Calculates one day holding period returns the return is buffered out be the same shape so the first row is NaN's

This is just a page to practice and learn Wiki Formatting.

RDFAlchemy is an abstraction layer, allowing python developers to use familiar dot notation to access and update an rdf triplestore.

• RDFAlchemy is an ORM (Object Rdf Mapper) for graph data as:
• SQLAlchemy is an ORM (Object Relational Mapper) for relalational databases

Allows access to:

• rdflib datastores
• Sesame Repositories
• SPARQL endpoints

Provides intuitive access to RDF values by accessing predicate values through dot notation.

ov = Namespace('http://owl.openvest.org/2005/10/Portfolio#')
class Company(rdfSubject):
  rdf_type = ov.Company
  symbol = rdfSingle(ov.symbol,'symbol')  #second param is optional
  cik = rdfSingle(ov.secCik)
  companyName = rdfSingle(ov.companyName)
c = Company.get_by(symbol = 'IBM')
print "%s has an SEC symbol of %s" % (c.companyName, c.cik)

nope, Just a param type thing

dbpedia:Cadillac_BRX
     p:manufacturer dbpedia:General_Motors .
<http://dbpedia.org/resource/USS_Firecrest_%28AMS-10%29>
     p:shipPropulsion dbpedia:General_Motors .
<http://dbpedia.org/resource/GM_G_platform_%28FWD%29>
     p:manufacturer dbpedia:General_Motors .
dbpedia:Cadillac_Brougham
     p:parentCompany dbpedia:General_Motors .
dbpedia:Holden_VT_Commodore
     p:parentCompany dbpedia:General_Motors .
dbpedia:Buick_Rendezvous
     p:manufacturer dbpedia:General_Motors .

remove all triples where this rdfObject is the subject of the triple

db

limit the remove operation to this graph

cascade

must be one of:

• none -- remove none
• bnode -- (default) remove all unreferenced bnodes
• all -- remove all unreferenced bnode(s) AND uri(s)

bnodeCheck

boolean

• True -- (default) check bnodes and raise exception if there are still references to this node
• False -- do not check. This can leave orphaned object reference in triples. Use only if you are resetting the value in the same transaction

.. LatexEquation::
 A \not = P,  \sum_A m(x)+ \sum_{x\in A,y\notin A}C(y,x)\geq 0.

Go ahead, edit it freely.

Fund Raising & Marketing In the One-Person Shop is a "How To" guide filled with practical, field tested solutions for audiences in the non-profit sector where both financial and human resources are often scarce. The orientation of this field guide is fund raising, but the case studies and tips are applicable to other public agency goals and objectives.

The topics and practical tips included in this field guide that are relevant to the audience include:

1. volunteer recruitment and management;
2. networking;
3. how to create a successful website;
4. organizational self-assessment including SWOT analysis;
5. public relations and marketing how to's;
6. cost savings (e.g. cultivating in-kind contributions);

This field guide also includes a number of case studies that highlight how these tips and techniques were successfully implemented by non-profit agencies such as the Ronald McDonald House, the Emergency Food Shelf, and the Mayo Clinic)

The authors, Michael Henley and Diane Hodiak, have 50 years of combined experience in public rations, marketing, and development in the non-profit sector. They currently provide consulting services to non-profit organizations through the Development Resource Center in Minneapolis, MN.

<svg:svg xmlns:svg="http://www.w3.org/2000/svg" viewBox="0 0 100 100" height="30" width="30">
<svg:path d="M43,90 c-88,-16 -21,-86 41,-51 l9,-6 v17 h-26 l8,-5 c-55,-25 -86,29   -32,36 z" fill="#ccc"/>
<svg:path d="M43,90 v-75 l14,-9 v75 z" fill="#f60"/>
</svg:svg>

<svg xmlns="http://www.w3.org/2000/svg" width="300" height="200">
  <circle cx="150" cy="100" r="50" fill="#f60"/>
</svg>

#it it working
is = True
print is