Dyar, Cybalomia extorris Warren, and C. lojanalis (Dognin). Proceedings of the Entomological Society of Washington 111 (2): 493–504. Abstract:

Crambidae


title: Conversin' with the Elders

text:
Conversin' with the Elders is the fourth album by saxophonist  James Carter recorded in late 1995 and early 1996 and released on the Atlantic label. The album features guest appearances by veteran musicians, including trumpeters Harry "Sweets" Edison and Lester Bowie, and saxophonists Hamiet Bluiett, Larry Smith and Buddy Tate.

Reception

AllMusic awarded the album 3½ stars with its review by Scott Yanow stating, "Switching between tenor, alto, baritone and bass clarinet, Carter makes each of his guests feel at home while pushing them to stretch themselves. A consistently colorful and generally swing-oriented set". Critic Robert Christgau rated the album an "A" saying, "A jazz album, absolutely. But one any rock and roller who can abide a saxophone could love".

Track listing
 "Freereggaehibop" (Lester Bowie) - 8:10
 "Parker's Mood" (Charlie Parker) - 6:29
 "Lester Leaps In" (Lester Young) - 4:57
 "Naima" (John Coltrane) - 7:09
 "Blue Creek" (Buddy Tate) - 6:13
 "Centrepiece" (Harry "Sweets" Edison, John Handy) - 6:35
 "Composition #40Q" (Anthony Braxton) - 6:41
 "Moten Swing" (Bennie Moten, Buster Moten) - 7:44
 "Atitled Valse" (James Carter) - 8:22
Recorded at Power Station, NYC on October 2, 1995 (tracks 1 & 9), January 30, 1996 (tracks 3, 5, 6 & 8) and February 5, 1996 (tracks 2, 4 & 7)

Personnel
James Carter - tenor saxophone, alto saxophone, baritone saxophone, bass clarinet
Craig Taborn - piano
Jaribu Shahid - bass
Tani Tabbal - drums
Lester Bowie (tracks 1 & 9), Harry "Sweets" Edison (tracks 3 & 6) - trumpet
Larry Smith - alto saxophone (track 2)
Buddy Tate - tenor saxophone (tracks 5 & 8)
Hamiet Bluiett - baritone saxophone (tracks 4 & 7)

References

1996 albums
James Carter (musician) albums
Atlantic Records albums


title: EWater

text:
eWater is a non-profit organisation established by Australian Federal and State Governments. The role of eWater is to support integrated water resources management in Australia through development and implementation of the national hydrological modelling strategy (NHMS).

eWater develops and supports a number of software tools for hydrological modelling. Some tools include Source, MUSIC, Rainfall Runoff Library, Stochastic Climate Library and SedNet.

History

In 1992 the CRC for Catchment Hydrology (CRCCH) was formed to produce a decision support system able to predict movement of water, particulates and solutes from land to rivers followed in 1993 by the CRC for Freshwater Ecology (CRCFH).

Model for Urban Stormwater Improvement Conceptualisation (MUSIC) was launched in 2002
Development of The Invisible Modelling Environment (TIME) enabling development and integration of models, which is used by many tools made by eWater

In 2004 the Catchment modelling Toolkit was released

eWater Ltd was established in 2005 and CRCFE and CRCCH were merged and relaunched as eWater CRC

eWater CRC ends and eWater Ltd continues as a non-profit organisation

Minister for the Environment Senator Penny Wong announces eWater Source as the new COAG endorsed National Hydrological Platform and in
2014 the Source Public modelling tool is launched as a free software package

Source
Source, an integrated water resource management modelling tool, developed by eWater Ltd is used to create hydrological models used for integrated planning, management and operations for catchment and river systems, including demands fore water from urban areas, agriculture and the environment

The package has been used to build river and catchment models in every state of Australia as well as many other countries including India, Pakistan, China and the Mekong River system

The MDBA  has implemented a Source management model of the Murray and Lower Darling River System.

The Queensland Government is now working with Source in five river basins: the Pioneer, Fitzroy, Condamine-Balonne, Cape, and Flinders and Gilbert. Over 30 earlier catchment Source models were implemented under the Great Barrier Reef Action Plan

New South Wales is implementing the Namoi River System  and Murrimbidgee river system using Source.

Victoria is implementing the Loddon, Campaspe, Broken and Coliban components of a broader northern Victoria Source model centred on the Goulburn River system.

TIME (The Invisible Modelling Environment)
The Invisible Modelling Environment (TIME) is a software development framework for creating, testing and delivering environmental simulation models. TIME includes support for the representation, management and visualisation of a variety of data types, as well as support for testing, integrating and calibrating simulation models.

TIME provides a framework for spatial and temporal data analysis. TIME has been developed under the sponsorship of eWater CRC and its predecessor CRC for Catchment Hydrology. As well as providing a modelling framework, TIME supports model users with a range of data analysis and management, model processing and visualisation tools.

TIME is a core component of a large range of formal software products, as well as numerous research programs. Currently the TIME code base is incorporated into approximately 23 eWater supported applications.

The eWater Source products are a major focus of this product range and are extensively used by government and private enterprise in addressing water quantity and quality policy questions. Time is also integrated into a range of CSIRO specific products and projects such as the “Hydrologists Workbench” and the Australian Water Resources Assessment (AWRA) system, a continental water balance monitoring system that is being developed jointly by CSIRO and the Bureau of Meteorology.

eWater Toolkit
The eWater Toolkit is a source of software tools and information related to the modelling and management of water resources, including water quality tools. It provides a web-based distribution point for hydrological, ecological and catchment management models, databases and other resources.

MUSIC
MUSIC predicts the performance of stormwater quality management systems as an aid to decision-making. It is intended to help organisations plan and design (at a conceptual level) appropriate urban stormwater management systems for their catchments that meet Water Sensitive Urban Design Standards

References

External links
Official website

Water supply and sanitation in Australia


title: Mike Huddleston

text:
Mike Huddleston is an American comic book artist.

Biography
Huddleston started working in comics in the mid-1990s at the age of 21, doing creator-owned projects for Spoon Ink and Caliber, as well as some work for DC Comics, including a short run on Deathstroke with Marv Wolfman up until the title's cancellation. He later called this initial two-year stint a "false start", which prompted him to leave mainstream comics to join Jim Mahfood's 40 Oz Comics studio. Huddleston returned in 2000 with the creator-owned The Coffin for Oni Press, written by Phil Hester. Since then, Huddleston worked for independent publishers, Marvel and DC Comics, as well as latter's Vertigo and Wildstorm imprints, including lengthy runs on Harley Quinn with A. J. Lieberman and Gen¹³ with Scott Beatty and creator-owned mini-series such as Mnemovore with Ray Fawkes and Hans Rodionoff and Deep Sleeper, again with Phil Hester.

His latest assignment was Butcher Baker, the Righteous Maker, a creator-owned project at Image with Joe Casey on writing duties. The critically acclaimed series ended with issue #8, which was published on August 15, 2012, ten months after issue #7, a delay that Casey stated was due to Huddleston's having overcommitted himself. Huddleston responded to Casey's public statement by stating that the delay was caused by his need to take other work in order to make sufficient money, as Butcher Baker was not lucrative enough for him to avoid doing so. Huddleston further explained that he apologized to Casey and to fans for the delay.

From 2011 to 2015 Huddleston worked as the artist of the comic adaptation of Guillermo del Toro's The Strain trilogy with David Lapham as the writer and del Toro as the consultant. Reportedly, del Toro liked Huddleston's approach to design so much that it influenced the way he approached the eventual TV adaptation of the book, as well as the overall development of The Strain universe.

Bibliography
Interior comic work includes:
Wireless: "Rubicon" (script and art, with Mike Hoogterp and Bryan Wade, one-shot, Spoon Ink, 1994)
Showcase '95 (anthology, DC Comics):
 "Legion Science Police: The Alienation of Unification" (with Beau Smith, in #6, 1995)
 "Arion, Lord of Atlantis: Hiding Place on Rye, Hold the Mayo" (with Paul Kupperberg, in #7, 1995)
Black Lightning vol. 2 #9: "Demolition" (with Dave deVries and Lane Shiro, DC Comics, 1995)
Calibrations #4: "Rust: Transitions" (with Steve Miller, anthology, Caliber, 1996)
Deathstroke #55-60 (with Marv Wolfman, DC Comics, 1996)
The Coffin (with Phil Hester, Oni Press):
 "Trapped (in #1-4, 2000–2001)
 "Happy Birthday" (in Oni Press Color Special #2, anthology, 2001)
Cable #106: "How to Find an A-Bomb" (with Darko Macan, Marvel, 2002)
Deep Sleeper (with Phil Hester):
 "Vacant" (in Oni Press Color Special #3, anthology, Oni Press, 2002)
 "Journey into Nightmare" (in #1-4, Oni Press/Image, 2004)
9-11 Volume 1: "Untitled" (with Marti Noxon, anthology graphic novel, Dark Horse, 2002)
Grendel: Red, White and Black #3: "The Devil's Tide" (with Matt Wagner, anthology, Maverick, 2002)
Captain America: Red, White & Blue: "American Dream" (with Mark Waid, anthology graphic novel, Marvel, 2002)
Harley Quinn #26-30, 33-37 (with A. J. Lieberman, DC Comics, 2003)
Batgirl #56-57: "War Games" (with Dylan Horrocks, DC Comics, 2004)
Four Letter Worlds: "Funk" (with Joe Casey, anthology graphic novel, Image, 2005)
Mnemovore #1-6 (with Ray Fawkes and Hans Rodionoff, Vertigo, 2005)
Man-Bat #1-5 (with Bruce Jones, DC Comics, 2006)
24Seven (anthology graphic novel, Image):
 "The Guts" (with Phil Hester, in Volume 1, 2006)
 "8Ball" (with Miles Gunter, in Volume 2, 2007)
Project: Romantic: "Connecting" (with Erin Malysa, anthology graphic novel, Adhouse Books, 2007)
Friday the 13th: Bad Land #1-2 (with Ron Marz, Wildstorm, 2008)
Gen¹³ vol. 4 #21-25, 27-32: "Teenage Wasteland" (with Scott Beatty, Wildstorm, 2008–2009)
Trick 'r Treat: "Chapter One" (with Marc Andreyko, anthology graphic novel, Wildstorm, 2009)
Butcher Baker, the Righteous Maker #1-8 (with Joe Casey, Image, 2011–2012)
The Homeland Directive (with Robert Venditti, graphic novel, Top Shelf, 2011)
Guillermo del Toro's The Strain Trilogy (with David Lapham, Dark Horse):
 The Strain #1-11 (2011–2013)
 The Strain: The Fall #1-9 (2013–2014)
 The Strain: The Night Eternal #1-12 (2014–2015)
The Beauty #7 (with Jeremy Haun and Jason A. Hurley, Image, 2016)

Marvel Comics

Covers only
Midnight Mover #1-4 (Oni Press, 2003)
Harley Quinn #31-32 (DC Comics, 2003)
Zombie Tales #1 (Boom! Studios, 2005)
When Zombies Attack!! #1-5 (Red Maverick, 2005–2011)
Season of the Witch #4 (Image, 2006)
Tales of the Unexpected vol. 2 #5 (DC Comics, 2007)
Sheena, Queen of the Jungle vol. 4 #2 (Devil's Due, 2007)
Scarface: Scarred for Life #4 (IDW Publishing, 2007)
The Beauty #5 (Image, 2015)
Mythic #8 (Image, 2016)
Drifter #11 (Image, 2016)
The Hangman #2 (Dark Circle, 2016)
Hellboy and the B.P.R.D. (Dark Horse):
 1954 – Black Sun #1-2 (2016)
 1954 – The Unreasoning Beast #1 (2016)
 1954 – Ghost Moon #1-2 (2017)
Suicide Squad Most Wanted vol. 2 #1-6 (DC Comics, 2016–2017)
The Power of the Dark Crystal #1, 5-8 (Archaia, 2017)
Grrl Scouts: Magic Socks #3 (Image, 2017)
Rasputin: Voice of the Dragon #1-5 (Dark Horse, 2017–2018)
Kong on the Planet of the Apes #1-6 (Boom! Studios, 2017–2018)
The Realm #4 (Image, 2017)
Middlewest #1-6 (Image, 2018–2019)
Albert Einstein: Time Mason #4 (Dange Zone, 2019)
House of X #1-6 + Powers of X #1-6 (Marvel, 2019)

References

External links

Year of birth missing (living people)
Living people
American comics artists


title: Mick Archer

text:
Michael Archer (1943 – 28 October 2018) was an Irish Gaelic footballer who played as a right corner-forward at senior level for the Cork county team.

Born in Ballyphehane, Cork, Archer first played competitive football in his youth. He arrived on the inter-county scene at the age of seventeen when he first linked up with the Cork minor team, before later joining the under-21 side. He joined the senior panel during the 1965 championship and enjoyed a brief one-year inter-county career.

At club level Archer was a three-time Munster medallist with the St Finbarr's senior hurlers. In addition to this he also won three championship medals.

Honours
St Finbarr's
Munster Senior Club Hurling Championship (3): 1965, 1968, 1974
Cork Senior Hurling Championship (3): 1965, 1968, 1974
Cork
All-Ireland Minor Football Championship (1): 1961
Munster Minor Football Championship (1): 1961

References

1943 births
2018 deaths
St Finbarr's Gaelic footballers
St Finbarr's hurlers
Cork inter-county Gaelic footballers


title: Chynna

text:
Chynna or Chyna can be both a given name and surname. Notable people with the name include:

 Chyna (1969–2016), American professional wrestler, actress, glamour model, and bodybuilder
 Chynna Clugston Flores (born 1975), American comic book creator
 Chynna Ortaleza (born 1982), Filipino actress, television host, and model
 Chyna Layne, American-born Jamaican actress
 Chynna Phillips (born 1968), American singer and actor
 Chynna Rogers (1994–2020), American rapper and model
 Blac Chyna (born 1988), American model and entrepreneur

See also
 China (disambiguation), includes a list of people with the name China
 Chyna Doll (disambiguation)


title: Microplia agilis

text:
Microplia agilis is a species of beetle in the family Cerambycidae. It was described by Audinet-Serville in 1835.

References

Acanthocinini
Beetles described in 1835


title: Cowee–West's Mill Historic District

text:
The Cowee–West's Mill Historic District encompasses an area of Macon County, North Carolina, which has historic significance predating the arrival of European settlers, and extending into the 20th century.  It is located about  north of Franklin, the county seat, along either side of Cowee Creek as it flows toward the Little Tennessee River.  The district includes the archaeological site and platform mound of the Cherokee town of Cowee, a major settlement until the time of the American Revolutionary War.  In the first half of the 19th century the area was developed as a mining community centered on a mill operated by the West family, and after the American Civil War it became one of a small number of rural African-American communities in western North Carolina.  The core of the West's Mill area is centered on the junctions of SR 1350, SR 1341, SR 1340, and West's Mill Road, and North Carolina Route 28 is the major road passing through the district.  Its northern and southern bounds are roughly where the valley floor gives way to hills on either side of Cowee Creek, ending in the west at Hall Mountain and in the east at the mouth of Caler Creek.

See also
National Register of Historic Places listings in Macon County, North Carolina

References

Art Deco architecture in North Carolina
Historic districts in Macon County, North Carolina
Buildings and structures in Macon County, North Carolina
National Register of Historic Places in Macon County, North Carolina
Historic districts on the National Register of Historic Places in North Carolina


title: Microplia nigra

text:
Microplia nigra is a species of beetle in the family Cerambycidae. It was described by Monné in 1976.

References

Acanthocinini
Beetles described in 1976


title: Palazzo Carafa della Spina

text:
The Palazzo Carafa della Spina is a historic palace located on Via Benedetto Croce number 45, (part of Via Spaccanapoli) in the quartiere San Giuseppe of Naples, Italy. It is located between the Piazza of the Gesu Nuovo and the Piazza of San Domenico Maggiore. The Palace once belonged to a branch of the Carafa family.

The building was also known as the Palace of Fabrizio Carafa, Prince of Butera and Roccella, which later was inherited by Carlo Maria Carafa, famous being part of the cavalcade that brought the Chinea or tribute of Naples to Pope Innocent XI, and patron of the Carafa Chapel in San Domenico Maggiore.

In the 16th century, a member of the Carafa della Spina family acquired the palace at this site, and it was rebuilt in the first half of the 17th century, likely using the architect Domenico Fontana. The palace was reconstructed in the 18th century by the architect Martino Buonocore.

The elaborate Baroque portal made of piperno rock, create a grand entrance to the courtyard. Atop the portal, two satyrs serve as telamons to support the balcony and hold the heraldic shield of the Carafa family. Further below are two flanking masks and pylons with lion heads. The portal and internal stairwell have been attributed to Ferdinando Sanfelice.

References

Palaces in Naples


title: 3rd World Farmer

text:
3rd World Farmer is a browser based serious game where the player seeks to improve their family's standard of living over several generations. It was originally prototyped as a student project at the IT University of Copenhagen, Denmark, in 2005. It was released on May 9, 2006.

Reception
3rd World Farmer gained some recognition after release with coverage from mainstream media such as ABC News (USA), La Stampa (Italy), 4Gamer.net (Japan) and The Escapist (Australia).

References

External links
 Official website
 3rd World Farmer on Games for Change

Business simulation games
2006 video games
Browser games
Farming video games
Flash games
Video games developed in Denmark


title: Nealcidion adjunctum

text:
Nealcidion adjunctum is a species of beetle in the family Cerambycidae. It was described by Thomson in 1865.

References

Nealcidion
Beetles described in 1865