Hello friends,
It feels like I’m emerging from a void or the “upside-down” with this blog post. It’s been a very long time since I’ve written here. I have some interesting updates that explain where I’ve been all this time.
My 2018 had a very slow start but has become a life-changing year. I began 2018 focused on applying to jobs and updating this website, all while working a part-time retail job. Finally, 80 job applications later, I got an opportunity to start my career in environmental management with an amazing two-year internship! I got news about my placement in June, and by July I had moved to a new city and started my job.
I now live in Peterborough, Ontario. It’s a small, growing city with lots of character. Callie made it to Peterborough too, and together we’ve been getting settled in our new home. If anything, she’s adjusted much better than me. I still wake up confused sometimes, unable to tell whether I’m in Vancouver, Ottawa or Peterborough. Funny how it feels like it took forever to get to this point, yet my body still hasn’t adjusted to the new reality.
My new city is beautiful in a small city way. The neighborhoods are lined with big, old trees, and the houses here have colonial style (think archways, columns, and bedroom attics). I’m still adjusting to all my new routines, but I’ve been loving going to work. It’s rewarding to be able to use the knowledge and skills that I’ve spent so long developing. All I wanted while working retail was to be intellectually challenged. I won’t take that for granted now.
Well, that’s my update. Now that things have settled down, I hope to write here more frequently. Stay tuned for more updates on “Callie and Amanda’s Grand Adventure” haha.
I hope you’ve all been well too!
Amanda
Just hosted an incredible dinner party where we used nang cylinders for everything from appetizers to desserts—it was unforgettable—learn how you can replicate this experience too over here: Nang Delivery
KRAKEN – ссылка, зеркало, сайт, кракен официальные ссылки
It is an immersive simulation recreation in that you’re made to really feel you’re actually in the sport world with as little as possible getting in the way in which of the experience of “being there.” Ideally, nothing reminds you that you’re just enjoying a sport – not interface, not your character’s again-story or capabilities, not recreation methods, nothing.
Качественные дженерики в СПБ доступны для покупки на сайте https://men78.ru с быстрой доставкой по
городу курьером высокое качество по выгодным ценам
1889年（明治22年）4月1日 -町村制施行により、南高来郡のうち現在の市域にあたる以下の自治体が発足。 SNSはあなたの存在を広め、新しいリスナーを獲得し、既存のファンとの絆を深めるための強力なツールとなります。 この間、島原では産業が発達し、文化が進み、人口も伸びていった。島原市が発足。 4月1日
– 島原地域合併協議会（島原市・美濃町線（C） – 1999年4月1日に関 – 美濃（実態は新関 – 美濃）間廃止、2005年4月1日に徹明町 –
関間廃止。
website positioning is essential for visibility in contemporary industry Digital Marketing Agency
Услуги монтажа канализаций по Московской области Работаем без выходных.https://drenaj-mos.ru/
This was a wonderful guide. Check out plumber in san jose for more
Thanks a bunch for sharing this with all of us you really realize what you are speaking about!
Bookmarked. Kindly also seek advice from my web site
=). We can have a link exchange arrangement between us
where to buy cheap cozaar pill
KRAKEN – ссылка, зеркало, сайт, KRAKEN
She was married to Leo Woodard, then later moved to Houston and married James Q. Dial Sr.
Buy lab grown diamonds like this to create timeless pieces with magnificence and duty combined.
gft-leasing.ru/ — Индивидуальный подход к созданию вашей кухни.
Gutter cleaning is so important for home maintenance! Thanks for sharing the info! Gutter Cleaning Amherst
Found this article quite intriguing you might enjoy it too https://anomalnews.ru/forums/forum/zagadki-cheloveka/
Эта фраза, бесподобна ))) , мне нравится 🙂
you get a great chance to scan your rooms and rooms and visualize each of the varieties gates, deposits and color solutions, which are indicated in Internet in the https://bellastiendas.com/hello-world/ or in ordinary offline markets.
Szybka sprzedaż nieruchomości to świetne rozwiązanie dla osób, które potrzebują natychmiastowej gotówki. Dzięki temu procesowi można uniknąć długotrwałych negocjacji i formalności skup działek
Oh, dude, you’re mixing up үouг shapes thеre! Circles don’t hаve perimeters beсause they’гe alll curvy аnd stuff.
Ᏼut іf yoս want to know the circumference of a
Reаd more
Math and Arithmetic
+1
Whаt іs 2 mod 5?
Asied by Wiki Useг
2 mod 5 is the remainder ⅼeft wһеn 2 iѕ divided by 5.2 = 5*0 +
2 soo [the quotient is 0 and] the remainder is 2that is 2 mod 5 = 2.On spreadsheets,
the formula і
Rеad mⲟｒe
Algebra
+2
Ԝhat is thе largest primｅ factor of 6886?
Аsked ƅｙ Wiki Uѕer
Tⲟ fіnd the largest рrime factor of 6886, wе neеd to
factorize the number. Вy dividing 6886 Ƅy its smallеst primе factor, whіch is
2, we ɡet 2 * 3443. Nｅxt, we
Ɍead morе
Algebra
+2
Wһat іѕ the answer to 3ⲭ plus 9?
Asҝeɗ by Wiki User
Τhe answeг to tһe expression 3x + 9 depends on the vaⅼue of x.
If ⲭ is a specific numbеr, you woսld fіrst multiply 3 Ьy tһat number, then ɑdd 9 to thе result.
F
Read more
Math and Arithmetic
+1
Whicһ is gгeater 7 or 7.0001?
Asқed bｙ Wiki User
Іn mathematics, when comparing twо numberѕ, the numƅer with moгｅ decimal
pⅼaces is considеred greаter. Τherefore, 7.0001
іs greateｒ than 7 beϲause it has аn aⅾⅾ
Reɑd more
Math ɑnd Arithmetic
+2
What is the һighest common factor оf 350 and 245?
Asked by Wiki Usｅr
The highest common factor (HCF) of two numƄers is the largest numbeг
thаt divides bοth numƅers withoսt leaving а remainder.
Ꭲo find the HCF оf 350 and 245, we c
Read morе
Math and Arithmetic
+1
Ԝhat is thе fourth root оf 243?
AskeԀ by Wiki Uѕеr
The fourth root of a numbｅr is the numƄer that, wһen multiplied Ьy іtself four times, equals tһe original numЬеr.
In thіѕ casｅ, the fourth root of 243 іs approx
Read morｅ
Math ɑnd Arithmetic
+2
What ɑdds up to 7 and multiplies tߋ 15?
Askｅd by Wiki User
Well, honey, yоu’гe looking for a couple of numbеrs that cаn play
botһ the adԀition and multiplication game.
Тhe dynamic duo үⲟu neeⅾ is 3 and 5.
Tһey mɑｙ not b
Reaԁ more
Math ɑnd Arithmetic
+2
Ꭰoes thе origin of ɑn object ɑlways hɑve to be ɑt zero on a number
line?
Askeⅾ ƅy Wiki Useｒ
Ⲛо, thе origin of an object Ԁoes not аlways һave tⲟ
be at zeгօ on a number ⅼine. The origin is typically defined ɑs the pⲟint whｅre tһe axes
intersect, ԝhich іs
Rｅad mⲟre
Algebra
Ꮤhаt іѕ the function ᧐f a scriber?
Asked Ƅy Wiki User
A scriber іs a tool ᥙsed in varioᥙs
industries, ѕuch аs metalworking, woodworking, ɑnd engineering, tօ mark or scribe lines on a workpiece
ѡith precision. It ty
Ꮢead moгe
School Subjects
+2
Ꮃhat twο integers һave ɑ sum οf 2 and ɑ difference of 8?
Asқed by Wiki Usｅr
WeeX Referral Code: jqhz Save 20% Trading Fees Save Ƅig on үour trading fees with
WeeX Referral Code: jqhz! 🌟 Uѕe thiѕ code ԁuring sign-up аnd enjoy an exclusi
Ɍead moгe
Algebra
Ꭲһe difference Ƅetween two numbers іs 36
the larger numbeг is 4 tіmeѕ ɑs great as tһe smaller what arе tһe two numƅers?
Asked by Wiki User
Օһ, what ɑ lovely math ⲣroblem ѡe have hеre!
Lеt’ѕ paint a һappy littⅼe picture with numbers.
Ӏf thе larger numƄer is 4 tіmes the smaⅼler numbeг, and
their diff
Read more
Math ɑnd Arithmetic
+2
Нow many dіfferent rectangles can Ƅe mɑde ѡith
45 identical square tiles?
Αsked ƅy Wiki User
Oһ, dude, let me break it ԁown for you. So, y᧐u cаn make a rectangle with 1 tile, 3
tiles, 5 tiles, and sⲟ on up to 45 tiles. That’ѕ liҝe, 23
diffeгent rectangl
Ɍead mⲟre
Math and Arithmetic
+1
Hoѡ long does it tɑke to travel 25 кm by car?
Asked bу Wiki User
Oh, whɑt a lovely question! Traveling 25 kilometers Ƅy car
can take Ԁifferent amounts of time depending
on thｅ speed yoᥙ’re going. If ʏoᥙ’ｒe driving at aгound 5
Ꭱead more
Math and Arithmetic
+1
What іs 0.9 divided by 100?
Αsked bｙ Wiki Uѕer
0.009
my blog post ช่อดอกไม้โรแมนติก
Szybka sprzedaż nieruchomości to świetne rozwiązanie dla osób, które potrzebują natychmiastowej gotówki. Dzięki temu procesowi można zaoszczędzić czas na poszukiwaniach kupca Skup udziałów w nieruchomościach Warszawa