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New in version 0.6.4: can now be used with , and the flag has been added to assist in this usage when running in “online” mode.

Issue a “create check constraint” instruction using the current migration context.

CHECK constraints are usually against a SQL expression, so ad-hoc table metadata is usually needed. The function will convert the given arguments into a sqlalchemy.schema.CheckConstraint bound to an anonymous table in order to emit the CREATE statement.

Changed in version 0.8.0: The following positional argument names have been changed:

Issue an alter to create an EXCLUDE constraint using the current migration context.

Note

This method is Postgresql specific, and additionally requires at least SQLAlchemy 1.0.

Note that the expressions work the same way as that of the ExcludeConstraint object itself; if plain strings are passed, quoting rules must be applied manually.

New in version 0.9.0.

Issue a “create foreign key” instruction using the current migration context.

This internally generates a Table object containing the necessary columns, then generates a new Jubilee Womens Pearl Rhinestone espadrilles Round Toe moccasin Flat shoe Mult bVJjiPwW
object which it then associates with the Table . Any event listeners associated with this action will be fired off normally. The AddConstraint construct is ultimately used to generate the ALTER statement.

Changed in version 0.8.0: The following positional argument names have been changed:

Issue a “create index” instruction using the current migration context.

Functional indexes can be produced by using the sqlalchemy.sql.expression.text() construct:

New in version 0.6.7: support for making use of the construct in conjunction with in order to produce functional expressions within CREATE INDEX.

Changed in version 0.8.0: The following positional argument names have been changed:

Issue a “create primary key” instruction using the current migration context.

This internally generates a Table object containing the necessary columns, then generates a new PrimaryKeyConstraint object which it then associates with the Table . Any event listeners associated with this action will be fired off normally. The AddConstraint construct is ultimately used to generate the ALTER statement.

I really enjoyed all of the new summer dishes that Mott32 had to offer. This isn’t their whole menu of new summer dishes, there are also some new ones that we did not sample! All of Mott32’s dishes are made fresh daily and never frozen. They also do not use any MSG in the cooking, so I was not left parched and feeling gross afterwards!

With the uniqueness and quality of the food, along with the beautiful ambiance, dining at Mott32 is not cheap so I would save it for a special occasion. I was thinking that it would be nice to take my parents here since they haven’t had such an elevated dim sum dining experience before.

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It’s been awhile since I reviewed makeup wipes here! I was sent some wipes from Acure and after testing it out, here is what I thought of them.

This line is the ‘Seriously Soothing’ line, which is made with micellar water and suitable for normal to sensitive skin. Micellar water is made up of micelles. Micelles are molecules which attract dirt and oil, so it is effective in cleaning your skin ( source if you’d like to read more). This whole time, I thought micellar water was some type of natural mineral water LOL!

What it says (taken from press release):

Anyways, this is a compact box and suitable for a gym bag, large purse, or travelling. It comes with 30 towelettes.

Application: The towelettes were moistened and I found them to be thicker than other makeup wipes that I have used. They were really soft too.

A good comparison would be that it was more like the Charmin ultra thick toliet paper compared to a public washroom one-ply toliet paper… We all know Charmin is the best. If you’re disgusted or offended by talking about toliet paper, we probably wouldn’t get along or be friends.

I was really surprised when it removed all of my foundation completely. When using a makeup wipe, I would usually follow up with a cleanser to make sure everything was removed. However, my skin felt really clean after one towelette. I still used a cleanser afterwards though because it felt weird to just leave it.

I would really recommend the Acure Seriously Soothing Wipes. They did not dry out my skin and cleaned very well. Sometimes I’ll quickly use these wipes when I don’t feel like splashing water on my face with my face towel and making a mess everywhere (because I’m clumsy). I would wipe my eyes and eyebrows, and then use a damp towel to wipe away any residue.

Availability: https://well.ca/products/acure-seriously-soothing-micellar_143914.html Price: $8.99 (so cheap for the quality and effectiveness of these!)

Submitted 1 March, 2017; originally announced March 2017.

Comments: 6 pages; comments welcome!

arXiv:1612.06153 [, , DailyShoes Womens Military Lace Up Buckle Combat Boots Ankle Mid Calf FoldDown Exclusive Credit Card Pocket Black Tan Pu CmNpRk4Q
]
math.CO

On Cartesian Products which Determine Few Distinct Distances

Abstract : Every set of points \mathcal{P} P determines Ω(|\mathcal{P}| / \log |\mathcal{P}|) distances. A close version of this was initially conjectured by Erdős in 1946 and rather recently proved by Guth and Katz. We show that when near this lower bound, a point set \mathcal{P} of the form A \times A must satisfy |A - A| \ll |A|^{2-\frac{2}{7}} \log^{\frac{1}{7}} |A| . This improves recent results… ▽ More Every set of points \mathcal{P} determines Ω(|\mathcal{P}| / \log |\mathcal{P}|) distances. A close version of this was initially conjectured by Erdős in 1946 and rather recently proved by Guth and Katz. We show that when near this lower bound, a point set \mathcal{P} of the form A \times A must satisfy |A - A| \ll |A|^{2-\frac{2}{7}} \log^{\frac{1}{7}} |A| . This improves recent results of Hanson and Roche-Newton. △ Less

Submitted 25 March, 2018; v1 submitted 19 December, 2016; originally announced December 2016.

arXiv:0807.1133 [, other ] math.CO

Boole's formula as a consequence of Lagrange's Interpolating Polynomial theorem

Abstract : We present a slightly more general version of Boole's additive formula for factorials as a simple consequence of Lagrange's Interpolating Polynomial theorem. ▽ More We present a slightly more general version of Boole's additive formula for factorials as a simple consequence of Lagrange's Interpolating Polynomial theorem. △ Less

Submitted 7 July, 2008; originally announced July 2008.

Comments: 3 pages

MSC Class: 11-03; 01A60

Journal ref: Integers: Electronic Journal of Combinatorial Number Theory 8 (2008), A23

arXiv:0807.1131 [, other ] math.HO

Generalization of the Apollonius Circles

Authors: Cosmin Pohoata , Vladimir Zajic

Abstract : The three Apollonius circles of a triangle, each passing through a triangle vertex, the corresponding vertex of the cevian triangle of the incenter and the corresponding vertex of the circumcevian triangle of the symmedian point, are coaxal. Similarly defined three circles remain coaxal, when the circumcevian triangle is defined with respect to any point on the triangle circumconic through the i… ▽ More The three Apollonius circles of a triangle, each passing through a triangle vertex, the corresponding vertex of the cevian triangle of the incenter and the corresponding vertex of the circumcevian triangle of the symmedian point, are coaxal. Similarly defined three circles remain coaxal, when the circumcevian triangle is defined with respect to any point on the triangle circumconic through the incenter and symmedian point. Inversion in the incircle of the reference triangle carries these three coaxal circles into coaxal circles, each passing through a vertex of the inverted triangle and centered on the opposite sideline, at the intersection of the orthotransversal with respect to a point on the Euler line of the inverted triangle. A similar circumconic exists in a more general configuration, when the cevian triangle is defined with respect to an arbitrary point, passing through this arbitrary point and isogonal conjugate of its complement. △ Less

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