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
Viewing the '5th Wheel Loan' Category
January 3rd, 2021 at 03:24 pm
1 or number 15 since the refinance.
The regular monthly payment posts today, 1/3/21, bringing the principal balance down to $10,915.37. Since the previous regularly scheduled payment, I managed to pay an extra $1,363.03. The last payment date has moved up to 6/3/23; that is 2 years and 5 months to go if from this point forward I pay only the regular monthly payments.
Still no ability to upload pictures, so my "5th Wheel Amortization" page can still not be updated.
asdf123
or number 15 since the refinance.
The regular monthly payment posts today, 1/3/21, bringing the principal balance down to $10,915.37. Since the previous regularly scheduled payment, I managed to pay an extra $1,363.03. The last payment date has moved up to 6/3/23; that is 2 years and 5 months to go if from this point forward I pay only the regular monthly payments.
Still no ability to upload pictures, so my "5th Wheel Amortization" page can still not be updated.
Posted in
5th Wheel Loan

2 Comments »
December 4th, 2020 at 03:35 am
1 or number 14 since the refinance.
Well, I decided to pull a chunk out of savings and pay it on the loan. I am just SO impatient to get it paid in full.
The regular monthly payment posted on 12/3/20, bringing the principal balance down to $12,640.14. The last payment date has moved up to 10/3/23; that is 2 years and 10 months to go if from this point forward I pay only the regular monthly payments. If I were able to upload pictures, I would update my "5th Wheel Amortization" page. But, our ability to upload pictures seems to be gone, so I won't. asdf123
or number 14 since the refinance.
Well, I decided to pull a chunk out of savings and pay it on the loan. I am just SO impatient to get it paid in full.
The regular monthly payment posted on 12/3/20, bringing the principal balance down to $12,640.14. The last payment date has moved up to 10/3/23; that is 2 years and 10 months to go if from this point forward I pay only the regular monthly payments. If I were able to upload pictures, I would update my "5th Wheel Amortization" page. But, our ability to upload pictures seems to be gone, so I won't.
Posted in
5th Wheel Loan

1 Comments »
August 8th, 2020 at 02:18 pm
0or number 10 since the refinance.
The regular monthly payment posted on 8/3/20, bringing the principal balance down to $27,142.63.
Since the previous regularly scheduled payment, I managed to pay an extra $783.04.
The last payment date has moved up to 1/3/27; that is 6 years and 5 months to go if from this point forward I pay only the regular monthly payments.
My "5th Wheel Amortization" page has been updated, if you care to take a peak. asdf123
or number 10 since the refinance.
The regular monthly payment posted on 8/3/20, bringing the principal balance down to $27,142.63.
Since the previous regularly scheduled payment, I managed to pay an extra $783.04.
The last payment date has moved up to 1/3/27; that is 6 years and 5 months to go if from this point forward I pay only the regular monthly payments.
My "5th Wheel Amortization" page has been updated, if you care to take a peak.
Posted in
5th Wheel Loan

1 Comments »
July 10th, 2020 at 01:23 am
0or number 9 since the refinance.
The regular monthly payment posted on 7/3/20, bringing the principal balance down to $28,225.67.
Since the previous regularly scheduled payment, I managed to pay an extra $745.61.
The last payment date has moved up to 4/3/27; that is 6 years and 9 months to go if from this point forward I pay only the regular monthly payments.
My "5th Wheel Amortization" page has been updated, if you care to take a peak. asdf123
or number 9 since the refinance.
The regular monthly payment posted on 7/3/20, bringing the principal balance down to $28,225.67.
Since the previous regularly scheduled payment, I managed to pay an extra $745.61.
The last payment date has moved up to 4/3/27; that is 6 years and 9 months to go if from this point forward I pay only the regular monthly payments.
My "5th Wheel Amortization" page has been updated, if you care to take a peak.
Posted in
5th Wheel Loan

2 Comments »
June 5th, 2020 at 01:15 am
0or #8 since the refi.
Well, another regularly scheduled payment has been made. The new principal balance is $29,270.38. So glad to be under 30k!
Since the previous regularly scheduled payment, I managed to pay an extra $907.46.
The last payment date has moved up to 7/3/27; that is 7 years and 1 month to go if from this point forward I pay only the regular monthly payments.
My "5th Wheel Amortization" page has been updated, if you care to take a peak. asdf123
or #8 since the refi.
Well, another regularly scheduled payment has been made. The new principal balance is $29,270.38. So glad to be under 30k!
Since the previous regularly scheduled payment, I managed to pay an extra $907.46.
The last payment date has moved up to 7/3/27; that is 7 years and 1 month to go if from this point forward I pay only the regular monthly payments.
My "5th Wheel Amortization" page has been updated, if you care to take a peak.
Posted in
5th Wheel Loan

1 Comments »
May 3rd, 2020 at 11:55 pm
0or #7 since the refi.
I haven't done one of these updates in 3 months, and some solid progress has been made in the interim. During the past 3 months, I managed to pay an extra $3,559.95.
The new principal balance is $30,468.52. I have now passed the 1/3 repaid point. Super glad about that!
The last payment date has moved up to 10/3/27; that is 7 years and 5 months to go, assuming no further extra principal payments.
My "5th Wheel Amortization" page has been updated, if you care to take a peak. asdf123
or #7 since the refi.
I haven't done one of these updates in 3 months, and some solid progress has been made in the interim. During the past 3 months, I managed to pay an extra $3,559.95.
The new principal balance is $30,468.52. I have now passed the 1/3 repaid point. Super glad about that!
The last payment date has moved up to 10/3/27; that is 7 years and 5 months to go, assuming no further extra principal payments.
My "5th Wheel Amortization" page has been updated, if you care to take a peak.
Posted in
5th Wheel Loan

0 Comments »
March 7th, 2020 at 05:16 pm
0On Thursday my new dentist confirmed that a partial would work for me. So, that is the route I am going. I realize it will be an adjustment to get used to wearing it, but lots of people do it and I can do it too. The cost for a partial is about $1600 before insurance pays their portion. Currently, there is a balance of $2232.79 in my dental sinking fund. I will wait until all is done and paid for, then throw the remaining balance at debt.
Yesterday was payday and I was able to send $248.29 off to the 5th wheel loan, bringing the balance down to $34,351.95. It feels great to make a little progress.
We fly to Florida Tuesday morning and sail on Wednesday. We are not canceling our trip due to the current panic, which I personally feel is blown way out of proportion.
The cruise line sent an email stating that we can cancel for a 100% credit towards another sailing if we wish. We don't. Also, they are crediting us $200 per cabin as a thank you for not canceling.
Our ship is the Caribbean Princess. So I guess if you hear that the Caribbean Princess has been detained someplace, you'll know what is going on with me. asdf123
On Thursday my new dentist confirmed that a partial would work for me. So, that is the route I am going. I realize it will be an adjustment to get used to wearing it, but lots of people do it and I can do it too. The cost for a partial is about $1600 before insurance pays their portion. Currently, there is a balance of $2232.79 in my dental sinking fund. I will wait until all is done and paid for, then throw the remaining balance at debt.
Yesterday was payday and I was able to send $248.29 off to the 5th wheel loan, bringing the balance down to $34,351.95. It feels great to make a little progress.
We fly to Florida Tuesday morning and sail on Wednesday. We are not canceling our trip due to the current panic, which I personally feel is blown way out of proportion.
The cruise line sent an email stating that we can cancel for a 100% credit towards another sailing if we wish. We don't. Also, they are crediting us $200 per cabin as a thank you for not canceling.
Our ship is the Caribbean Princess. So I guess if you hear that the Caribbean Princess has been detained someplace, you'll know what is going on with me.
Posted in
Travel,
5th Wheel Loan

7 Comments »
February 17th, 2020 at 07:59 pm
0This entry is very overdue. Loan payment #9, or #4 since the refinance, has posted. The new principal balance is $34,868.16.
Since the previous regularly scheduled payment, I managed to pay an extra $1,668.98.
The last payment date has moved up to 10/3/28; that is 8 years and 8 months to go.
[img]15934[/img]
When I went for my dental cleaning, the hygienist asked if I had considered a partial. I am going to discuss it with the dentist when I go for my next filling.
My birth mom has been here visiting for the past 2 weeks, which included my birthday. She has recently given up her apartment and is, for now, completely nomadic. I am so jealous! I hope that she enjoys this next chapter of her life. She plans to be back this way in a few months, so we will see her again then. asdf123
This entry is very overdue. Loan payment #9, or #4 since the refinance, has posted. The new principal balance is $34,868.16.
Since the previous regularly scheduled payment, I managed to pay an extra $1,668.98.
The last payment date has moved up to 10/3/28; that is 8 years and 8 months to go.
When I went for my dental cleaning, the hygienist asked if I had considered a partial. I am going to discuss it with the dentist when I go for my next filling.
My birth mom has been here visiting for the past 2 weeks, which included my birthday. She has recently given up her apartment and is, for now, completely nomadic. I am so jealous! I hope that she enjoys this next chapter of her life. She plans to be back this way in a few months, so we will see her again then.
Posted in
5th Wheel Loan

2 Comments »
January 14th, 2020 at 02:11 pm
0Made another principal payment yesterday in the amount of $1,668.98. Balance is down to $35,183.28.
I also had a dental visit yesterday. The dentist I had been seeing left the practice some months ago. The new dentist has a new treatment plan. This new plan includes two crowns and prep to do implants, which I will need to have done elsewhere. My share of cost is $5,400 plus whatever the periodontist charges for the implants. So, we are talking about a large dental bill.
Background: I have ruined my teeth with vitamin C drops and cough drops by having one in my mouth constantly. I have used this method to cope with my constant persistent cough. (I switched to only sugarless cough drops with no citric acid, but the damage was already done.) In the past year, I have had 3 extractions and 8 fillings. I still need more fillings and a deep cleaning, below the gum line. Previous dentist recommended doing a little at a time, which I had been doing.
The dentist wants to begin right away. I made an appointment 2 weeks out, but may cancel. I am not certain I wish to proceed. I think I may try to find where the previous dentist went. SB said I should also consider Mexico.
Also, the extractions were all in the back of my mouth. Two on the lower left and one on the lower right. So I don't APPEAR to be missing any teeth.
I think I am going to stop my extra principal payments for now and save the money instead, until I have a plan of action for my teeth. asdf123
Made another principal payment yesterday in the amount of $1,668.98. Balance is down to $35,183.28.
I also had a dental visit yesterday. The dentist I had been seeing left the practice some months ago. The new dentist has a new treatment plan. This new plan includes two crowns and prep to do implants, which I will need to have done elsewhere. My share of cost is $5,400 plus whatever the periodontist charges for the implants. So, we are talking about a large dental bill.
Background: I have ruined my teeth with vitamin C drops and cough drops by having one in my mouth constantly. I have used this method to cope with my constant persistent cough. (I switched to only sugarless cough drops with no citric acid, but the damage was already done.) In the past year, I have had 3 extractions and 8 fillings. I still need more fillings and a deep cleaning, below the gum line. Previous dentist recommended doing a little at a time, which I had been doing.
The dentist wants to begin right away. I made an appointment 2 weeks out, but may cancel. I am not certain I wish to proceed. I think I may try to find where the previous dentist went. SB said I should also consider Mexico.
Also, the extractions were all in the back of my mouth. Two on the lower left and one on the lower right. So I don't APPEAR to be missing any teeth.
I think I am going to stop my extra principal payments for now and save the money instead, until I have a plan of action for my teeth.
Posted in
5th Wheel Loan

6 Comments »
January 3rd, 2020 at 02:03 pm
0or payment #3 since the refinance.
My automatic payment of $407.58 has posted. The new principal balance is $36,806.23. I have now paid off more than 20% of the original balance. :)
Since the previous regularly scheduled payment, I managed to pay an extra $5,883.06.
The last payment date has moved up to 4/3/29; that is 9 years and 3 months to go.
[img]15896[/img] asdf123
or payment #3 since the refinance.
My automatic payment of $407.58 has posted. The new principal balance is $36,806.23. I have now paid off more than 20% of the original balance.
Since the previous regularly scheduled payment, I managed to pay an extra $5,883.06.
The last payment date has moved up to 4/3/29; that is 9 years and 3 months to go.
Posted in
5th Wheel Loan

3 Comments »
January 1st, 2020 at 04:45 pm
0Twice over the last few months I have had a vet bill to pay for Bella. I budget $0 for Bella's expenses. Obviously, she costs more than $0, so this has to change. However, I am loathe to increase my total sinking fund transfer.
Looking over my sinking funds and account balances, I decided to trim biweekly transfers as follows:
clothing  from $23.07 to $20.00
eGadgets  from $11.55 to $10.00
gifts/Xmas  from $38.46 to $28.46
hobbies  from $3.85 to $3.00
thereby freeing up $15.47 biweekly to set aside for Bella's expenses (excluding her food), while leaving my total biweekly transfer amount unchanged at $230. So we will see how this works out.
Additionally, I have decided to use the money in car replacement towards debt. Between us, we do have 4 vehicles, 1.5 of which are mine. While my daily driver is now 12 (!) years old, it has 140k ~ish on the odometer, is a Honda, and receives regular maintenance. I expect to be driving it for a good long while yet. However, I do want to beef up my car r&m fund to handle any large repairs, just in case. After the 5th wheel loan is paid in full, I can focus on saving up for my next car.
So, my plan is to transfer $1500 from car replacement into car r&m, leave $1 in car replacement, and apply the balance of $6,342.42 towards the 5th wheel loan.
My goal with the 5th wheel loan is to have the balance down to 23k by the end of 2020; paid in full by the end of 2021. I expect this last will require dipping into my emergency fund, possibly even wiping it out. I am willing to do so only if it pays the loan in full.
asdf123
Twice over the last few months I have had a vet bill to pay for Bella. I budget $0 for Bella's expenses. Obviously, she costs more than $0, so this has to change. However, I am loathe to increase my total sinking fund transfer.
Looking over my sinking funds and account balances, I decided to trim biweekly transfers as follows:
clothing  from $23.07 to $20.00
eGadgets  from $11.55 to $10.00
gifts/Xmas  from $38.46 to $28.46
hobbies  from $3.85 to $3.00
thereby freeing up $15.47 biweekly to set aside for Bella's expenses (excluding her food), while leaving my total biweekly transfer amount unchanged at $230. So we will see how this works out.
Additionally, I have decided to use the money in car replacement towards debt. Between us, we do have 4 vehicles, 1.5 of which are mine. While my daily driver is now 12 (!) years old, it has 140k ~ish on the odometer, is a Honda, and receives regular maintenance. I expect to be driving it for a good long while yet. However, I do want to beef up my car r&m fund to handle any large repairs, just in case. After the 5th wheel loan is paid in full, I can focus on saving up for my next car.
So, my plan is to transfer $1500 from car replacement into car r&m, leave $1 in car replacement, and apply the balance of $6,342.42 towards the 5th wheel loan.
My goal with the 5th wheel loan is to have the balance down to 23k by the end of 2020; paid in full by the end of 2021. I expect this last will require dipping into my emergency fund, possibly even wiping it out. I am willing to do so only if it pays the loan in full.
Posted in
Sinking Funds,
5th Wheel Loan

0 Comments »
December 26th, 2019 at 10:46 pm
0Have your heard about this new company Trademore? [url] https://www.trademore.com/?gclid=EAIaIQobChMIz_bP37HU5gIVkYbACh0CKwHqEAAYASAAEgKDL_D_BwE&gclsrc=aw.ds[/url]
They buy and sell used phones. I have a couple lying around; if they will buy them at any price, I will be happy to mail them off in prepaid mailers and have them out of my hair. I wouldn't mind having an extra dollar or two either (for debt repayment purposes, of course).
I don't buy expensive phones, so I'm not certain if they will want mine. But, we shall see.
Tomorrow is payday; since I know I want to pay an additional $572.87 towards my 5th wheel loan and since the funds are available, I pulled the trigger a day early. I lost $69.61 to interest leaving $503.26 to reduce the balance down to $42,170.90. I have now paid off 10% of the original principal balance.
asdf123
Have your heard about this new company Trademore? Text is https://www.trademore.com/?gclid=EAIaIQobChMIz_bP37HU5gIVkYbACh0CKwHqEAAYASAAEgKDL_D_BwE&gclsrc=aw.ds and Link is https://www.trademore.com/?gclid=EAIaIQobChMIz_bP37HU5gIVkY...
They buy and sell used phones. I have a couple lying around; if they will buy them at any price, I will be happy to mail them off in prepaid mailers and have them out of my hair. I wouldn't mind having an extra dollar or two either (for debt repayment purposes, of course).
I don't buy expensive phones, so I'm not certain if they will want mine. But, we shall see.
Tomorrow is payday; since I know I want to pay an additional $572.87 towards my 5th wheel loan and since the funds are available, I pulled the trigger a day early. I lost $69.61 to interest leaving $503.26 to reduce the balance down to $42,170.90. I have now paid off 10% of the original principal balance.
Posted in
Income,
5th Wheel Loan

2 Comments »
December 18th, 2019 at 08:52 pm
0I have just paid my car & 5th wheel insurance 6 month premium, so I thought this would be a good time to take a close look at my insurance and registration sinking fund.
Projecting the balance through all of next year, ignoring interest earned, it looks like I will have enough to cover both insurance premiums and both registrations next year, with the lowest balance at any point being $288.64. This is more than is needed. I intend to transfer $188.64 to checking and use it towards my next extra principal payment. That still leaves a cushion of $100 plus interest earned, which in my view is plenty. asdf123
I have just paid my car & 5th wheel insurance 6 month premium, so I thought this would be a good time to take a close look at my insurance and registration sinking fund.
Projecting the balance through all of next year, ignoring interest earned, it looks like I will have enough to cover both insurance premiums and both registrations next year, with the lowest balance at any point being $288.64. This is more than is needed. I intend to transfer $188.64 to checking and use it towards my next extra principal payment. That still leaves a cushion of $100 plus interest earned, which in my view is plenty.
Posted in
Sinking Funds,
5th Wheel Loan

1 Comments »
December 13th, 2019 at 02:10 pm
0Today is payday, so that means another extra principal payment. I was so excited about getting to pay it, I could hardly get to sleep last night!
It had been 10 days since my last payment and $53.87 of interest had accrued. I calculated I had $310.77 extra, which left $256.90 to reduce principal. The balance is down to $42,674.16.
Another month's payment has been eliminated; the last payment due date is now 2/3/31. asdf123
Today is payday, so that means another extra principal payment. I was so excited about getting to pay it, I could hardly get to sleep last night!
It had been 10 days since my last payment and $53.87 of interest had accrued. I calculated I had $310.77 extra, which left $256.90 to reduce principal. The balance is down to $42,674.16.
Another month's payment has been eliminated; the last payment due date is now 2/3/31. 