Code:

#Bit 255

DOUBLING (0)
Xin : 87344153960945247892532511590258006728228506337746570146639779447736308810787
Yin : 59488675789931535584872115942924540394082315718005664100728816413884764018027
Pubkey : 03c11b0a0afc3acb48e08dd63aee21e1cea863b66aa2f74776a851a8d4b7874423
Pvkey : 114935952879246531598383063697570922530786145247266216607641895922070106346391
Pubkey + 1 : 03c11b0a0afc3acb48e08dd63aee21e1cea863b66aa2f74776a851a8d4b7874423 + 1
Pvkey + 1 : 114935952879246531598383063697570922530786145247266216607641895922070106346392
: 0246388516445af7802a6eb4c3eaeb655a7e8e83ab424ad79cec619d6c5979848e
(Pubkey + 1) x 2 : 0246388516445af7802a6eb4c3eaeb655a7e8e83ab424ad79cec619d6c5979848e x 2
(Pvkey + 1) x 2 : 229871905758493063196766127395141845061572290494532433215283791844140212692784
: 02c92201d5d8ac658203525085aca176e730dcad2449c313f30995fd74f77258da
: 02c92201d5d8ac658203525085aca176e730dcad2449c313f30995fd74f77258da - 2
(Pvkey + 1 ) x 2 - N : 229871905758493063196766127395141845061572290494532433215283791844140212692784 - 115792089237316195423570985008687907852837564279074904382605163141518161494337
: 114079816521176867773195142386453937208734726215457528832678628702622051198445
(Pubkey + 1 ) x 2 - N : 02acf2e94d88105adb6ab944a821dcd4a4329c4831e77a0333aa92ec1e40642b9d
(Pvkey + 1 ) x 2 - N : 114079816521176867773195142386453937208734726215457528832678628702622051198445
Xout : 78226997143142083066811833213807312770232884918721111569394058371109918878621
Yout : 29980082941934323291601680349963252504912100298886329300396482426505074615550

DOUBLING (1)
Xin : 18861269313259817802960089835212480798353076017728301142418157202647649196771
Yin : 106903308317647193015166476279237183175623494187426049678815466313211767652039
Pubkey : 0329b319a17714390d247f9b12cd9f0c66712264a82cbaf90bc042a042bde99ae3
Pvkey : 57039908260588433886597571193226968604367363107728764416339314351311025599223
Pubkey + 1 : 0329b319a17714390d247f9b12cd9f0c66712264a82cbaf90bc042a042bde99ae3 + 1
Pvkey + 1 : 57039908260588433886597571193226968604367363107728764416339314351311025599224
: 023f151273554cb94cac2c2ab4d6b975dcb90e6a46bdf168ccc09fb29b27b6e7a2
(Pubkey + 1) x 2 : 023f151273554cb94cac2c2ab4d6b975dcb90e6a46bdf168ccc09fb29b27b6e7a2 x 2
(Pvkey + 1) x 2 : 114079816521176867773195142386453937208734726215457528832678628702622051198448
: 03f033291a8eab39a671a31b7b181a8380013abe842eb0ec3f71f4d6f8c9602ea3
: 114079816521176867773195142386453937208734726215457528832678628702622051198446
: 03f033291a8eab39a671a31b7b181a8380013abe842eb0ec3f71f4d6f8c9602ea3 - 2
: 0207fbbcf4740de62263b29436f5f19c3dbd0d19865c1e9e35673eb4d3c818e966
Xout : 3610972672104366131066967977700502727534844366910006793437064336163955337574
Yout : 96497954812899650249526630243838538098621230207041771302516478158544222432982

ADDITION (1)
Xin : 3610972672104366131066967977700502727534844366910006793437064336163955337574
Yin : 96497954812899650249526630243838538098621230207041771302516478158544222432982
Xout : 78226997143142083066811833213807312770232884918721111569394058371109918878621
Yout : 29980082941934323291601680349963252504912100298886329300396482426505074615550

Just share from noob Grin

. Ecc just processing in cyclic only from even Pvkey/Pubkey. We have two option in doubling (0) or doubling part of addition (1), if N number can derived to pubkey we can make sure which one is odd and even and continue derived bit by bit to define Pvkey..but until now this is impossible because range must be N-1 that why higher Pvkey must be substract with N, maybe waiting man with Einstain brain to manipulating curve and found the backdoor.
Thank for Albert0bsd for the ecctools